[runlim] version:		1.7
[runlim] time limit:		3600 seconds
[runlim] real time limit:	311040000 seconds
[runlim] space limit:		4294967069 MB
[runlim] argv[0]:		/home/zhouyan/BACH/armc
[runlim] argv[1]:		/home/zhouyan/BACH/tmpFile20141130200545.armc
[runlim] argv[2]:		-straight
[runlim] start:			Sun Nov 30 20:06:19 2014
[runlim] main pid:		32573
ARMC3: Abstraction Refinement Model Checker, v. 3.20.05 (May-21-2008)
rybal@mpi-sws.mpg.de
cmd line: [/home/zhouyan/BACH/tmpFile20141130200545.armc,-straight]
reading input from /home/zhouyan/BACH/tmpFile20141130200545.armc...done.
creating straight line code between cutpoints...done.
meta_transition(p(pc(v_60),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,G2-H2<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [239]).
meta_transition(p(pc(v_60),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,G2-H2>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [238]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_60),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,G2-H2<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [237]).
meta_transition(p(pc(v_59),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,F2-G2<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [236]).
meta_transition(p(pc(v_59),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,F2-G2>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [235]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_59),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,F2-G2<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [234]).
meta_transition(p(pc(v_58),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,E2-F2<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [233]).
meta_transition(p(pc(v_58),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,E2-F2>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [232]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_58),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,E2-F2<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [231]).
meta_transition(p(pc(v_57),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,D2-E2<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [230]).
meta_transition(p(pc(v_57),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,D2-E2>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [229]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_57),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,D2-E2<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [228]).
meta_transition(p(pc(v_56),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,C2-D2<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [227]).
meta_transition(p(pc(v_56),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,C2-D2>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [226]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_56),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,C2-D2<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [225]).
meta_transition(p(pc(v_55),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,B2-C2<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [224]).
meta_transition(p(pc(v_55),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,B2-C2>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [223]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_55),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,B2-C2<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [222]).
meta_transition(p(pc(v_54),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,A2-B2<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [221]).
meta_transition(p(pc(v_54),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,A2-B2>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [220]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_54),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,A2-B2<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [219]).
meta_transition(p(pc(v_53),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Z1-A2<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [218]).
meta_transition(p(pc(v_53),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Z1-A2>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [217]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_53),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Z1-A2<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [216]).
meta_transition(p(pc(v_52),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Y1-Z1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [215]).
meta_transition(p(pc(v_52),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Y1-Z1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [214]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_52),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Y1-Z1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [213]).
meta_transition(p(pc(v_51),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,X1-Y1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [212]).
meta_transition(p(pc(v_51),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,X1-Y1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [211]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_51),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,X1-Y1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [210]).
meta_transition(p(pc(v_50),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,W1-X1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [209]).
meta_transition(p(pc(v_50),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,W1-X1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [208]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_50),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,W1-X1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [207]).
meta_transition(p(pc(v_49),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,V1-W1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [206]).
meta_transition(p(pc(v_49),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,V1-W1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [205]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_49),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,V1-W1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [204]).
meta_transition(p(pc(v_48),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,U1-V1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [203]).
meta_transition(p(pc(v_48),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,U1-V1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [202]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_48),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,U1-V1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [201]).
meta_transition(p(pc(v_47),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,T1-U1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [200]).
meta_transition(p(pc(v_47),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,T1-U1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [199]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_47),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,T1-U1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [198]).
meta_transition(p(pc(v_46),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,S1-T1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [197]).
meta_transition(p(pc(v_46),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,S1-T1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [196]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_46),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,S1-T1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [195]).
meta_transition(p(pc(v_45),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,R1-S1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [194]).
meta_transition(p(pc(v_45),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,R1-S1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [193]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_45),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,R1-S1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [192]).
meta_transition(p(pc(v_44),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Q1-R1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [191]).
meta_transition(p(pc(v_44),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Q1-R1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [190]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_44),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Q1-R1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [189]).
meta_transition(p(pc(v_43),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,P1-Q1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [188]).
meta_transition(p(pc(v_43),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,P1-Q1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [187]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_43),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,P1-Q1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [186]).
meta_transition(p(pc(v_42),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,O1-P1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [185]).
meta_transition(p(pc(v_42),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,O1-P1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [184]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_42),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,O1-P1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [183]).
meta_transition(p(pc(v_41),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,N1-O1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [182]).
meta_transition(p(pc(v_41),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,N1-O1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [181]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_41),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,N1-O1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [180]).
meta_transition(p(pc(v_40),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,M1-N1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [179]).
meta_transition(p(pc(v_40),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,M1-N1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [178]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_40),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,M1-N1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [177]).
meta_transition(p(pc(v_39),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,L1-M1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [176]).
meta_transition(p(pc(v_39),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,L1-M1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [175]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_39),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,L1-M1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [174]).
meta_transition(p(pc(v_38),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,K1-L1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [173]).
meta_transition(p(pc(v_38),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,K1-L1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [172]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_38),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,K1-L1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [171]).
meta_transition(p(pc(v_37),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,J1-K1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [170]).
meta_transition(p(pc(v_37),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,J1-K1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [169]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_37),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,J1-K1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [168]).
meta_transition(p(pc(v_36),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,I1-J1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [167]).
meta_transition(p(pc(v_36),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,I1-J1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [166]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_36),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,I1-J1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [165]).
meta_transition(p(pc(v_35),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,H1-I1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [164]).
meta_transition(p(pc(v_35),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,H1-I1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [163]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_35),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,H1-I1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [162]).
meta_transition(p(pc(v_34),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,G1-H1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [161]).
meta_transition(p(pc(v_34),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,G1-H1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [160]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_34),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,G1-H1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [159]).
meta_transition(p(pc(v_33),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,F1-G1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [158]).
meta_transition(p(pc(v_33),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,F1-G1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [157]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_33),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,F1-G1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [156]).
meta_transition(p(pc(v_32),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,E1-F1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [155]).
meta_transition(p(pc(v_32),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,E1-F1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [154]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_32),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,E1-F1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [153]).
meta_transition(p(pc(v_31),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,D1-E1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [152]).
meta_transition(p(pc(v_31),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,D1-E1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [151]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_31),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,D1-E1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [150]).
meta_transition(p(pc(v_30),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,C1-D1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [149]).
meta_transition(p(pc(v_30),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,C1-D1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [148]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_30),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,C1-D1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [147]).
meta_transition(p(pc(v_29),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,B1-C1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [146]).
meta_transition(p(pc(v_29),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,B1-C1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [145]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_29),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,B1-C1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [144]).
meta_transition(p(pc(v_28),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,A1-B1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [143]).
meta_transition(p(pc(v_28),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,A1-B1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [142]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_28),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,A1-B1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [141]).
meta_transition(p(pc(v_27),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Z-A1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [140]).
meta_transition(p(pc(v_27),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Z-A1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [139]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_27),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Z-A1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [138]).
meta_transition(p(pc(v_26),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Y-Z<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [137]).
meta_transition(p(pc(v_26),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Y-Z>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [136]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_26),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Y-Z<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [135]).
meta_transition(p(pc(v_25),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,X-Y<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [134]).
meta_transition(p(pc(v_25),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,X-Y>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [133]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_25),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,X-Y<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [132]).
meta_transition(p(pc(v_24),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,W-X<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [131]).
meta_transition(p(pc(v_24),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,W-X>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [130]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_24),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,W-X<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [129]).
meta_transition(p(pc(v_23),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,V-W<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [128]).
meta_transition(p(pc(v_23),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,V-W>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [127]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_23),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,V-W<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [126]).
meta_transition(p(pc(v_22),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,U-V<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [125]).
meta_transition(p(pc(v_22),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,U-V>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [124]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_22),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,U-V<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [123]).
meta_transition(p(pc(v_21),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,T-U<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [122]).
meta_transition(p(pc(v_21),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,T-U>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [121]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_21),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,T-U<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [120]).
meta_transition(p(pc(v_20),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,S-T<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [119]).
meta_transition(p(pc(v_20),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,S-T>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [118]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_20),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,S-T<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [117]).
meta_transition(p(pc(v_19),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,R-S<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [116]).
meta_transition(p(pc(v_19),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,R-S>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [115]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_19),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,R-S<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [114]).
meta_transition(p(pc(v_18),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Q-R<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [113]).
meta_transition(p(pc(v_18),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Q-R>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [112]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_18),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Q-R<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [111]).
meta_transition(p(pc(v_17),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,P-Q<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [110]).
meta_transition(p(pc(v_17),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,P-Q>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [109]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_17),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,P-Q<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [108]).
meta_transition(p(pc(v_16),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,O-P<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [107]).
meta_transition(p(pc(v_16),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,O-P>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [106]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_16),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,O-P<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [105]).
meta_transition(p(pc(v_15),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,N-O<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [104]).
meta_transition(p(pc(v_15),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,N-O>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [103]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_15),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,N-O<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [102]).
meta_transition(p(pc(v_14),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,M-N<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [101]).
meta_transition(p(pc(v_14),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,M-N>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [100]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_14),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,M-N<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [99]).
meta_transition(p(pc(v_13),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,L-M<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [98]).
meta_transition(p(pc(v_13),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,L-M>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [97]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_13),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,L-M<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [96]).
meta_transition(p(pc(v_12),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,K-L<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [95]).
meta_transition(p(pc(v_12),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,K-L>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [94]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_12),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,K-L<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [93]).
meta_transition(p(pc(v_11),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,J-K<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [92]).
meta_transition(p(pc(v_11),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,J-K>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [91]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_11),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,J-K<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [90]).
meta_transition(p(pc(v_10),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,I-J<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [89]).
meta_transition(p(pc(v_10),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,I-J>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [88]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_10),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,I-J<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [87]).
meta_transition(p(pc(v_9),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,H-I<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [86]).
meta_transition(p(pc(v_9),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,H-I>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [85]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_9),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,H-I<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [84]).
meta_transition(p(pc(v_8),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,G-H<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [83]).
meta_transition(p(pc(v_8),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,G-H>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [82]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_8),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,G-H<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [81]).
meta_transition(p(pc(v_7),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,F-G<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [80]).
meta_transition(p(pc(v_7),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,F-G>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [79]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_7),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,F-G<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [78]).
meta_transition(p(pc(v_6),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,E-F<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [77]).
meta_transition(p(pc(v_6),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,E-F>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [76]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_6),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,E-F<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [75]).
meta_transition(p(pc(v_5),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,D-E<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [74]).
meta_transition(p(pc(v_5),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,D-E>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [73]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_5),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,D-E<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [72]).
meta_transition(p(pc(v_4),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,C-D<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [71]).
meta_transition(p(pc(v_4),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,C-D>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [70]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_4),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,C-D<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [69]).
meta_transition(p(pc(v_3),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,B-C<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [68]).
meta_transition(p(pc(v_3),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,B-C>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [67]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_3),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,B-C<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [66]).
meta_transition(p(pc(v_2),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,A-B<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], [65]).
meta_transition(p(pc(v_2),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,A-B>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], [64]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_2),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,A-B<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], [63]).
meta_transition(p(pc(v_61),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_61),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=H2+12*I2,P4=G2+12*I2,O4=F2+12*I2,N4=E2+12*I2,M4=D2+12*I2,L4=C2+12*I2,K4=B2+12*I2,J4=A2+12*I2,I4=Z1+12*I2,H4=Y1+12*I2,G4=X1+12*I2,F4=W1+12*I2,E4=V1+12*I2,D4=U1+12*I2,C4=T1+12*I2,B4=S1+12*I2,A4=R1+12*I2,Z3=Q1+12*I2,Y3=P1+12*I2,X3=O1+12*I2,W3=N1+12*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0], [61]).
meta_transition(p(pc(v_60),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_60),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=H2+10*I2,P4=G2+12*I2,O4=F2+12*I2,N4=E2+12*I2,M4=D2+12*I2,L4=C2+12*I2,K4=B2+12*I2,J4=A2+12*I2,I4=Z1+12*I2,H4=Y1+12*I2,G4=X1+12*I2,F4=W1+12*I2,E4=V1+12*I2,D4=U1+12*I2,C4=T1+12*I2,B4=S1+12*I2,A4=R1+12*I2,Z3=Q1+12*I2,Y3=P1+12*I2,X3=O1+12*I2,W3=N1+12*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [60]).
meta_transition(p(pc(v_59),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_59),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=G2+10*I2,O4=F2+12*I2,N4=E2+12*I2,M4=D2+12*I2,L4=C2+12*I2,K4=B2+12*I2,J4=A2+12*I2,I4=Z1+12*I2,H4=Y1+12*I2,G4=X1+12*I2,F4=W1+12*I2,E4=V1+12*I2,D4=U1+12*I2,C4=T1+12*I2,B4=S1+12*I2,A4=R1+12*I2,Z3=Q1+12*I2,Y3=P1+12*I2,X3=O1+12*I2,W3=N1+12*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [59]).
meta_transition(p(pc(v_58),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_58),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=F2+10*I2,N4=E2+12*I2,M4=D2+12*I2,L4=C2+12*I2,K4=B2+12*I2,J4=A2+12*I2,I4=Z1+12*I2,H4=Y1+12*I2,G4=X1+12*I2,F4=W1+12*I2,E4=V1+12*I2,D4=U1+12*I2,C4=T1+12*I2,B4=S1+12*I2,A4=R1+12*I2,Z3=Q1+12*I2,Y3=P1+12*I2,X3=O1+12*I2,W3=N1+12*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [58]).
meta_transition(p(pc(v_57),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_57),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=E2+10*I2,M4=D2+12*I2,L4=C2+12*I2,K4=B2+12*I2,J4=A2+12*I2,I4=Z1+12*I2,H4=Y1+12*I2,G4=X1+12*I2,F4=W1+12*I2,E4=V1+12*I2,D4=U1+12*I2,C4=T1+12*I2,B4=S1+12*I2,A4=R1+12*I2,Z3=Q1+12*I2,Y3=P1+12*I2,X3=O1+12*I2,W3=N1+12*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [57]).
meta_transition(p(pc(v_56),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_56),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=D2+10*I2,L4=C2+12*I2,K4=B2+12*I2,J4=A2+12*I2,I4=Z1+12*I2,H4=Y1+12*I2,G4=X1+12*I2,F4=W1+12*I2,E4=V1+12*I2,D4=U1+12*I2,C4=T1+12*I2,B4=S1+12*I2,A4=R1+12*I2,Z3=Q1+12*I2,Y3=P1+12*I2,X3=O1+12*I2,W3=N1+12*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [56]).
meta_transition(p(pc(v_55),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_55),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=C2+10*I2,K4=B2+12*I2,J4=A2+12*I2,I4=Z1+12*I2,H4=Y1+12*I2,G4=X1+12*I2,F4=W1+12*I2,E4=V1+12*I2,D4=U1+12*I2,C4=T1+12*I2,B4=S1+12*I2,A4=R1+12*I2,Z3=Q1+12*I2,Y3=P1+12*I2,X3=O1+12*I2,W3=N1+12*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [55]).
meta_transition(p(pc(v_54),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_54),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=B2+10*I2,J4=A2+12*I2,I4=Z1+12*I2,H4=Y1+12*I2,G4=X1+12*I2,F4=W1+12*I2,E4=V1+12*I2,D4=U1+12*I2,C4=T1+12*I2,B4=S1+12*I2,A4=R1+12*I2,Z3=Q1+12*I2,Y3=P1+12*I2,X3=O1+12*I2,W3=N1+12*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [54]).
meta_transition(p(pc(v_53),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_53),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=A2+10*I2,I4=Z1+12*I2,H4=Y1+12*I2,G4=X1+12*I2,F4=W1+12*I2,E4=V1+12*I2,D4=U1+12*I2,C4=T1+12*I2,B4=S1+12*I2,A4=R1+12*I2,Z3=Q1+12*I2,Y3=P1+12*I2,X3=O1+12*I2,W3=N1+12*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [53]).
meta_transition(p(pc(v_52),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_52),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=Z1+10*I2,H4=Y1+12*I2,G4=X1+12*I2,F4=W1+12*I2,E4=V1+12*I2,D4=U1+12*I2,C4=T1+12*I2,B4=S1+12*I2,A4=R1+12*I2,Z3=Q1+12*I2,Y3=P1+12*I2,X3=O1+12*I2,W3=N1+12*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [52]).
meta_transition(p(pc(v_51),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_51),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=Y1+10*I2,G4=X1+12*I2,F4=W1+12*I2,E4=V1+12*I2,D4=U1+12*I2,C4=T1+12*I2,B4=S1+12*I2,A4=R1+12*I2,Z3=Q1+12*I2,Y3=P1+12*I2,X3=O1+12*I2,W3=N1+12*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [51]).
meta_transition(p(pc(v_50),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_50),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=X1+10*I2,F4=W1+12*I2,E4=V1+12*I2,D4=U1+12*I2,C4=T1+12*I2,B4=S1+12*I2,A4=R1+12*I2,Z3=Q1+12*I2,Y3=P1+12*I2,X3=O1+12*I2,W3=N1+12*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [50]).
meta_transition(p(pc(v_49),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_49),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=W1+10*I2,E4=V1+12*I2,D4=U1+12*I2,C4=T1+12*I2,B4=S1+12*I2,A4=R1+12*I2,Z3=Q1+12*I2,Y3=P1+12*I2,X3=O1+12*I2,W3=N1+12*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [49]).
meta_transition(p(pc(v_48),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_48),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=V1+10*I2,D4=U1+12*I2,C4=T1+12*I2,B4=S1+12*I2,A4=R1+12*I2,Z3=Q1+12*I2,Y3=P1+12*I2,X3=O1+12*I2,W3=N1+12*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [48]).
meta_transition(p(pc(v_47),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_47),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=U1+10*I2,C4=T1+12*I2,B4=S1+12*I2,A4=R1+12*I2,Z3=Q1+12*I2,Y3=P1+12*I2,X3=O1+12*I2,W3=N1+12*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [47]).
meta_transition(p(pc(v_46),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_46),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=T1+10*I2,B4=S1+12*I2,A4=R1+12*I2,Z3=Q1+12*I2,Y3=P1+12*I2,X3=O1+12*I2,W3=N1+12*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [46]).
meta_transition(p(pc(v_45),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_45),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=S1+10*I2,A4=R1+12*I2,Z3=Q1+12*I2,Y3=P1+12*I2,X3=O1+12*I2,W3=N1+12*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [45]).
meta_transition(p(pc(v_44),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_44),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=R1+10*I2,Z3=Q1+12*I2,Y3=P1+12*I2,X3=O1+12*I2,W3=N1+12*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [44]).
meta_transition(p(pc(v_43),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_43),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=Q1+10*I2,Y3=P1+12*I2,X3=O1+12*I2,W3=N1+12*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [43]).
meta_transition(p(pc(v_42),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_42),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=P1+10*I2,X3=O1+12*I2,W3=N1+12*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [42]).
meta_transition(p(pc(v_41),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_41),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=O1+10*I2,W3=N1+12*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [41]).
meta_transition(p(pc(v_40),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_40),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=N1+10*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [40]).
meta_transition(p(pc(v_39),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_39),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=M1+10*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [39]).
meta_transition(p(pc(v_38),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_38),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=L1+10*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [38]).
meta_transition(p(pc(v_37),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_37),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=K1+10*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [37]).
meta_transition(p(pc(v_36),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_36),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=J1+10*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [36]).
meta_transition(p(pc(v_35),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_35),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=I1+10*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [35]).
meta_transition(p(pc(v_34),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_34),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=H1+10*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [34]).
meta_transition(p(pc(v_33),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_33),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=G1+10*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [33]).
meta_transition(p(pc(v_32),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_32),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=F1+10*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [32]).
meta_transition(p(pc(v_31),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_31),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=E1+10*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [31]).
meta_transition(p(pc(v_30),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_30),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=D1+10*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [30]).
meta_transition(p(pc(v_29),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_29),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=C1+10*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [29]).
meta_transition(p(pc(v_28),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_28),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=B1+10*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [28]).
meta_transition(p(pc(v_27),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_27),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=A1+10*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [27]).
meta_transition(p(pc(v_26),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_26),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=Z+10*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [26]).
meta_transition(p(pc(v_25),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_25),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=Y+10*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [25]).
meta_transition(p(pc(v_24),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_24),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=X+10*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [24]).
meta_transition(p(pc(v_23),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_23),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=W+10*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [23]).
meta_transition(p(pc(v_22),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_22),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=V+10*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [22]).
meta_transition(p(pc(v_21),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_21),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=U+10*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [21]).
meta_transition(p(pc(v_20),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_20),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=T+10*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [20]).
meta_transition(p(pc(v_19),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_19),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=S+10*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [19]).
meta_transition(p(pc(v_18),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_18),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=R+10*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [18]).
meta_transition(p(pc(v_17),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_17),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=Q+10*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [17]).
meta_transition(p(pc(v_16),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_16),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=P+10*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [16]).
meta_transition(p(pc(v_15),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_15),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=O+10*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [15]).
meta_transition(p(pc(v_14),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_14),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=N+10*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [14]).
meta_transition(p(pc(v_13),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_13),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=<N+10*I2,W2>=N+8*I2,V2=M+10*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [13]).
meta_transition(p(pc(v_12),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_12),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=<N+10*I2,W2>=N+8*I2,V2=<M+10*I2,V2>=M+8*I2,U2=L+10*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [12]).
meta_transition(p(pc(v_11),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_11),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=<N+10*I2,W2>=N+8*I2,V2=<M+10*I2,V2>=M+8*I2,U2=<L+10*I2,U2>=L+8*I2,T2=K+10*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [11]).
meta_transition(p(pc(v_10),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_10),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=<N+10*I2,W2>=N+8*I2,V2=<M+10*I2,V2>=M+8*I2,U2=<L+10*I2,U2>=L+8*I2,T2=<K+10*I2,T2>=K+8*I2,S2=J+10*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [10]).
meta_transition(p(pc(v_9),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_9),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=<N+10*I2,W2>=N+8*I2,V2=<M+10*I2,V2>=M+8*I2,U2=<L+10*I2,U2>=L+8*I2,T2=<K+10*I2,T2>=K+8*I2,S2=<J+10*I2,S2>=J+8*I2,R2=I+10*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [9]).
meta_transition(p(pc(v_8),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_8),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=<N+10*I2,W2>=N+8*I2,V2=<M+10*I2,V2>=M+8*I2,U2=<L+10*I2,U2>=L+8*I2,T2=<K+10*I2,T2>=K+8*I2,S2=<J+10*I2,S2>=J+8*I2,R2=<I+10*I2,R2>=I+8*I2,Q2=H+10*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [8]).
meta_transition(p(pc(v_7),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_7),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=<N+10*I2,W2>=N+8*I2,V2=<M+10*I2,V2>=M+8*I2,U2=<L+10*I2,U2>=L+8*I2,T2=<K+10*I2,T2>=K+8*I2,S2=<J+10*I2,S2>=J+8*I2,R2=<I+10*I2,R2>=I+8*I2,Q2=<H+10*I2,Q2>=H+8*I2,P2=G+10*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [7]).
meta_transition(p(pc(v_6),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_6),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=<N+10*I2,W2>=N+8*I2,V2=<M+10*I2,V2>=M+8*I2,U2=<L+10*I2,U2>=L+8*I2,T2=<K+10*I2,T2>=K+8*I2,S2=<J+10*I2,S2>=J+8*I2,R2=<I+10*I2,R2>=I+8*I2,Q2=<H+10*I2,Q2>=H+8*I2,P2=<G+10*I2,P2>=G+8*I2,O2=F+10*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [6]).
meta_transition(p(pc(v_5),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_5),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=<N+10*I2,W2>=N+8*I2,V2=<M+10*I2,V2>=M+8*I2,U2=<L+10*I2,U2>=L+8*I2,T2=<K+10*I2,T2>=K+8*I2,S2=<J+10*I2,S2>=J+8*I2,R2=<I+10*I2,R2>=I+8*I2,Q2=<H+10*I2,Q2>=H+8*I2,P2=<G+10*I2,P2>=G+8*I2,O2=<F+10*I2,O2>=F+8*I2,N2=E+10*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [5]).
meta_transition(p(pc(v_4),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_4),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=<N+10*I2,W2>=N+8*I2,V2=<M+10*I2,V2>=M+8*I2,U2=<L+10*I2,U2>=L+8*I2,T2=<K+10*I2,T2>=K+8*I2,S2=<J+10*I2,S2>=J+8*I2,R2=<I+10*I2,R2>=I+8*I2,Q2=<H+10*I2,Q2>=H+8*I2,P2=<G+10*I2,P2>=G+8*I2,O2=<F+10*I2,O2>=F+8*I2,N2=<E+10*I2,N2>=E+8*I2,M2=D+10*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [4]).
meta_transition(p(pc(v_3),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_3),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=<N+10*I2,W2>=N+8*I2,V2=<M+10*I2,V2>=M+8*I2,U2=<L+10*I2,U2>=L+8*I2,T2=<K+10*I2,T2>=K+8*I2,S2=<J+10*I2,S2>=J+8*I2,R2=<I+10*I2,R2>=I+8*I2,Q2=<H+10*I2,Q2>=H+8*I2,P2=<G+10*I2,P2>=G+8*I2,O2=<F+10*I2,O2>=F+8*I2,N2=<E+10*I2,N2>=E+8*I2,M2=<D+10*I2,M2>=D+8*I2,L2=C+10*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [3]).
meta_transition(p(pc(v_2),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_2),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=<N+10*I2,W2>=N+8*I2,V2=<M+10*I2,V2>=M+8*I2,U2=<L+10*I2,U2>=L+8*I2,T2=<K+10*I2,T2>=K+8*I2,S2=<J+10*I2,S2>=J+8*I2,R2=<I+10*I2,R2>=I+8*I2,Q2=<H+10*I2,Q2>=H+8*I2,P2=<G+10*I2,P2>=G+8*I2,O2=<F+10*I2,O2>=F+8*I2,N2=<E+10*I2,N2>=E+8*I2,M2=<D+10*I2,M2>=D+8*I2,L2=<C+10*I2,L2>=C+8*I2,K2=B+10*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], [2]).
meta_transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_1),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=<N+10*I2,W2>=N+8*I2,V2=<M+10*I2,V2>=M+8*I2,U2=<L+10*I2,U2>=L+8*I2,T2=<K+10*I2,T2>=K+8*I2,S2=<J+10*I2,S2>=J+8*I2,R2=<I+10*I2,R2>=I+8*I2,Q2=<H+10*I2,Q2>=H+8*I2,P2=<G+10*I2,P2>=G+8*I2,O2=<F+10*I2,O2>=F+8*I2,N2=<E+10*I2,N2>=E+8*I2,M2=<D+10*I2,M2>=D+8*I2,L2=<C+10*I2,L2>=C+8*I2,K2=<B+10*I2,K2>=B+8*I2,J2=<A+10*I2,J2>=A+8*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>2,G2-H2>2,O4-P4<10,F2-G2<10,O4-P4>2,F2-G2>2,N4-O4<10,E2-F2<10,N4-O4>2,E2-F2>2,M4-N4<10,D2-E2<10,M4-N4>2,D2-E2>2,L4-M4<10,C2-D2<10,L4-M4>2,C2-D2>2,K4-L4<10,B2-C2<10,K4-L4>2,B2-C2>2,J4-K4<10,A2-B2<10,J4-K4>2,A2-B2>2,I4-J4<10,Z1-A2<10,I4-J4>2,Z1-A2>2,H4-I4<10,Y1-Z1<10,H4-I4>2,Y1-Z1>2,G4-H4<10,X1-Y1<10,G4-H4>2,X1-Y1>2,F4-G4<10,W1-X1<10,F4-G4>2,W1-X1>2,E4-F4<10,V1-W1<10,E4-F4>2,V1-W1>2,D4-E4<10,U1-V1<10,D4-E4>2,U1-V1>2,C4-D4<10,T1-U1<10,C4-D4>2,T1-U1>2,B4-C4<10,S1-T1<10,B4-C4>2,S1-T1>2,A4-B4<10,R1-S1<10,A4-B4>2,R1-S1>2,Z3-A4<10,Q1-R1<10,Z3-A4>2,Q1-R1>2,Y3-Z3<10,P1-Q1<10,Y3-Z3>2,P1-Q1>2,X3-Y3<10,O1-P1<10,X3-Y3>2,O1-P1>2,W3-X3<10,N1-O1<10,W3-X3>2,N1-O1>2,V3-W3<10,M1-N1<10,V3-W3>2,M1-N1>2,U3-V3<10,L1-M1<10,U3-V3>2,L1-M1>2,T3-U3<10,K1-L1<10,T3-U3>2,K1-L1>2,S3-T3<10,J1-K1<10,S3-T3>2,J1-K1>2,R3-S3<10,I1-J1<10,R3-S3>2,I1-J1>2,Q3-R3<10,H1-I1<10,Q3-R3>2,H1-I1>2,P3-Q3<10,G1-H1<10,P3-Q3>2,G1-H1>2,O3-P3<10,F1-G1<10,O3-P3>2,F1-G1>2,N3-O3<10,E1-F1<10,N3-O3>2,E1-F1>2,M3-N3<10,D1-E1<10,M3-N3>2,D1-E1>2,L3-M3<10,C1-D1<10,L3-M3>2,C1-D1>2,K3-L3<10,B1-C1<10,K3-L3>2,B1-C1>2,J3-K3<10,A1-B1<10,J3-K3>2,A1-B1>2,I3-J3<10,Z-A1<10,I3-J3>2,Z-A1>2,H3-I3<10,Y-Z<10,H3-I3>2,Y-Z>2,G3-H3<10,X-Y<10,G3-H3>2,X-Y>2,F3-G3<10,W-X<10,F3-G3>2,W-X>2,E3-F3<10,V-W<10,E3-F3>2,V-W>2,D3-E3<10,U-V<10,D3-E3>2,U-V>2,C3-D3<10,T-U<10,C3-D3>2,T-U>2,B3-C3<10,S-T<10,B3-C3>2,S-T>2,A3-B3<10,R-S<10,A3-B3>2,R-S>2,Z2-A3<10,Q-R<10,Z2-A3>2,Q-R>2,Y2-Z2<10,P-Q<10,Y2-Z2>2,P-Q>2,X2-Y2<10,O-P<10,X2-Y2>2,O-P>2,W2-X2<10,N-O<10,W2-X2>2,N-O>2,V2-W2<10,M-N<10,V2-W2>2,M-N>2,U2-V2<10,L-M<10,U2-V2>2,L-M>2,T2-U2<10,K-L<10,T2-U2>2,K-L>2,S2-T2<10,J-K<10,S2-T2>2,J-K>2,R2-S2<10,I-J<10,R2-S2>2,I-J>2,Q2-R2<10,H-I<10,Q2-R2>2,H-I>2,P2-Q2<10,G-H<10,P2-Q2>2,G-H>2,O2-P2<10,F-G<10,O2-P2>2,F-G>2,N2-O2<10,E-F<10,N2-O2>2,E-F>2,M2-N2<10,D-E<10,M2-N2>2,D-E>2,L2-M2<10,C-D<10,L2-M2>2,C-D>2,K2-L2<10,B-C<10,K2-L2>2,B-C>2,J2-K2<10,A-B<10,J2-K2>2,A-B>2], [1]).
meta_transition(p(pc(v_0),data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_)), p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), [], [H2=25.0,G2=30.0,F2=35.0,E2=40.0,D2=45.0,C2=50.0,B2=55.0,A2=60.0,Z1=65.0,Y1=70.0,X1=75.0,W1=80.0,V1=85.0,U1=90.0,T1=95.0,S1=100.0,R1=105.0,Q1=110.0,P1=115.0,O1=120.0,N1=125.0,M1=130.0,L1=135.0,K1=140.0,J1=145.0,I1=150.0,H1=155.0,G1=160.0,F1=165.0,E1=170.0,D1=175.0,C1=180.0,B1=185.0,A1=190.0,Z=195.0,Y=200.0,X=205.0,W=210.0,V=215.0,U=220.0,T=225.0,S=230.0,R=235.0,Q=240.0,P=245.0,O=250.0,N=255.0,M=260.0,L=265.0,K=270.0,J=275.0,I=280.0,H=285.0,G=290.0,F=295.0,E=300.0,D=305.0,C=310.0,B=315.0,A=320.0,I2>0,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2], [62]).


[runlim] sample:		9.2 seconds, 24.0 MB
[runlim] sample:		18.4 seconds, 56.8 MB
transition(p(pc(v_60),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,G2-H2<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,G2-H2<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([239])).
transition(p(pc(v_60),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,G2-H2>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,G2-H2>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([238])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_60),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,G2-H2<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,G2-H2<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([237])).
transition(p(pc(v_59),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,F2-G2<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,F2-G2<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([236])).
transition(p(pc(v_59),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,F2-G2>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,F2-G2>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([235])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_59),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,F2-G2<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,F2-G2<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([234])).
transition(p(pc(v_58),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,E2-F2<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,E2-F2<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([233])).
transition(p(pc(v_58),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,E2-F2>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,E2-F2>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([232])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_58),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,E2-F2<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,E2-F2<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([231])).
transition(p(pc(v_57),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,D2-E2<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,D2-E2<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([230])).
transition(p(pc(v_57),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,D2-E2>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,D2-E2>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([229])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_57),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,D2-E2<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,D2-E2<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([228])).
transition(p(pc(v_56),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,C2-D2<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,C2-D2<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([227])).
transition(p(pc(v_56),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,C2-D2>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,C2-D2>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([226])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_56),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,C2-D2<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,C2-D2<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([225])).
transition(p(pc(v_55),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,B2-C2<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,B2-C2<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([224])).
transition(p(pc(v_55),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,B2-C2>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,B2-C2>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([223])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_55),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,B2-C2<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,B2-C2<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([222])).
transition(p(pc(v_54),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,A2-B2<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,A2-B2<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([221])).
transition(p(pc(v_54),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,A2-B2>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,A2-B2>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([220])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_54),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,A2-B2<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,A2-B2<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([219])).
transition(p(pc(v_53),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Z1-A2<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Z1-A2<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([218])).
transition(p(pc(v_53),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Z1-A2>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Z1-A2>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([217])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_53),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Z1-A2<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Z1-A2<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([216])).
transition(p(pc(v_52),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Y1-Z1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Y1-Z1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([215])).
transition(p(pc(v_52),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Y1-Z1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Y1-Z1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([214])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_52),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Y1-Z1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Y1-Z1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([213])).
transition(p(pc(v_51),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,X1-Y1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,X1-Y1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([212])).
transition(p(pc(v_51),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,X1-Y1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,X1-Y1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([211])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_51),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,X1-Y1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,X1-Y1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([210])).
transition(p(pc(v_50),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,W1-X1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,W1-X1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([209])).
transition(p(pc(v_50),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,W1-X1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,W1-X1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([208])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_50),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,W1-X1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,W1-X1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([207])).
transition(p(pc(v_49),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,V1-W1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,V1-W1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([206])).
transition(p(pc(v_49),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,V1-W1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,V1-W1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([205])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_49),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,V1-W1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,V1-W1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([204])).
transition(p(pc(v_48),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,U1-V1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,U1-V1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([203])).
transition(p(pc(v_48),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,U1-V1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,U1-V1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([202])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_48),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,U1-V1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,U1-V1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([201])).
transition(p(pc(v_47),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,T1-U1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,T1-U1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([200])).
transition(p(pc(v_47),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,T1-U1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,T1-U1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([199])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_47),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,T1-U1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,T1-U1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([198])).
transition(p(pc(v_46),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,S1-T1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,S1-T1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([197])).
transition(p(pc(v_46),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,S1-T1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,S1-T1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([196])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_46),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,S1-T1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,S1-T1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([195])).
transition(p(pc(v_45),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,R1-S1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,R1-S1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([194])).
transition(p(pc(v_45),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,R1-S1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,R1-S1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([193])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_45),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,R1-S1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,R1-S1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([192])).
transition(p(pc(v_44),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Q1-R1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Q1-R1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([191])).
transition(p(pc(v_44),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Q1-R1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Q1-R1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([190])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_44),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Q1-R1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Q1-R1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([189])).
transition(p(pc(v_43),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,P1-Q1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,P1-Q1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([188])).
transition(p(pc(v_43),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,P1-Q1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,P1-Q1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([187])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_43),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,P1-Q1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,P1-Q1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([186])).
transition(p(pc(v_42),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,O1-P1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,O1-P1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([185])).
transition(p(pc(v_42),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,O1-P1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,O1-P1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([184])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_42),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,O1-P1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,O1-P1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([183])).
transition(p(pc(v_41),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,N1-O1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,N1-O1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([182])).
transition(p(pc(v_41),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,N1-O1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,N1-O1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([181])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_41),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,N1-O1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,N1-O1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([180])).
transition(p(pc(v_40),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,M1-N1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,M1-N1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([179])).
transition(p(pc(v_40),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,M1-N1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,M1-N1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([178])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_40),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,M1-N1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,M1-N1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([177])).
transition(p(pc(v_39),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,L1-M1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,L1-M1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([176])).
transition(p(pc(v_39),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,L1-M1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,L1-M1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([175])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_39),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,L1-M1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,L1-M1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([174])).
transition(p(pc(v_38),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,K1-L1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,K1-L1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([173])).
transition(p(pc(v_38),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,K1-L1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,K1-L1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([172])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_38),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,K1-L1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,K1-L1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([171])).
transition(p(pc(v_37),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,J1-K1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,J1-K1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([170])).
transition(p(pc(v_37),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,J1-K1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,J1-K1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([169])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_37),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,J1-K1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,J1-K1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([168])).
transition(p(pc(v_36),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,I1-J1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,I1-J1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([167])).
transition(p(pc(v_36),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,I1-J1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,I1-J1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([166])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_36),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,I1-J1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,I1-J1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([165])).
transition(p(pc(v_35),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,H1-I1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,H1-I1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([164])).
transition(p(pc(v_35),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,H1-I1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,H1-I1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([163])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_35),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,H1-I1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,H1-I1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([162])).
transition(p(pc(v_34),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,G1-H1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,G1-H1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([161])).
transition(p(pc(v_34),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,G1-H1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,G1-H1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([160])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_34),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,G1-H1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,G1-H1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([159])).
transition(p(pc(v_33),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,F1-G1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,F1-G1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([158])).
transition(p(pc(v_33),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,F1-G1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,F1-G1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([157])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_33),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,F1-G1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,F1-G1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([156])).
transition(p(pc(v_32),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,E1-F1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,E1-F1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([155])).
transition(p(pc(v_32),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,E1-F1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,E1-F1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([154])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_32),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,E1-F1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,E1-F1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([153])).
transition(p(pc(v_31),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,D1-E1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,D1-E1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([152])).
transition(p(pc(v_31),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,D1-E1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,D1-E1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([151])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_31),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,D1-E1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,D1-E1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([150])).
transition(p(pc(v_30),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,C1-D1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,C1-D1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([149])).
transition(p(pc(v_30),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,C1-D1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,C1-D1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([148])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_30),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,C1-D1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,C1-D1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([147])).
transition(p(pc(v_29),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,B1-C1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,B1-C1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([146])).
transition(p(pc(v_29),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,B1-C1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,B1-C1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([145])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_29),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,B1-C1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,B1-C1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([144])).
transition(p(pc(v_28),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,A1-B1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,A1-B1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([143])).
transition(p(pc(v_28),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,A1-B1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,A1-B1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([142])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_28),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,A1-B1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,A1-B1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([141])).
transition(p(pc(v_27),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Z-A1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Z-A1<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([140])).
transition(p(pc(v_27),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Z-A1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Z-A1>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([139])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_27),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Z-A1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Z-A1<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([138])).
transition(p(pc(v_26),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Y-Z<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Y-Z<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([137])).
transition(p(pc(v_26),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Y-Z>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Y-Z>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([136])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_26),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Y-Z<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Y-Z<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([135])).
transition(p(pc(v_25),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,X-Y<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,X-Y<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([134])).
transition(p(pc(v_25),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,X-Y>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,X-Y>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([133])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_25),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,X-Y<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,X-Y<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([132])).
transition(p(pc(v_24),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,W-X<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,W-X<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([131])).
transition(p(pc(v_24),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,W-X>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,W-X>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([130])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_24),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,W-X<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,W-X<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([129])).
transition(p(pc(v_23),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,V-W<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,V-W<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([128])).
transition(p(pc(v_23),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,V-W>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,V-W>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([127])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_23),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,V-W<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,V-W<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([126])).
transition(p(pc(v_22),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,U-V<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,U-V<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([125])).
transition(p(pc(v_22),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,U-V>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,U-V>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([124])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_22),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,U-V<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,U-V<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([123])).
transition(p(pc(v_21),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,T-U<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,T-U<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([122])).
transition(p(pc(v_21),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,T-U>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,T-U>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([121])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_21),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,T-U<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,T-U<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([120])).
transition(p(pc(v_20),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,S-T<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,S-T<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([119])).
transition(p(pc(v_20),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,S-T>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,S-T>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([118])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_20),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,S-T<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,S-T<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([117])).
transition(p(pc(v_19),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,R-S<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,R-S<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([116])).
transition(p(pc(v_19),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,R-S>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,R-S>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([115])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_19),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,R-S<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,R-S<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([114])).
transition(p(pc(v_18),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Q-R<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Q-R<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([113])).
transition(p(pc(v_18),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Q-R>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Q-R>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([112])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_18),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Q-R<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,Q-R<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([111])).
transition(p(pc(v_17),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,P-Q<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,P-Q<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([110])).
transition(p(pc(v_17),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,P-Q>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,P-Q>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([109])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_17),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,P-Q<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,P-Q<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([108])).
transition(p(pc(v_16),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,O-P<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,O-P<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([107])).
transition(p(pc(v_16),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,O-P>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,O-P>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([106])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_16),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,O-P<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,O-P<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([105])).
transition(p(pc(v_15),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,N-O<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,N-O<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([104])).
transition(p(pc(v_15),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,N-O>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,N-O>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([103])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_15),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,N-O<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,N-O<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([102])).
transition(p(pc(v_14),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,M-N<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,M-N<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([101])).
transition(p(pc(v_14),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,M-N>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,M-N>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([100])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_14),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,M-N<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,M-N<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([99])).
transition(p(pc(v_13),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,L-M<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,L-M<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([98])).
transition(p(pc(v_13),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,L-M>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,L-M>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([97])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_13),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,L-M<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,L-M<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([96])).
transition(p(pc(v_12),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,K-L<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,K-L<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([95])).
transition(p(pc(v_12),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,K-L>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,K-L>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([94])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_12),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,K-L<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,K-L<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([93])).
transition(p(pc(v_11),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,J-K<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,J-K<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([92])).
transition(p(pc(v_11),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,J-K>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,J-K>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([91])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_11),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,J-K<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,J-K<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([90])).
transition(p(pc(v_10),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,I-J<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,I-J<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([89])).
transition(p(pc(v_10),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,I-J>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,I-J>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([88])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_10),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,I-J<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,I-J<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([87])).
transition(p(pc(v_9),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,H-I<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,H-I<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([86])).
transition(p(pc(v_9),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,H-I>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,H-I>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([85])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_9),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,H-I<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,H-I<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([84])).
transition(p(pc(v_8),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,G-H<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,G-H<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([83])).
transition(p(pc(v_8),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,G-H>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,G-H>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([82])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_8),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,G-H<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,G-H<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([81])).
transition(p(pc(v_7),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,F-G<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,F-G<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([80])).
transition(p(pc(v_7),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,F-G>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,F-G>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([79])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_7),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,F-G<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,F-G<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([78])).
transition(p(pc(v_6),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,E-F<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,E-F<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([77])).
transition(p(pc(v_6),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,E-F>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,E-F>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([76])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_6),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,E-F<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,E-F<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([75])).
transition(p(pc(v_5),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,D-E<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,D-E<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([74])).
transition(p(pc(v_5),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,D-E>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,D-E>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([73])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_5),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,D-E<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,D-E<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([72])).
transition(p(pc(v_4),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,C-D<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,C-D<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([71])).
transition(p(pc(v_4),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,C-D>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,C-D>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([70])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_4),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,C-D<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,C-D<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([69])).
transition(p(pc(v_3),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,B-C<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,B-C<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([68])).
transition(p(pc(v_3),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,B-C>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,B-C>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([67])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_3),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,B-C<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,B-C<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([66])).
transition(p(pc(v_2),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_61),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,A-B<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,A-B<1,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0], tid([65])).
transition(p(pc(v_2),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_1),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,A-B>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,A-B>5,G2-H2<10,G2-H2>0,F2-G2<10,F2-G2>0,E2-F2<10,E2-F2>0,D2-E2<10,D2-E2>0,C2-D2<10,C2-D2>0,B2-C2<10,B2-C2>0,A2-B2<10,A2-B2>0,Z1-A2<10,Z1-A2>0,Y1-Z1<10,Y1-Z1>0,X1-Y1<10,X1-Y1>0,W1-X1<10,W1-X1>0,V1-W1<10,V1-W1>0,U1-V1<10,U1-V1>0,T1-U1<10,T1-U1>0,S1-T1<10,S1-T1>0,R1-S1<10,R1-S1>0,Q1-R1<10,Q1-R1>0,P1-Q1<10,P1-Q1>0,O1-P1<10,O1-P1>0,N1-O1<10,N1-O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0,T-U<10,T-U>0,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,Q4>0,O4-P4<10,O4-P4>2,N4-O4<10,N4-O4>2,M4-N4<10,M4-N4>2,L4-M4<10,L4-M4>2,K4-L4<10,K4-L4>2,J4-K4<10,J4-K4>2,I4-J4<10,I4-J4>2,H4-I4<10,H4-I4>2,G4-H4<10,G4-H4>2,F4-G4<10,F4-G4>2,E4-F4<10,E4-F4>2,D4-E4<10,D4-E4>2,C4-D4<10,C4-D4>2,B4-C4<10,B4-C4>2,A4-B4<10,A4-B4>2,Z3-A4<10,Z3-A4>2,Y3-Z3<10,Y3-Z3>2,X3-Y3<10,X3-Y3>2,W3-X3<10,W3-X3>2,V3-W3<10,V3-W3>2,U3-V3<10,U3-V3>2,T3-U3<10,T3-U3>2,S3-T3<10,S3-T3>2,R3-S3<10,R3-S3>2,Q3-R3<10,Q3-R3>2,P3-Q3<10,P3-Q3>2,O3-P3<10,O3-P3>2,N3-O3<10,N3-O3>2,M3-N3<10,M3-N3>2,L3-M3<10,L3-M3>2,K3-L3<10,K3-L3>2,J3-K3<10,J3-K3>2,I3-J3<10,I3-J3>2,H3-I3<10,H3-I3>2,G3-H3<10,G3-H3>2,F3-G3<10,F3-G3>2,E3-F3<10,E3-F3>2,D3-E3<10,D3-E3>2,C3-D3<10,C3-D3>2,B3-C3<10,B3-C3>2,A3-B3<10,A3-B3>2,Z2-A3<10,Z2-A3>2,Y2-Z2<10,Y2-Z2>2,X2-Y2<10,X2-Y2>2,W2-X2<10,W2-X2>2,V2-W2<10,V2-W2>2,U2-V2<10,U2-V2>2,T2-U2<10,T2-U2>2,S2-T2<10,S2-T2>2,R2-S2<10,R2-S2>2,Q2-R2<10,Q2-R2>2,P2-Q2<10,P2-Q2>2,O2-P2<10,O2-P2>2,N2-O2<10,N2-O2>2,M2-N2<10,M2-N2>2,L2-M2<10,L2-M2>2,K2-L2<10,K2-L2>2,J2-K2<10,J2-K2>2,I2-J2<10,I2-J2>2], tid([64])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), p(pc(v_2),data(I2,J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4)), {P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,A-B<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0}, [], [P4=H2,O4=G2,N4=F2,M4=E2,L4=D2,K4=C2,J4=B2,I4=A2,H4=Z1,G4=Y1,F4=X1,E4=W1,D4=V1,C4=U1,B4=T1,A4=S1,Z3=R1,Y3=Q1,X3=P1,W3=O1,V3=N1,U3=M1,T3=L1,S3=K1,R3=J1,Q3=I1,P3=H1,O3=G1,N3=F1,M3=E1,L3=D1,K3=C1,J3=B1,I3=A1,H3=Z,G3=Y,F3=X,E3=W,D3=V,C3=U,B3=T,A3=S,Z2=R,Y2=Q,X2=P,W2=O,V2=N,U2=M,T2=L,S2=K,R2=J,Q2=I,P2=H,O2=G,N2=F,M2=E,L2=D,K2=C,J2=B,I2=A,A-B<4,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2,Q4>0,O4-P4<10,O4-P4>0,N4-O4<10,N4-O4>0,M4-N4<10,M4-N4>0,L4-M4<10,L4-M4>0,K4-L4<10,K4-L4>0,J4-K4<10,J4-K4>0,I4-J4<10,I4-J4>0,H4-I4<10,H4-I4>0,G4-H4<10,G4-H4>0,F4-G4<10,F4-G4>0,E4-F4<10,E4-F4>0,D4-E4<10,D4-E4>0,C4-D4<10,C4-D4>0,B4-C4<10,B4-C4>0,A4-B4<10,A4-B4>0,Z3-A4<10,Z3-A4>0,Y3-Z3<10,Y3-Z3>0,X3-Y3<10,X3-Y3>0,W3-X3<10,W3-X3>0,V3-W3<10,V3-W3>0,U3-V3<10,U3-V3>0,T3-U3<10,T3-U3>0,S3-T3<10,S3-T3>0,R3-S3<10,R3-S3>0,Q3-R3<10,Q3-R3>0,P3-Q3<10,P3-Q3>0,O3-P3<10,O3-P3>0,N3-O3<10,N3-O3>0,M3-N3<10,M3-N3>0,L3-M3<10,L3-M3>0,K3-L3<10,K3-L3>0,J3-K3<10,J3-K3>0,I3-J3<10,I3-J3>0,H3-I3<10,H3-I3>0,G3-H3<10,G3-H3>0,F3-G3<10,F3-G3>0,E3-F3<10,E3-F3>0,D3-E3<10,D3-E3>0,C3-D3<10,C3-D3>0,B3-C3<10,B3-C3>0,A3-B3<10,A3-B3>0,Z2-A3<10,Z2-A3>0,Y2-Z2<10,Y2-Z2>0,X2-Y2<10,X2-Y2>0,W2-X2<10,W2-X2>0,V2-W2<10,V2-W2>0,U2-V2<10,U2-V2>0,T2-U2<10,T2-U2>0,S2-T2<10,S2-T2>0,R2-S2<10,R2-S2>0,Q2-R2<10,Q2-R2>0,P2-Q2<10,P2-Q2>0,O2-P2<10,O2-P2>0,N2-O2<10,N2-O2>0,M2-N2<10,M2-N2>0,L2-M2<10,L2-M2>0,K2-L2<10,K2-L2>0,J2-K2<10,J2-K2>0,I2-J2<10,I2-J2>0], tid([63])).
transition(p(pc(v_61),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_61),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=H2+12*I2,P4=G2+12*I2,O4=F2+12*I2,N4=E2+12*I2,M4=D2+12*I2,L4=C2+12*I2,K4=B2+12*I2,J4=A2+12*I2,I4=Z1+12*I2,H4=Y1+12*I2,G4=X1+12*I2,F4=W1+12*I2,E4=V1+12*I2,D4=U1+12*I2,C4=T1+12*I2,B4=S1+12*I2,A4=R1+12*I2,Z3=Q1+12*I2,Y3=P1+12*I2,X3=O1+12*I2,W3=N1+12*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0}, [], [Q4=H2+12*I2,P4=G2+12*I2,O4=F2+12*I2,N4=E2+12*I2,M4=D2+12*I2,L4=C2+12*I2,K4=B2+12*I2,J4=A2+12*I2,I4=Z1+12*I2,H4=Y1+12*I2,G4=X1+12*I2,F4=W1+12*I2,E4=V1+12*I2,D4=U1+12*I2,C4=T1+12*I2,B4=S1+12*I2,A4=R1+12*I2,Z3=Q1+12*I2,Y3=P1+12*I2,X3=O1+12*I2,W3=N1+12*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0], tid([61])).
transition(p(pc(v_60),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_60),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=H2+10*I2,P4=G2+12*I2,O4=F2+12*I2,N4=E2+12*I2,M4=D2+12*I2,L4=C2+12*I2,K4=B2+12*I2,J4=A2+12*I2,I4=Z1+12*I2,H4=Y1+12*I2,G4=X1+12*I2,F4=W1+12*I2,E4=V1+12*I2,D4=U1+12*I2,C4=T1+12*I2,B4=S1+12*I2,A4=R1+12*I2,Z3=Q1+12*I2,Y3=P1+12*I2,X3=O1+12*I2,W3=N1+12*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=H2+10*I2,P4=G2+12*I2,O4=F2+12*I2,N4=E2+12*I2,M4=D2+12*I2,L4=C2+12*I2,K4=B2+12*I2,J4=A2+12*I2,I4=Z1+12*I2,H4=Y1+12*I2,G4=X1+12*I2,F4=W1+12*I2,E4=V1+12*I2,D4=U1+12*I2,C4=T1+12*I2,B4=S1+12*I2,A4=R1+12*I2,Z3=Q1+12*I2,Y3=P1+12*I2,X3=O1+12*I2,W3=N1+12*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([60])).
transition(p(pc(v_59),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_59),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=G2+10*I2,O4=F2+12*I2,N4=E2+12*I2,M4=D2+12*I2,L4=C2+12*I2,K4=B2+12*I2,J4=A2+12*I2,I4=Z1+12*I2,H4=Y1+12*I2,G4=X1+12*I2,F4=W1+12*I2,E4=V1+12*I2,D4=U1+12*I2,C4=T1+12*I2,B4=S1+12*I2,A4=R1+12*I2,Z3=Q1+12*I2,Y3=P1+12*I2,X3=O1+12*I2,W3=N1+12*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=G2+10*I2,O4=F2+12*I2,N4=E2+12*I2,M4=D2+12*I2,L4=C2+12*I2,K4=B2+12*I2,J4=A2+12*I2,I4=Z1+12*I2,H4=Y1+12*I2,G4=X1+12*I2,F4=W1+12*I2,E4=V1+12*I2,D4=U1+12*I2,C4=T1+12*I2,B4=S1+12*I2,A4=R1+12*I2,Z3=Q1+12*I2,Y3=P1+12*I2,X3=O1+12*I2,W3=N1+12*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([59])).
transition(p(pc(v_58),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_58),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), 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[], 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tid([58])).
transition(p(pc(v_57),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_57),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), 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[], 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tid([57])).
transition(p(pc(v_56),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_56),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), 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[], 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tid([56])).
transition(p(pc(v_55),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_55),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), 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[], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=C2+10*I2,K4=B2+12*I2,J4=A2+12*I2,I4=Z1+12*I2,H4=Y1+12*I2,G4=X1+12*I2,F4=W1+12*I2,E4=V1+12*I2,D4=U1+12*I2,C4=T1+12*I2,B4=S1+12*I2,A4=R1+12*I2,Z3=Q1+12*I2,Y3=P1+12*I2,X3=O1+12*I2,W3=N1+12*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([55])).
transition(p(pc(v_54),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_54),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), 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[], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=B2+10*I2,J4=A2+12*I2,I4=Z1+12*I2,H4=Y1+12*I2,G4=X1+12*I2,F4=W1+12*I2,E4=V1+12*I2,D4=U1+12*I2,C4=T1+12*I2,B4=S1+12*I2,A4=R1+12*I2,Z3=Q1+12*I2,Y3=P1+12*I2,X3=O1+12*I2,W3=N1+12*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([54])).
transition(p(pc(v_53),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_53),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), 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[], 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tid([53])).
transition(p(pc(v_52),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_52),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), 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[], 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tid([52])).
transition(p(pc(v_51),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_51),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), 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[], 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tid([51])).
transition(p(pc(v_50),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_50),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), 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[], 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tid([50])).
transition(p(pc(v_49),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_49),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), 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[], 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tid([49])).
transition(p(pc(v_48),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_48),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), 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[], 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tid([48])).
transition(p(pc(v_47),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_47),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), 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[], 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tid([47])).
transition(p(pc(v_46),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_46),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), 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[], 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tid([46])).
transition(p(pc(v_45),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_45),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), 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[], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=S1+10*I2,A4=R1+12*I2,Z3=Q1+12*I2,Y3=P1+12*I2,X3=O1+12*I2,W3=N1+12*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([45])).
transition(p(pc(v_44),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_44),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=R1+10*I2,Z3=Q1+12*I2,Y3=P1+12*I2,X3=O1+12*I2,W3=N1+12*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=R1+10*I2,Z3=Q1+12*I2,Y3=P1+12*I2,X3=O1+12*I2,W3=N1+12*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([44])).
transition(p(pc(v_43),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_43),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=Q1+10*I2,Y3=P1+12*I2,X3=O1+12*I2,W3=N1+12*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=Q1+10*I2,Y3=P1+12*I2,X3=O1+12*I2,W3=N1+12*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([43])).
transition(p(pc(v_42),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_42),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=P1+10*I2,X3=O1+12*I2,W3=N1+12*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=P1+10*I2,X3=O1+12*I2,W3=N1+12*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([42])).
transition(p(pc(v_41),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_41),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=O1+10*I2,W3=N1+12*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=O1+10*I2,W3=N1+12*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([41])).
transition(p(pc(v_40),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_40),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=N1+10*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=N1+10*I2,V3=M1+12*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([40])).
transition(p(pc(v_39),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_39),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=M1+10*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=M1+10*I2,U3=L1+12*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([39])).
transition(p(pc(v_38),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_38),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=L1+10*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=L1+10*I2,T3=K1+12*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([38])).
transition(p(pc(v_37),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_37),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=K1+10*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=K1+10*I2,S3=J1+12*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([37])).
transition(p(pc(v_36),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_36),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=J1+10*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=J1+10*I2,R3=I1+12*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([36])).
transition(p(pc(v_35),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_35),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=I1+10*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=I1+10*I2,Q3=H1+12*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([35])).
transition(p(pc(v_34),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_34),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=H1+10*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=H1+10*I2,P3=G1+12*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([34])).
transition(p(pc(v_33),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_33),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=G1+10*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=G1+10*I2,O3=F1+12*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([33])).
transition(p(pc(v_32),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_32),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=F1+10*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=F1+10*I2,N3=E1+12*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([32])).
transition(p(pc(v_31),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_31),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=E1+10*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=E1+10*I2,M3=D1+12*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([31])).
transition(p(pc(v_30),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_30),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=D1+10*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=D1+10*I2,L3=C1+12*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([30])).
transition(p(pc(v_29),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_29),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=C1+10*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=C1+10*I2,K3=B1+12*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([29])).
transition(p(pc(v_28),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_28),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=B1+10*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=B1+10*I2,J3=A1+12*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([28])).
transition(p(pc(v_27),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_27),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=A1+10*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=A1+10*I2,I3=Z+12*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([27])).
transition(p(pc(v_26),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_26),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=Z+10*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=Z+10*I2,H3=Y+12*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([26])).
transition(p(pc(v_25),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_25),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=Y+10*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=Y+10*I2,G3=X+12*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([25])).
transition(p(pc(v_24),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_24),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=X+10*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=X+10*I2,F3=W+12*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([24])).
transition(p(pc(v_23),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_23),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=W+10*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=W+10*I2,E3=V+12*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([23])).
transition(p(pc(v_22),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_22),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=V+10*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=V+10*I2,D3=U+12*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([22])).
transition(p(pc(v_21),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_21),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=U+10*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=U+10*I2,C3=T+12*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([21])).
transition(p(pc(v_20),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_20),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=T+10*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=T+10*I2,B3=S+12*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([20])).
transition(p(pc(v_19),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_19),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=S+10*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=S+10*I2,A3=R+12*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([19])).
transition(p(pc(v_18),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_18),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=R+10*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=R+10*I2,Z2=Q+12*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([18])).
transition(p(pc(v_17),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_17),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=Q+10*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=Q+10*I2,Y2=P+12*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([17])).
transition(p(pc(v_16),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_16),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=P+10*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=P+10*I2,X2=O+12*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([16])).
transition(p(pc(v_15),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_15),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=O+10*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=O+10*I2,W2=N+12*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([15])).
transition(p(pc(v_14),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_14),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=N+10*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=N+10*I2,V2=M+12*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([14])).
transition(p(pc(v_13),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_13),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=<N+10*I2,W2>=N+8*I2,V2=M+10*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=<N+10*I2,W2>=N+8*I2,V2=M+10*I2,U2=L+12*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([13])).
transition(p(pc(v_12),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_12),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=<N+10*I2,W2>=N+8*I2,V2=<M+10*I2,V2>=M+8*I2,U2=L+10*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=<N+10*I2,W2>=N+8*I2,V2=<M+10*I2,V2>=M+8*I2,U2=L+10*I2,T2=K+12*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([12])).
transition(p(pc(v_11),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_11),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=<N+10*I2,W2>=N+8*I2,V2=<M+10*I2,V2>=M+8*I2,U2=<L+10*I2,U2>=L+8*I2,T2=K+10*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=<N+10*I2,W2>=N+8*I2,V2=<M+10*I2,V2>=M+8*I2,U2=<L+10*I2,U2>=L+8*I2,T2=K+10*I2,S2=J+12*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([11])).
transition(p(pc(v_10),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_10),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=<N+10*I2,W2>=N+8*I2,V2=<M+10*I2,V2>=M+8*I2,U2=<L+10*I2,U2>=L+8*I2,T2=<K+10*I2,T2>=K+8*I2,S2=J+10*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=<N+10*I2,W2>=N+8*I2,V2=<M+10*I2,V2>=M+8*I2,U2=<L+10*I2,U2>=L+8*I2,T2=<K+10*I2,T2>=K+8*I2,S2=J+10*I2,R2=I+12*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([10])).
transition(p(pc(v_9),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_9),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=<N+10*I2,W2>=N+8*I2,V2=<M+10*I2,V2>=M+8*I2,U2=<L+10*I2,U2>=L+8*I2,T2=<K+10*I2,T2>=K+8*I2,S2=<J+10*I2,S2>=J+8*I2,R2=I+10*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=<N+10*I2,W2>=N+8*I2,V2=<M+10*I2,V2>=M+8*I2,U2=<L+10*I2,U2>=L+8*I2,T2=<K+10*I2,T2>=K+8*I2,S2=<J+10*I2,S2>=J+8*I2,R2=I+10*I2,Q2=H+12*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([9])).
transition(p(pc(v_8),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_8),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=<N+10*I2,W2>=N+8*I2,V2=<M+10*I2,V2>=M+8*I2,U2=<L+10*I2,U2>=L+8*I2,T2=<K+10*I2,T2>=K+8*I2,S2=<J+10*I2,S2>=J+8*I2,R2=<I+10*I2,R2>=I+8*I2,Q2=H+10*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=<N+10*I2,W2>=N+8*I2,V2=<M+10*I2,V2>=M+8*I2,U2=<L+10*I2,U2>=L+8*I2,T2=<K+10*I2,T2>=K+8*I2,S2=<J+10*I2,S2>=J+8*I2,R2=<I+10*I2,R2>=I+8*I2,Q2=H+10*I2,P2=G+12*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([8])).
transition(p(pc(v_7),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_7),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=<N+10*I2,W2>=N+8*I2,V2=<M+10*I2,V2>=M+8*I2,U2=<L+10*I2,U2>=L+8*I2,T2=<K+10*I2,T2>=K+8*I2,S2=<J+10*I2,S2>=J+8*I2,R2=<I+10*I2,R2>=I+8*I2,Q2=<H+10*I2,Q2>=H+8*I2,P2=G+10*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=<N+10*I2,W2>=N+8*I2,V2=<M+10*I2,V2>=M+8*I2,U2=<L+10*I2,U2>=L+8*I2,T2=<K+10*I2,T2>=K+8*I2,S2=<J+10*I2,S2>=J+8*I2,R2=<I+10*I2,R2>=I+8*I2,Q2=<H+10*I2,Q2>=H+8*I2,P2=G+10*I2,O2=F+12*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([7])).
transition(p(pc(v_6),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_6),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=<N+10*I2,W2>=N+8*I2,V2=<M+10*I2,V2>=M+8*I2,U2=<L+10*I2,U2>=L+8*I2,T2=<K+10*I2,T2>=K+8*I2,S2=<J+10*I2,S2>=J+8*I2,R2=<I+10*I2,R2>=I+8*I2,Q2=<H+10*I2,Q2>=H+8*I2,P2=<G+10*I2,P2>=G+8*I2,O2=F+10*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=<N+10*I2,W2>=N+8*I2,V2=<M+10*I2,V2>=M+8*I2,U2=<L+10*I2,U2>=L+8*I2,T2=<K+10*I2,T2>=K+8*I2,S2=<J+10*I2,S2>=J+8*I2,R2=<I+10*I2,R2>=I+8*I2,Q2=<H+10*I2,Q2>=H+8*I2,P2=<G+10*I2,P2>=G+8*I2,O2=F+10*I2,N2=E+12*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([6])).
transition(p(pc(v_5),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_5),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=<N+10*I2,W2>=N+8*I2,V2=<M+10*I2,V2>=M+8*I2,U2=<L+10*I2,U2>=L+8*I2,T2=<K+10*I2,T2>=K+8*I2,S2=<J+10*I2,S2>=J+8*I2,R2=<I+10*I2,R2>=I+8*I2,Q2=<H+10*I2,Q2>=H+8*I2,P2=<G+10*I2,P2>=G+8*I2,O2=<F+10*I2,O2>=F+8*I2,N2=E+10*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=<N+10*I2,W2>=N+8*I2,V2=<M+10*I2,V2>=M+8*I2,U2=<L+10*I2,U2>=L+8*I2,T2=<K+10*I2,T2>=K+8*I2,S2=<J+10*I2,S2>=J+8*I2,R2=<I+10*I2,R2>=I+8*I2,Q2=<H+10*I2,Q2>=H+8*I2,P2=<G+10*I2,P2>=G+8*I2,O2=<F+10*I2,O2>=F+8*I2,N2=E+10*I2,M2=D+12*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([5])).
transition(p(pc(v_4),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_4),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=<N+10*I2,W2>=N+8*I2,V2=<M+10*I2,V2>=M+8*I2,U2=<L+10*I2,U2>=L+8*I2,T2=<K+10*I2,T2>=K+8*I2,S2=<J+10*I2,S2>=J+8*I2,R2=<I+10*I2,R2>=I+8*I2,Q2=<H+10*I2,Q2>=H+8*I2,P2=<G+10*I2,P2>=G+8*I2,O2=<F+10*I2,O2>=F+8*I2,N2=<E+10*I2,N2>=E+8*I2,M2=D+10*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=<N+10*I2,W2>=N+8*I2,V2=<M+10*I2,V2>=M+8*I2,U2=<L+10*I2,U2>=L+8*I2,T2=<K+10*I2,T2>=K+8*I2,S2=<J+10*I2,S2>=J+8*I2,R2=<I+10*I2,R2>=I+8*I2,Q2=<H+10*I2,Q2>=H+8*I2,P2=<G+10*I2,P2>=G+8*I2,O2=<F+10*I2,O2>=F+8*I2,N2=<E+10*I2,N2>=E+8*I2,M2=D+10*I2,L2=C+12*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([4])).
transition(p(pc(v_3),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_3),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=<N+10*I2,W2>=N+8*I2,V2=<M+10*I2,V2>=M+8*I2,U2=<L+10*I2,U2>=L+8*I2,T2=<K+10*I2,T2>=K+8*I2,S2=<J+10*I2,S2>=J+8*I2,R2=<I+10*I2,R2>=I+8*I2,Q2=<H+10*I2,Q2>=H+8*I2,P2=<G+10*I2,P2>=G+8*I2,O2=<F+10*I2,O2>=F+8*I2,N2=<E+10*I2,N2>=E+8*I2,M2=<D+10*I2,M2>=D+8*I2,L2=C+10*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=<N+10*I2,W2>=N+8*I2,V2=<M+10*I2,V2>=M+8*I2,U2=<L+10*I2,U2>=L+8*I2,T2=<K+10*I2,T2>=K+8*I2,S2=<J+10*I2,S2>=J+8*I2,R2=<I+10*I2,R2>=I+8*I2,Q2=<H+10*I2,Q2>=H+8*I2,P2=<G+10*I2,P2>=G+8*I2,O2=<F+10*I2,O2>=F+8*I2,N2=<E+10*I2,N2>=E+8*I2,M2=<D+10*I2,M2>=D+8*I2,L2=C+10*I2,K2=B+12*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([3])).
transition(p(pc(v_2),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_2),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=<N+10*I2,W2>=N+8*I2,V2=<M+10*I2,V2>=M+8*I2,U2=<L+10*I2,U2>=L+8*I2,T2=<K+10*I2,T2>=K+8*I2,S2=<J+10*I2,S2>=J+8*I2,R2=<I+10*I2,R2>=I+8*I2,Q2=<H+10*I2,Q2>=H+8*I2,P2=<G+10*I2,P2>=G+8*I2,O2=<F+10*I2,O2>=F+8*I2,N2=<E+10*I2,N2>=E+8*I2,M2=<D+10*I2,M2>=D+8*I2,L2=<C+10*I2,L2>=C+8*I2,K2=B+10*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=<N+10*I2,W2>=N+8*I2,V2=<M+10*I2,V2>=M+8*I2,U2=<L+10*I2,U2>=L+8*I2,T2=<K+10*I2,T2>=K+8*I2,S2=<J+10*I2,S2>=J+8*I2,R2=<I+10*I2,R2>=I+8*I2,Q2=<H+10*I2,Q2>=H+8*I2,P2=<G+10*I2,P2>=G+8*I2,O2=<F+10*I2,O2>=F+8*I2,N2=<E+10*I2,N2>=E+8*I2,M2=<D+10*I2,M2>=D+8*I2,L2=<C+10*I2,L2>=C+8*I2,K2=B+10*I2,J2=A+12*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>0,G2-H2>0,O4-P4<10,F2-G2<10,O4-P4>0,F2-G2>0,N4-O4<10,E2-F2<10,N4-O4>0,E2-F2>0,M4-N4<10,D2-E2<10,M4-N4>0,D2-E2>0,L4-M4<10,C2-D2<10,L4-M4>0,C2-D2>0,K4-L4<10,B2-C2<10,K4-L4>0,B2-C2>0,J4-K4<10,A2-B2<10,J4-K4>0,A2-B2>0,I4-J4<10,Z1-A2<10,I4-J4>0,Z1-A2>0,H4-I4<10,Y1-Z1<10,H4-I4>0,Y1-Z1>0,G4-H4<10,X1-Y1<10,G4-H4>0,X1-Y1>0,F4-G4<10,W1-X1<10,F4-G4>0,W1-X1>0,E4-F4<10,V1-W1<10,E4-F4>0,V1-W1>0,D4-E4<10,U1-V1<10,D4-E4>0,U1-V1>0,C4-D4<10,T1-U1<10,C4-D4>0,T1-U1>0,B4-C4<10,S1-T1<10,B4-C4>0,S1-T1>0,A4-B4<10,R1-S1<10,A4-B4>0,R1-S1>0,Z3-A4<10,Q1-R1<10,Z3-A4>0,Q1-R1>0,Y3-Z3<10,P1-Q1<10,Y3-Z3>0,P1-Q1>0,X3-Y3<10,O1-P1<10,X3-Y3>0,O1-P1>0,W3-X3<10,N1-O1<10,W3-X3>0,N1-O1>0,V3-W3<10,M1-N1<10,V3-W3>0,M1-N1>0,U3-V3<10,L1-M1<10,U3-V3>0,L1-M1>0,T3-U3<10,K1-L1<10,T3-U3>0,K1-L1>0,S3-T3<10,J1-K1<10,S3-T3>0,J1-K1>0,R3-S3<10,I1-J1<10,R3-S3>0,I1-J1>0,Q3-R3<10,H1-I1<10,Q3-R3>0,H1-I1>0,P3-Q3<10,G1-H1<10,P3-Q3>0,G1-H1>0,O3-P3<10,F1-G1<10,O3-P3>0,F1-G1>0,N3-O3<10,E1-F1<10,N3-O3>0,E1-F1>0,M3-N3<10,D1-E1<10,M3-N3>0,D1-E1>0,L3-M3<10,C1-D1<10,L3-M3>0,C1-D1>0,K3-L3<10,B1-C1<10,K3-L3>0,B1-C1>0,J3-K3<10,A1-B1<10,J3-K3>0,A1-B1>0,I3-J3<10,Z-A1<10,I3-J3>0,Z-A1>0,H3-I3<10,Y-Z<10,H3-I3>0,Y-Z>0,G3-H3<10,X-Y<10,G3-H3>0,X-Y>0,F3-G3<10,W-X<10,F3-G3>0,W-X>0,E3-F3<10,V-W<10,E3-F3>0,V-W>0,D3-E3<10,U-V<10,D3-E3>0,U-V>0,C3-D3<10,T-U<10,C3-D3>0,T-U>0,B3-C3<10,S-T<10,B3-C3>0,S-T>0,A3-B3<10,R-S<10,A3-B3>0,R-S>0,Z2-A3<10,Q-R<10,Z2-A3>0,Q-R>0,Y2-Z2<10,P-Q<10,Y2-Z2>0,P-Q>0,X2-Y2<10,O-P<10,X2-Y2>0,O-P>0,W2-X2<10,N-O<10,W2-X2>0,N-O>0,V2-W2<10,M-N<10,V2-W2>0,M-N>0,U2-V2<10,L-M<10,U2-V2>0,L-M>0,T2-U2<10,K-L<10,T2-U2>0,K-L>0,S2-T2<10,J-K<10,S2-T2>0,J-K>0,R2-S2<10,I-J<10,R2-S2>0,I-J>0,Q2-R2<10,H-I<10,Q2-R2>0,H-I>0,P2-Q2<10,G-H<10,P2-Q2>0,G-H>0,O2-P2<10,F-G<10,O2-P2>0,F-G>0,N2-O2<10,E-F<10,N2-O2>0,E-F>0,M2-N2<10,D-E<10,M2-N2>0,D-E>0,L2-M2<10,C-D<10,L2-M2>0,C-D>0,K2-L2<10,B-C<10,K2-L2>0,B-C>0,J2-K2<10,A-B<10,J2-K2>0,A-B>0], tid([2])).
transition(p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), p(pc(v_1),data(J2,K2,L2,M2,N2,O2,P2,Q2,R2,S2,T2,U2,V2,W2,X2,Y2,Z2,A3,B3,C3,D3,E3,F3,G3,H3,I3,J3,K3,L3,M3,N3,O3,P3,Q3,R3,S3,T3,U3,V3,W3,X3,Y3,Z3,A4,B4,C4,D4,E4,F4,G4,H4,I4,J4,K4,L4,M4,N4,O4,P4,Q4,R4)), {Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=<N+10*I2,W2>=N+8*I2,V2=<M+10*I2,V2>=M+8*I2,U2=<L+10*I2,U2>=L+8*I2,T2=<K+10*I2,T2>=K+8*I2,S2=<J+10*I2,S2>=J+8*I2,R2=<I+10*I2,R2>=I+8*I2,Q2=<H+10*I2,Q2>=H+8*I2,P2=<G+10*I2,P2>=G+8*I2,O2=<F+10*I2,O2>=F+8*I2,N2=<E+10*I2,N2>=E+8*I2,M2=<D+10*I2,M2>=D+8*I2,L2=<C+10*I2,L2>=C+8*I2,K2=<B+10*I2,K2>=B+8*I2,J2=<A+10*I2,J2>=A+8*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>2,G2-H2>2,O4-P4<10,F2-G2<10,O4-P4>2,F2-G2>2,N4-O4<10,E2-F2<10,N4-O4>2,E2-F2>2,M4-N4<10,D2-E2<10,M4-N4>2,D2-E2>2,L4-M4<10,C2-D2<10,L4-M4>2,C2-D2>2,K4-L4<10,B2-C2<10,K4-L4>2,B2-C2>2,J4-K4<10,A2-B2<10,J4-K4>2,A2-B2>2,I4-J4<10,Z1-A2<10,I4-J4>2,Z1-A2>2,H4-I4<10,Y1-Z1<10,H4-I4>2,Y1-Z1>2,G4-H4<10,X1-Y1<10,G4-H4>2,X1-Y1>2,F4-G4<10,W1-X1<10,F4-G4>2,W1-X1>2,E4-F4<10,V1-W1<10,E4-F4>2,V1-W1>2,D4-E4<10,U1-V1<10,D4-E4>2,U1-V1>2,C4-D4<10,T1-U1<10,C4-D4>2,T1-U1>2,B4-C4<10,S1-T1<10,B4-C4>2,S1-T1>2,A4-B4<10,R1-S1<10,A4-B4>2,R1-S1>2,Z3-A4<10,Q1-R1<10,Z3-A4>2,Q1-R1>2,Y3-Z3<10,P1-Q1<10,Y3-Z3>2,P1-Q1>2,X3-Y3<10,O1-P1<10,X3-Y3>2,O1-P1>2,W3-X3<10,N1-O1<10,W3-X3>2,N1-O1>2,V3-W3<10,M1-N1<10,V3-W3>2,M1-N1>2,U3-V3<10,L1-M1<10,U3-V3>2,L1-M1>2,T3-U3<10,K1-L1<10,T3-U3>2,K1-L1>2,S3-T3<10,J1-K1<10,S3-T3>2,J1-K1>2,R3-S3<10,I1-J1<10,R3-S3>2,I1-J1>2,Q3-R3<10,H1-I1<10,Q3-R3>2,H1-I1>2,P3-Q3<10,G1-H1<10,P3-Q3>2,G1-H1>2,O3-P3<10,F1-G1<10,O3-P3>2,F1-G1>2,N3-O3<10,E1-F1<10,N3-O3>2,E1-F1>2,M3-N3<10,D1-E1<10,M3-N3>2,D1-E1>2,L3-M3<10,C1-D1<10,L3-M3>2,C1-D1>2,K3-L3<10,B1-C1<10,K3-L3>2,B1-C1>2,J3-K3<10,A1-B1<10,J3-K3>2,A1-B1>2,I3-J3<10,Z-A1<10,I3-J3>2,Z-A1>2,H3-I3<10,Y-Z<10,H3-I3>2,Y-Z>2,G3-H3<10,X-Y<10,G3-H3>2,X-Y>2,F3-G3<10,W-X<10,F3-G3>2,W-X>2,E3-F3<10,V-W<10,E3-F3>2,V-W>2,D3-E3<10,U-V<10,D3-E3>2,U-V>2,C3-D3<10,T-U<10,C3-D3>2,T-U>2,B3-C3<10,S-T<10,B3-C3>2,S-T>2,A3-B3<10,R-S<10,A3-B3>2,R-S>2,Z2-A3<10,Q-R<10,Z2-A3>2,Q-R>2,Y2-Z2<10,P-Q<10,Y2-Z2>2,P-Q>2,X2-Y2<10,O-P<10,X2-Y2>2,O-P>2,W2-X2<10,N-O<10,W2-X2>2,N-O>2,V2-W2<10,M-N<10,V2-W2>2,M-N>2,U2-V2<10,L-M<10,U2-V2>2,L-M>2,T2-U2<10,K-L<10,T2-U2>2,K-L>2,S2-T2<10,J-K<10,S2-T2>2,J-K>2,R2-S2<10,I-J<10,R2-S2>2,I-J>2,Q2-R2<10,H-I<10,Q2-R2>2,H-I>2,P2-Q2<10,G-H<10,P2-Q2>2,G-H>2,O2-P2<10,F-G<10,O2-P2>2,F-G>2,N2-O2<10,E-F<10,N2-O2>2,E-F>2,M2-N2<10,D-E<10,M2-N2>2,D-E>2,L2-M2<10,C-D<10,L2-M2>2,C-D>2,K2-L2<10,B-C<10,K2-L2>2,B-C>2,J2-K2<10,A-B<10,J2-K2>2,A-B>2}, [], [Q4=<H2+10*I2,Q4>=H2+8*I2,P4=<G2+10*I2,P4>=G2+8*I2,O4=<F2+10*I2,O4>=F2+8*I2,N4=<E2+10*I2,N4>=E2+8*I2,M4=<D2+10*I2,M4>=D2+8*I2,L4=<C2+10*I2,L4>=C2+8*I2,K4=<B2+10*I2,K4>=B2+8*I2,J4=<A2+10*I2,J4>=A2+8*I2,I4=<Z1+10*I2,I4>=Z1+8*I2,H4=<Y1+10*I2,H4>=Y1+8*I2,G4=<X1+10*I2,G4>=X1+8*I2,F4=<W1+10*I2,F4>=W1+8*I2,E4=<V1+10*I2,E4>=V1+8*I2,D4=<U1+10*I2,D4>=U1+8*I2,C4=<T1+10*I2,C4>=T1+8*I2,B4=<S1+10*I2,B4>=S1+8*I2,A4=<R1+10*I2,A4>=R1+8*I2,Z3=<Q1+10*I2,Z3>=Q1+8*I2,Y3=<P1+10*I2,Y3>=P1+8*I2,X3=<O1+10*I2,X3>=O1+8*I2,W3=<N1+10*I2,W3>=N1+8*I2,V3=<M1+10*I2,V3>=M1+8*I2,U3=<L1+10*I2,U3>=L1+8*I2,T3=<K1+10*I2,T3>=K1+8*I2,S3=<J1+10*I2,S3>=J1+8*I2,R3=<I1+10*I2,R3>=I1+8*I2,Q3=<H1+10*I2,Q3>=H1+8*I2,P3=<G1+10*I2,P3>=G1+8*I2,O3=<F1+10*I2,O3>=F1+8*I2,N3=<E1+10*I2,N3>=E1+8*I2,M3=<D1+10*I2,M3>=D1+8*I2,L3=<C1+10*I2,L3>=C1+8*I2,K3=<B1+10*I2,K3>=B1+8*I2,J3=<A1+10*I2,J3>=A1+8*I2,I3=<Z+10*I2,I3>=Z+8*I2,H3=<Y+10*I2,H3>=Y+8*I2,G3=<X+10*I2,G3>=X+8*I2,F3=<W+10*I2,F3>=W+8*I2,E3=<V+10*I2,E3>=V+8*I2,D3=<U+10*I2,D3>=U+8*I2,C3=<T+10*I2,C3>=T+8*I2,B3=<S+10*I2,B3>=S+8*I2,A3=<R+10*I2,A3>=R+8*I2,Z2=<Q+10*I2,Z2>=Q+8*I2,Y2=<P+10*I2,Y2>=P+8*I2,X2=<O+10*I2,X2>=O+8*I2,W2=<N+10*I2,W2>=N+8*I2,V2=<M+10*I2,V2>=M+8*I2,U2=<L+10*I2,U2>=L+8*I2,T2=<K+10*I2,T2>=K+8*I2,S2=<J+10*I2,S2>=J+8*I2,R2=<I+10*I2,R2>=I+8*I2,Q2=<H+10*I2,Q2>=H+8*I2,P2=<G+10*I2,P2>=G+8*I2,O2=<F+10*I2,O2>=F+8*I2,N2=<E+10*I2,N2>=E+8*I2,M2=<D+10*I2,M2>=D+8*I2,L2=<C+10*I2,L2>=C+8*I2,K2=<B+10*I2,K2>=B+8*I2,J2=<A+10*I2,J2>=A+8*I2,R4>0,I2>0,P4-Q4<10,G2-H2<10,P4-Q4>2,G2-H2>2,O4-P4<10,F2-G2<10,O4-P4>2,F2-G2>2,N4-O4<10,E2-F2<10,N4-O4>2,E2-F2>2,M4-N4<10,D2-E2<10,M4-N4>2,D2-E2>2,L4-M4<10,C2-D2<10,L4-M4>2,C2-D2>2,K4-L4<10,B2-C2<10,K4-L4>2,B2-C2>2,J4-K4<10,A2-B2<10,J4-K4>2,A2-B2>2,I4-J4<10,Z1-A2<10,I4-J4>2,Z1-A2>2,H4-I4<10,Y1-Z1<10,H4-I4>2,Y1-Z1>2,G4-H4<10,X1-Y1<10,G4-H4>2,X1-Y1>2,F4-G4<10,W1-X1<10,F4-G4>2,W1-X1>2,E4-F4<10,V1-W1<10,E4-F4>2,V1-W1>2,D4-E4<10,U1-V1<10,D4-E4>2,U1-V1>2,C4-D4<10,T1-U1<10,C4-D4>2,T1-U1>2,B4-C4<10,S1-T1<10,B4-C4>2,S1-T1>2,A4-B4<10,R1-S1<10,A4-B4>2,R1-S1>2,Z3-A4<10,Q1-R1<10,Z3-A4>2,Q1-R1>2,Y3-Z3<10,P1-Q1<10,Y3-Z3>2,P1-Q1>2,X3-Y3<10,O1-P1<10,X3-Y3>2,O1-P1>2,W3-X3<10,N1-O1<10,W3-X3>2,N1-O1>2,V3-W3<10,M1-N1<10,V3-W3>2,M1-N1>2,U3-V3<10,L1-M1<10,U3-V3>2,L1-M1>2,T3-U3<10,K1-L1<10,T3-U3>2,K1-L1>2,S3-T3<10,J1-K1<10,S3-T3>2,J1-K1>2,R3-S3<10,I1-J1<10,R3-S3>2,I1-J1>2,Q3-R3<10,H1-I1<10,Q3-R3>2,H1-I1>2,P3-Q3<10,G1-H1<10,P3-Q3>2,G1-H1>2,O3-P3<10,F1-G1<10,O3-P3>2,F1-G1>2,N3-O3<10,E1-F1<10,N3-O3>2,E1-F1>2,M3-N3<10,D1-E1<10,M3-N3>2,D1-E1>2,L3-M3<10,C1-D1<10,L3-M3>2,C1-D1>2,K3-L3<10,B1-C1<10,K3-L3>2,B1-C1>2,J3-K3<10,A1-B1<10,J3-K3>2,A1-B1>2,I3-J3<10,Z-A1<10,I3-J3>2,Z-A1>2,H3-I3<10,Y-Z<10,H3-I3>2,Y-Z>2,G3-H3<10,X-Y<10,G3-H3>2,X-Y>2,F3-G3<10,W-X<10,F3-G3>2,W-X>2,E3-F3<10,V-W<10,E3-F3>2,V-W>2,D3-E3<10,U-V<10,D3-E3>2,U-V>2,C3-D3<10,T-U<10,C3-D3>2,T-U>2,B3-C3<10,S-T<10,B3-C3>2,S-T>2,A3-B3<10,R-S<10,A3-B3>2,R-S>2,Z2-A3<10,Q-R<10,Z2-A3>2,Q-R>2,Y2-Z2<10,P-Q<10,Y2-Z2>2,P-Q>2,X2-Y2<10,O-P<10,X2-Y2>2,O-P>2,W2-X2<10,N-O<10,W2-X2>2,N-O>2,V2-W2<10,M-N<10,V2-W2>2,M-N>2,U2-V2<10,L-M<10,U2-V2>2,L-M>2,T2-U2<10,K-L<10,T2-U2>2,K-L>2,S2-T2<10,J-K<10,S2-T2>2,J-K>2,R2-S2<10,I-J<10,R2-S2>2,I-J>2,Q2-R2<10,H-I<10,Q2-R2>2,H-I>2,P2-Q2<10,G-H<10,P2-Q2>2,G-H>2,O2-P2<10,F-G<10,O2-P2>2,F-G>2,N2-O2<10,E-F<10,N2-O2>2,E-F>2,M2-N2<10,D-E<10,M2-N2>2,D-E>2,L2-M2<10,C-D<10,L2-M2>2,C-D>2,K2-L2<10,B-C<10,K2-L2>2,B-C>2,J2-K2<10,A-B<10,J2-K2>2,A-B>2], tid([1])).
transition(p(pc(v_0),data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_)), p(pc(v_1),data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,I2)), {H2=25.0,G2=30.0,F2=35.0,E2=40.0,D2=45.0,C2=50.0,B2=55.0,A2=60.0,Z1=65.0,Y1=70.0,X1=75.0,W1=80.0,V1=85.0,U1=90.0,T1=95.0,S1=100.0,R1=105.0,Q1=110.0,P1=115.0,O1=120.0,N1=125.0,M1=130.0,L1=135.0,K1=140.0,J1=145.0,I1=150.0,H1=155.0,G1=160.0,F1=165.0,E1=170.0,D1=175.0,C1=180.0,B1=185.0,A1=190.0,Z=195.0,Y=200.0,X=205.0,W=210.0,V=215.0,U=220.0,T=225.0,S=230.0,R=235.0,Q=240.0,P=245.0,O=250.0,N=255.0,M=260.0,L=265.0,K=270.0,J=275.0,I=280.0,H=285.0,G=290.0,F=295.0,E=300.0,D=305.0,C=310.0,B=315.0,A=320.0,I2>0,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2}, [], [H2=25.0,G2=30.0,F2=35.0,E2=40.0,D2=45.0,C2=50.0,B2=55.0,A2=60.0,Z1=65.0,Y1=70.0,X1=75.0,W1=80.0,V1=85.0,U1=90.0,T1=95.0,S1=100.0,R1=105.0,Q1=110.0,P1=115.0,O1=120.0,N1=125.0,M1=130.0,L1=135.0,K1=140.0,J1=145.0,I1=150.0,H1=155.0,G1=160.0,F1=165.0,E1=170.0,D1=175.0,C1=180.0,B1=185.0,A1=190.0,Z=195.0,Y=200.0,X=205.0,W=210.0,V=215.0,U=220.0,T=225.0,S=230.0,R=235.0,Q=240.0,P=245.0,O=250.0,N=255.0,M=260.0,L=265.0,K=270.0,J=275.0,I=280.0,H=285.0,G=290.0,F=295.0,E=300.0,D=305.0,C=310.0,B=315.0,A=320.0,I2>0,G2-H2<10,G2-H2>2,F2-G2<10,F2-G2>2,E2-F2<10,E2-F2>2,D2-E2<10,D2-E2>2,C2-D2<10,C2-D2>2,B2-C2<10,B2-C2>2,A2-B2<10,A2-B2>2,Z1-A2<10,Z1-A2>2,Y1-Z1<10,Y1-Z1>2,X1-Y1<10,X1-Y1>2,W1-X1<10,W1-X1>2,V1-W1<10,V1-W1>2,U1-V1<10,U1-V1>2,T1-U1<10,T1-U1>2,S1-T1<10,S1-T1>2,R1-S1<10,R1-S1>2,Q1-R1<10,Q1-R1>2,P1-Q1<10,P1-Q1>2,O1-P1<10,O1-P1>2,N1-O1<10,N1-O1>2,M1-N1<10,M1-N1>2,L1-M1<10,L1-M1>2,K1-L1<10,K1-L1>2,J1-K1<10,J1-K1>2,I1-J1<10,I1-J1>2,H1-I1<10,H1-I1>2,G1-H1<10,G1-H1>2,F1-G1<10,F1-G1>2,E1-F1<10,E1-F1>2,D1-E1<10,D1-E1>2,C1-D1<10,C1-D1>2,B1-C1<10,B1-C1>2,A1-B1<10,A1-B1>2,Z-A1<10,Z-A1>2,Y-Z<10,Y-Z>2,X-Y<10,X-Y>2,W-X<10,W-X>2,V-W<10,V-W>2,U-V<10,U-V>2,T-U<10,T-U>2,S-T<10,S-T>2,R-S<10,R-S>2,Q-R<10,Q-R>2,P-Q<10,P-Q>2,O-P<10,O-P>2,N-O<10,N-O>2,M-N<10,M-N>2,L-M<10,L-M>2,K-L<10,K-L>2,J-K<10,J-K>2,I-J<10,I-J>2,H-I<10,H-I>2,G-H<10,G-H>2,F-G<10,F-G>2,E-F<10,E-F>2,D-E<10,D-E>2,C-D<10,C-D>2,B-C<10,B-C>2,A-B<10,A-B>2], tid([62])).

tid([239]): pc(v_60) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_59-x_60<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_59-x_60<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([238]): pc(v_60) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_59-x_60>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_59-x_60>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([237]): pc(v_1) pc(v_60) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_59-x_60<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_59-x_60<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([236]): pc(v_59) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_58-x_59<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_58-x_59<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([235]): pc(v_59) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_58-x_59>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_58-x_59>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([234]): pc(v_1) pc(v_59) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_58-x_59<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_58-x_59<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([233]): pc(v_58) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_57-x_58<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_57-x_58<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([232]): pc(v_58) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_57-x_58>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_57-x_58>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([231]): pc(v_1) pc(v_58) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_57-x_58<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_57-x_58<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([230]): pc(v_57) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_56-x_57<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_56-x_57<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([229]): pc(v_57) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_56-x_57>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_56-x_57>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([228]): pc(v_1) pc(v_57) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_56-x_57<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_56-x_57<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([227]): pc(v_56) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_55-x_56<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_55-x_56<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([226]): pc(v_56) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_55-x_56>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_55-x_56>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([225]): pc(v_1) pc(v_56) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_55-x_56<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_55-x_56<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([224]): pc(v_55) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_54-x_55<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_54-x_55<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([223]): pc(v_55) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_54-x_55>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_54-x_55>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([222]): pc(v_1) pc(v_55) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_54-x_55<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_54-x_55<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([221]): pc(v_54) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_53-x_54<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_53-x_54<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([220]): pc(v_54) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_53-x_54>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_53-x_54>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([219]): pc(v_1) pc(v_54) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_53-x_54<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_53-x_54<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([218]): pc(v_53) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_52-x_53<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_52-x_53<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([217]): pc(v_53) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_52-x_53>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_52-x_53>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([216]): pc(v_1) pc(v_53) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_52-x_53<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_52-x_53<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([215]): pc(v_52) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_51-x_52<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_51-x_52<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([214]): pc(v_52) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_51-x_52>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_51-x_52>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([213]): pc(v_1) pc(v_52) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_51-x_52<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_51-x_52<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([212]): pc(v_51) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_50-x_51<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_50-x_51<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([211]): pc(v_51) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_50-x_51>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_50-x_51>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([210]): pc(v_1) pc(v_51) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_50-x_51<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_50-x_51<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([209]): pc(v_50) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_49-x_50<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_49-x_50<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([208]): pc(v_50) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_49-x_50>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_49-x_50>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([207]): pc(v_1) pc(v_50) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_49-x_50<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_49-x_50<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([206]): pc(v_49) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_48-x_49<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_48-x_49<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([205]): pc(v_49) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_48-x_49>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_48-x_49>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([204]): pc(v_1) pc(v_49) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_48-x_49<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_48-x_49<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([203]): pc(v_48) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_47-x_48<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_47-x_48<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([202]): pc(v_48) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_47-x_48>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_47-x_48>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([201]): pc(v_1) pc(v_48) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_47-x_48<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_47-x_48<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([200]): pc(v_47) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_46-x_47<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_46-x_47<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([199]): pc(v_47) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_46-x_47>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_46-x_47>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([198]): pc(v_1) pc(v_47) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_46-x_47<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_46-x_47<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([197]): pc(v_46) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_45-x_46<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_45-x_46<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([196]): pc(v_46) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_45-x_46>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_45-x_46>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([195]): pc(v_1) pc(v_46) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_45-x_46<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_45-x_46<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([194]): pc(v_45) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_44-x_45<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_44-x_45<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([193]): pc(v_45) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_44-x_45>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_44-x_45>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([192]): pc(v_1) pc(v_45) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_44-x_45<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_44-x_45<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([191]): pc(v_44) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_43-x_44<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_43-x_44<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([190]): pc(v_44) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_43-x_44>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_43-x_44>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([189]): pc(v_1) pc(v_44) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_43-x_44<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_43-x_44<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([188]): pc(v_43) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_42-x_43<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_42-x_43<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([187]): pc(v_43) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_42-x_43>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_42-x_43>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([186]): pc(v_1) pc(v_43) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_42-x_43<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_42-x_43<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([185]): pc(v_42) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_41-x_42<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_41-x_42<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([184]): pc(v_42) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_41-x_42>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_41-x_42>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([183]): pc(v_1) pc(v_42) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_41-x_42<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_41-x_42<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([182]): pc(v_41) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_40-x_41<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_40-x_41<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([181]): pc(v_41) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_40-x_41>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_40-x_41>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([180]): pc(v_1) pc(v_41) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_40-x_41<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_40-x_41<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([179]): pc(v_40) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_39-x_40<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_39-x_40<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([178]): pc(v_40) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_39-x_40>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_39-x_40>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([177]): pc(v_1) pc(v_40) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_39-x_40<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_39-x_40<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([176]): pc(v_39) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_38-x_39<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_38-x_39<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([175]): pc(v_39) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_38-x_39>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_38-x_39>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([174]): pc(v_1) pc(v_39) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_38-x_39<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_38-x_39<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([173]): pc(v_38) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_37-x_38<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_37-x_38<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([172]): pc(v_38) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_37-x_38>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_37-x_38>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([171]): pc(v_1) pc(v_38) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_37-x_38<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_37-x_38<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([170]): pc(v_37) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_36-x_37<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_36-x_37<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([169]): pc(v_37) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_36-x_37>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_36-x_37>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([168]): pc(v_1) pc(v_37) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_36-x_37<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_36-x_37<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([167]): pc(v_36) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_35-x_36<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_35-x_36<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([166]): pc(v_36) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_35-x_36>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_35-x_36>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([165]): pc(v_1) pc(v_36) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_35-x_36<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_35-x_36<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([164]): pc(v_35) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_34-x_35<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_34-x_35<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([163]): pc(v_35) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_34-x_35>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_34-x_35>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([162]): pc(v_1) pc(v_35) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_34-x_35<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_34-x_35<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([161]): pc(v_34) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_33-x_34<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_33-x_34<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([160]): pc(v_34) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_33-x_34>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_33-x_34>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([159]): pc(v_1) pc(v_34) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_33-x_34<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_33-x_34<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([158]): pc(v_33) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_32-x_33<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_32-x_33<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([157]): pc(v_33) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_32-x_33>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_32-x_33>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([156]): pc(v_1) pc(v_33) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_32-x_33<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_32-x_33<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([155]): pc(v_32) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_31-x_32<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_31-x_32<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([154]): pc(v_32) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_31-x_32>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_31-x_32>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([153]): pc(v_1) pc(v_32) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_31-x_32<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_31-x_32<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([152]): pc(v_31) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_30-x_31<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_30-x_31<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([151]): pc(v_31) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_30-x_31>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_30-x_31>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([150]): pc(v_1) pc(v_31) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_30-x_31<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_30-x_31<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([149]): pc(v_30) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_29-x_30<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_29-x_30<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([148]): pc(v_30) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_29-x_30>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_29-x_30>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([147]): pc(v_1) pc(v_30) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_29-x_30<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_29-x_30<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([146]): pc(v_29) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_28-x_29<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_28-x_29<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([145]): pc(v_29) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_28-x_29>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_28-x_29>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([144]): pc(v_1) pc(v_29) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_28-x_29<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_28-x_29<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([143]): pc(v_28) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_27-x_28<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_27-x_28<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([142]): pc(v_28) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_27-x_28>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_27-x_28>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([141]): pc(v_1) pc(v_28) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_27-x_28<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_27-x_28<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([140]): pc(v_27) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_26-x_27<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_26-x_27<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([139]): pc(v_27) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_26-x_27>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_26-x_27>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([138]): pc(v_1) pc(v_27) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_26-x_27<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_26-x_27<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([137]): pc(v_26) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_25-x_26<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_25-x_26<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([136]): pc(v_26) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_25-x_26>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_25-x_26>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([135]): pc(v_1) pc(v_26) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_25-x_26<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_25-x_26<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([134]): pc(v_25) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_24-x_25<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_24-x_25<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([133]): pc(v_25) pc(v_1) [runlim] sample:		26.0 seconds, 56.8 MB
{x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_24-x_25>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_24-x_25>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([132]): pc(v_1) pc(v_25) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_24-x_25<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_24-x_25<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([131]): pc(v_24) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_23-x_24<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_23-x_24<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([130]): pc(v_24) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_23-x_24>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_23-x_24>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([129]): pc(v_1) pc(v_24) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_23-x_24<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_23-x_24<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([128]): pc(v_23) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_22-x_23<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_22-x_23<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([127]): pc(v_23) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_22-x_23>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_22-x_23>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([126]): pc(v_1) pc(v_23) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_22-x_23<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_22-x_23<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([125]): pc(v_22) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_21-x_22<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_21-x_22<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([124]): pc(v_22) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_21-x_22>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_21-x_22>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([123]): pc(v_1) pc(v_22) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_21-x_22<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_21-x_22<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([122]): pc(v_21) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_20-x_21<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_20-x_21<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([121]): pc(v_21) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_20-x_21>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_20-x_21>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([120]): pc(v_1) pc(v_21) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_20-x_21<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_20-x_21<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([119]): pc(v_20) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_19-x_20<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_19-x_20<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([118]): pc(v_20) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_19-x_20>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_19-x_20>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([117]): pc(v_1) pc(v_20) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_19-x_20<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_19-x_20<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([116]): pc(v_19) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_18-x_19<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_18-x_19<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([115]): pc(v_19) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_18-x_19>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_18-x_19>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([114]): pc(v_1) pc(v_19) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_18-x_19<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_18-x_19<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([113]): pc(v_18) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_17-x_18<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_17-x_18<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([112]): pc(v_18) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_17-x_18>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_17-x_18>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([111]): pc(v_1) pc(v_18) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_17-x_18<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_17-x_18<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([110]): pc(v_17) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_16-x_17<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_16-x_17<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([109]): pc(v_17) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_16-x_17>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_16-x_17>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([108]): pc(v_1) pc(v_17) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_16-x_17<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_16-x_17<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([107]): pc(v_16) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_15-x_16<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_15-x_16<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([106]): pc(v_16) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_15-x_16>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_15-x_16>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([105]): pc(v_1) pc(v_16) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_15-x_16<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_15-x_16<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([104]): pc(v_15) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_14-x_15<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_14-x_15<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([103]): pc(v_15) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_14-x_15>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_14-x_15>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([102]): pc(v_1) pc(v_15) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_14-x_15<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_14-x_15<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([101]): pc(v_14) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_13-x_14<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_13-x_14<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([100]): pc(v_14) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_13-x_14>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_13-x_14>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([99]): pc(v_1) pc(v_14) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_13-x_14<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_13-x_14<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([98]): pc(v_13) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_12-x_13<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_12-x_13<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([97]): pc(v_13) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_12-x_13>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_12-x_13>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([96]): pc(v_1) pc(v_13) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_12-x_13<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_12-x_13<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([95]): pc(v_12) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_11-x_12<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_11-x_12<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([94]): pc(v_12) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_11-x_12>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_11-x_12>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([93]): pc(v_1) pc(v_12) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_11-x_12<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_11-x_12<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([92]): pc(v_11) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_10-x_11<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_10-x_11<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([91]): pc(v_11) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_10-x_11>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_10-x_11>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([90]): pc(v_1) pc(v_11) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_10-x_11<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_10-x_11<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([89]): pc(v_10) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_9-x_10<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_9-x_10<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([88]): pc(v_10) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_9-x_10>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_9-x_10>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([87]): pc(v_1) pc(v_10) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_9-x_10<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_9-x_10<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([86]): pc(v_9) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_8-x_9<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_8-x_9<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([85]): pc(v_9) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_8-x_9>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_8-x_9>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([84]): pc(v_1) pc(v_9) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_8-x_9<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_8-x_9<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([83]): pc(v_8) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_7-x_8<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_7-x_8<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([82]): pc(v_8) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_7-x_8>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_7-x_8>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([81]): pc(v_1) pc(v_8) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_7-x_8<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_7-x_8<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([80]): pc(v_7) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_6-x_7<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_6-x_7<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([79]): pc(v_7) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_6-x_7>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_6-x_7>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([78]): pc(v_1) pc(v_7) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_6-x_7<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_6-x_7<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([77]): pc(v_6) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_5-x_6<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_5-x_6<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([76]): pc(v_6) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_5-x_6>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_5-x_6>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([75]): pc(v_1) pc(v_6) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_5-x_6<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_5-x_6<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([74]): pc(v_5) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_4-x_5<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_4-x_5<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([73]): pc(v_5) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_4-x_5>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_4-x_5>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([72]): pc(v_1) pc(v_5) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_4-x_5<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_4-x_5<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([71]): pc(v_4) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_3-x_4<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_3-x_4<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([70]): pc(v_4) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_3-x_4>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_3-x_4>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([69]): pc(v_1) pc(v_4) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_3-x_4<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_3-x_4<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([68]): pc(v_3) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_2-x_3<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_2-x_3<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([67]): pc(v_3) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_2-x_3>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_2-x_3>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([66]): pc(v_1) pc(v_3) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_2-x_3<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_2-x_3<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([65]): pc(v_2) pc(v_61) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_1-x_2<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_1-x_2<1,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0]
tid([64]): pc(v_2) pc(v_1) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_1-x_2>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_1-x_2>5,x_59-x_60<10,x_59-x_60>0,x_58-x_59<10,x_58-x_59>0,x_57-x_58<10,x_57-x_58>0,x_56-x_57<10,x_56-x_57>0,x_55-x_56<10,x_55-x_56>0,x_54-x_55<10,x_54-x_55>0,x_53-x_54<10,x_53-x_54>0,x_52-x_53<10,x_52-x_53>0,x_51-x_52<10,x_51-x_52>0,x_50-x_51<10,x_50-x_51>0,x_49-x_50<10,x_49-x_50>0,x_48-x_49<10,x_48-x_49>0,x_47-x_48<10,x_47-x_48>0,x_46-x_47<10,x_46-x_47>0,x_45-x_46<10,x_45-x_46>0,x_44-x_45<10,x_44-x_45>0,x_43-x_44<10,x_43-x_44>0,x_42-x_43<10,x_42-x_43>0,x_41-x_42<10,x_41-x_42>0,x_40-x_41<10,x_40-x_41>0,x_39-x_40<10,x_39-x_40>0,x_38-x_39<10,x_38-x_39>0,x_37-x_38<10,x_37-x_38>0,x_36-x_37<10,x_36-x_37>0,x_35-x_36<10,x_35-x_36>0,x_34-x_35<10,x_34-x_35>0,x_33-x_34<10,x_33-x_34>0,x_32-x_33<10,x_32-x_33>0,x_31-x_32<10,x_31-x_32>0,x_30-x_31<10,x_30-x_31>0,x_29-x_30<10,x_29-x_30>0,x_28-x_29<10,x_28-x_29>0,x_27-x_28<10,x_27-x_28>0,x_26-x_27<10,x_26-x_27>0,x_25-x_26<10,x_25-x_26>0,x_24-x_25<10,x_24-x_25>0,x_23-x_24<10,x_23-x_24>0,x_22-x_23<10,x_22-x_23>0,x_21-x_22<10,x_21-x_22>0,x_20-x_21<10,x_20-x_21>0,x_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_3-x_4>0,x_2-x_3<10,x_2-x_3>0,x_1-x_2<10,x_1-x_2>0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]
tid([63]): pc(v_1) pc(v_2) {x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_1-x_2<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0}
[] [x_60'=x_60,x_59'=x_59,x_58'=x_58,x_57'=x_57,x_56'=x_56,x_55'=x_55,x_54'=x_54,x_53'=x_53,x_52'=x_52,x_51'=x_51,x_50'=x_50,x_49'=x_49,x_48'=x_48,x_47'=x_47,x_46'=x_46,x_45'=x_45,x_44'=x_44,x_43'=x_43,x_42'=x_42,x_41'=x_41,x_40'=x_40,x_39'=x_39,x_38'=x_38,x_37'=x_37,x_36'=x_36,x_35'=x_35,x_34'=x_34,x_33'=x_33,x_32'=x_32,x_31'=x_31,x_30'=x_30,x_29'=x_29,x_28'=x_28,x_27'=x_27,x_26'=x_26,x_25'=x_25,x_24'=x_24,x_23'=x_23,x_22'=x_22,x_21'=x_21,x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_6'=x_6,x_5'=x_5,x_4'=x_4,x_3'=x_3,x_2'=x_2,x_1'=x_1,x_1-x_2<4,x_59-x_60<10,x_59-x_60>2,x_58-x_59<10,x_58-x_59>2,x_57-x_58<10,x_57-x_58>2,x_56-x_57<10,x_56-x_57>2,x_55-x_56<10,x_55-x_56>2,x_54-x_55<10,x_54-x_55>2,x_53-x_54<10,x_53-x_54>2,x_52-x_53<10,x_52-x_53>2,x_51-x_52<10,x_51-x_52>2,x_50-x_51<10,x_50-x_51>2,x_49-x_50<10,x_49-x_50>2,x_48-x_49<10,x_48-x_49>2,x_47-x_48<10,x_47-x_48>2,x_46-x_47<10,x_46-x_47>2,x_45-x_46<10,x_45-x_46>2,x_44-x_45<10,x_44-x_45>2,x_43-x_44<10,x_43-x_44>2,x_42-x_43<10,x_42-x_43>2,x_41-x_42<10,x_41-x_42>2,x_40-x_41<10,x_40-x_41>2,x_39-x_40<10,x_39-x_40>2,x_38-x_39<10,x_38-x_39>2,x_37-x_38<10,x_37-x_38>2,x_36-x_37<10,x_36-x_37>2,x_35-x_36<10,x_35-x_36>2,x_34-x_35<10,x_34-x_35>2,x_33-x_34<10,x_33-x_34>2,x_32-x_33<10,x_32-x_33>2,x_31-x_32<10,x_31-x_32>2,x_30-x_31<10,x_30-x_31>2,x_29-x_30<10,x_29-x_30>2,x_28-x_29<10,x_28-x_29>2,x_27-x_28<10,x_27-x_28>2,x_26-x_27<10,x_26-x_27>2,x_25-x_26<10,x_25-x_26>2,x_24-x_25<10,x_24-x_25>2,x_23-x_24<10,x_23-x_24>2,x_22-x_23<10,x_22-x_23>2,x_21-x_22<10,x_21-x_22>2,x_20-x_21<10,x_20-x_21>2,x_19-x_20<10,x_19-x_20>2,x_18-x_19<10,x_18-x_19>2,x_17-x_18<10,x_17-x_18>2,x_16-x_17<10,x_16-x_17>2,x_15-x_16<10,x_15-x_16>2,x_14-x_15<10,x_14-x_15>2,x_13-x_14<10,x_13-x_14>2,x_12-x_13<10,x_12-x_13>2,x_11-x_12<10,x_11-x_12>2,x_10-x_11<10,x_10-x_11>2,x_9-x_10<10,x_9-x_10>2,x_8-x_9<10,x_8-x_9>2,x_7-x_8<10,x_7-x_8>2,x_6-x_7<10,x_6-x_7>2,x_5-x_6<10,x_5-x_6>2,x_4-x_5<10,x_4-x_5>2,x_3-x_4<10,x_3-x_4>2,x_2-x_3<10,x_2-x_3>2,x_1-x_2<10,x_1-x_2>2,t'>0,x_59'-x_60'<10,x_59'-x_60'>0,x_58'-x_59'<10,x_58'-x_59'>0,x_57'-x_58'<10,x_57'-x_58'>0,x_56'-x_57'<10,x_56'-x_57'>0,x_55'-x_56'<10,x_55'-x_56'>0,x_54'-x_55'<10,x_54'-x_55'>0,x_53'-x_54'<10,x_53'-x_54'>0,x_52'-x_53'<10,x_52'-x_53'>0,x_51'-x_52'<10,x_51'-x_52'>0,x_50'-x_51'<10,x_50'-x_51'>0,x_49'-x_50'<10,x_49'-x_50'>0,x_48'-x_49'<10,x_48'-x_49'>0,x_47'-x_48'<10,x_47'-x_48'>0,x_46'-x_47'<10,x_46'-x_47'>0,x_45'-x_46'<10,x_45'-x_46'>0,x_44'-x_45'<10,x_44'-x_45'>0,x_43'-x_44'<10,x_43'-x_44'>0,x_42'-x_43'<10,x_42'-x_43'>0,x_41'-x_42'<10,x_41'-x_42'>0,x_40'-x_41'<10,x_40'-x_41'>0,x_39'-x_40'<10,x_39'-x_40'>0,x_38'-x_39'<10,x_38'-x_39'>0,x_37'-x_38'<10,x_37'-x_38'>0,x_36'-x_37'<10,x_36'-x_37'>0,x_35'-x_36'<10,x_35'-x_36'>0,x_34'-x_35'<10,x_34'-x_35'>0,x_33'-x_34'<10,x_33'-x_34'>0,x_32'-x_33'<10,x_32'-x_33'>0,x_31'-x_32'<10,x_31'-x_32'>0,x_30'-x_31'<10,x_30'-x_31'>0,x_29'-x_30'<10,x_29'-x_30'>0,x_28'-x_29'<10,x_28'-x_29'>0,x_27'-x_28'<10,x_27'-x_28'>0,x_26'-x_27'<10,x_26'-x_27'>0,x_25'-x_26'<10,x_25'-x_26'>0,x_24'-x_25'<10,x_24'-x_25'>0,x_23'-x_24'<10,x_23'-x_24'>0,x_22'-x_23'<10,x_22'-x_23'>0,x_21'-x_22'<10,x_21'-x_22'>0,x_20'-x_21'<10,x_20'-x_21'>0,x_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_3'-x_4'>0,x_2'-x_3'<10,x_2'-x_3'>0,x_1'-x_2'<10,x_1'-x_2'>0]
tid([61]): pc(v_61) pc(v_61) {x_60'=x_60+12*t,x_59'=x_59+12*t,x_58'=x_58+12*t,x_57'=x_57+12*t,x_56'=x_56+12*t,x_55'=x_55+12*t,x_54'=x_54+12*t,x_53'=x_53+12*t,x_52'=x_52+12*t,x_51'=x_51+12*t,x_50'=x_50+12*t,x_49'=x_49+12*t,x_48'=x_48+12*t,x_47'=x_47+12*t,x_46'=x_46+12*t,x_45'=x_45+12*t,x_44'=x_44+12*t,x_43'=x_43+12*t,x_42'=x_42+12*t,x_41'=x_41+12*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0}
[] [x_60'=x_60+12*t,x_59'=x_59+12*t,x_58'=x_58+12*t,x_57'=x_57+12*t,x_56'=x_56+12*t,x_55'=x_55+12*t,x_54'=x_54+12*t,x_53'=x_53+12*t,x_52'=x_52+12*t,x_51'=x_51+12*t,x_50'=x_50+12*t,x_49'=x_49+12*t,x_48'=x_48+12*t,x_47'=x_47+12*t,x_46'=x_46+12*t,x_45'=x_45+12*t,x_44'=x_44+12*t,x_43'=x_43+12*t,x_42'=x_42+12*t,x_41'=x_41+12*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0]
tid([60]): pc(v_60) pc(v_60) {x_60'=x_60+10*t,x_59'=x_59+12*t,x_58'=x_58+12*t,x_57'=x_57+12*t,x_56'=x_56+12*t,x_55'=x_55+12*t,x_54'=x_54+12*t,x_53'=x_53+12*t,x_52'=x_52+12*t,x_51'=x_51+12*t,x_50'=x_50+12*t,x_49'=x_49+12*t,x_48'=x_48+12*t,x_47'=x_47+12*t,x_46'=x_46+12*t,x_45'=x_45+12*t,x_44'=x_44+12*t,x_43'=x_43+12*t,x_42'=x_42+12*t,x_41'=x_41+12*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=x_60+10*t,x_59'=x_59+12*t,x_58'=x_58+12*t,x_57'=x_57+12*t,x_56'=x_56+12*t,x_55'=x_55+12*t,x_54'=x_54+12*t,x_53'=x_53+12*t,x_52'=x_52+12*t,x_51'=x_51+12*t,x_50'=x_50+12*t,x_49'=x_49+12*t,x_48'=x_48+12*t,x_47'=x_47+12*t,x_46'=x_46+12*t,x_45'=x_45+12*t,x_44'=x_44+12*t,x_43'=x_43+12*t,x_42'=x_42+12*t,x_41'=x_41+12*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([59]): pc(v_59) pc(v_59) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=x_59+10*t,x_58'=x_58+12*t,x_57'=x_57+12*t,x_56'=x_56+12*t,x_55'=x_55+12*t,x_54'=x_54+12*t,x_53'=x_53+12*t,x_52'=x_52+12*t,x_51'=x_51+12*t,x_50'=x_50+12*t,x_49'=x_49+12*t,x_48'=x_48+12*t,x_47'=x_47+12*t,x_46'=x_46+12*t,x_45'=x_45+12*t,x_44'=x_44+12*t,x_43'=x_43+12*t,x_42'=x_42+12*t,x_41'=x_41+12*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=x_59+10*t,x_58'=x_58+12*t,x_57'=x_57+12*t,x_56'=x_56+12*t,x_55'=x_55+12*t,x_54'=x_54+12*t,x_53'=x_53+12*t,x_52'=x_52+12*t,x_51'=x_51+12*t,x_50'=x_50+12*t,x_49'=x_49+12*t,x_48'=x_48+12*t,x_47'=x_47+12*t,x_46'=x_46+12*t,x_45'=x_45+12*t,x_44'=x_44+12*t,x_43'=x_43+12*t,x_42'=x_42+12*t,x_41'=x_41+12*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([58]): pc(v_58) pc(v_58) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=x_58+10*t,x_57'=x_57+12*t,x_56'=x_56+12*t,x_55'=x_55+12*t,x_54'=x_54+12*t,x_53'=x_53+12*t,x_52'=x_52+12*t,x_51'=x_51+12*t,x_50'=x_50+12*t,x_49'=x_49+12*t,x_48'=x_48+12*t,x_47'=x_47+12*t,x_46'=x_46+12*t,x_45'=x_45+12*t,x_44'=x_44+12*t,x_43'=x_43+12*t,x_42'=x_42+12*t,x_41'=x_41+12*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=x_58+10*t,x_57'=x_57+12*t,x_56'=x_56+12*t,x_55'=x_55+12*t,x_54'=x_54+12*t,x_53'=x_53+12*t,x_52'=x_52+12*t,x_51'=x_51+12*t,x_50'=x_50+12*t,x_49'=x_49+12*t,x_48'=x_48+12*t,x_47'=x_47+12*t,x_46'=x_46+12*t,x_45'=x_45+12*t,x_44'=x_44+12*t,x_43'=x_43+12*t,x_42'=x_42+12*t,x_41'=x_41+12*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([57]): pc(v_57) pc(v_57) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=x_57+10*t,x_56'=x_56+12*t,x_55'=x_55+12*t,x_54'=x_54+12*t,x_53'=x_53+12*t,x_52'=x_52+12*t,x_51'=x_51+12*t,x_50'=x_50+12*t,x_49'=x_49+12*t,x_48'=x_48+12*t,x_47'=x_47+12*t,x_46'=x_46+12*t,x_45'=x_45+12*t,x_44'=x_44+12*t,x_43'=x_43+12*t,x_42'=x_42+12*t,x_41'=x_41+12*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=x_57+10*t,x_56'=x_56+12*t,x_55'=x_55+12*t,x_54'=x_54+12*t,x_53'=x_53+12*t,x_52'=x_52+12*t,x_51'=x_51+12*t,x_50'=x_50+12*t,x_49'=x_49+12*t,x_48'=x_48+12*t,x_47'=x_47+12*t,x_46'=x_46+12*t,x_45'=x_45+12*t,x_44'=x_44+12*t,x_43'=x_43+12*t,x_42'=x_42+12*t,x_41'=x_41+12*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([56]): pc(v_56) pc(v_56) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=x_56+10*t,x_55'=x_55+12*t,x_54'=x_54+12*t,x_53'=x_53+12*t,x_52'=x_52+12*t,x_51'=x_51+12*t,x_50'=x_50+12*t,x_49'=x_49+12*t,x_48'=x_48+12*t,x_47'=x_47+12*t,x_46'=x_46+12*t,x_45'=x_45+12*t,x_44'=x_44+12*t,x_43'=x_43+12*t,x_42'=x_42+12*t,x_41'=x_41+12*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=x_56+10*t,x_55'=x_55+12*t,x_54'=x_54+12*t,x_53'=x_53+12*t,x_52'=x_52+12*t,x_51'=x_51+12*t,x_50'=x_50+12*t,x_49'=x_49+12*t,x_48'=x_48+12*t,x_47'=x_47+12*t,x_46'=x_46+12*t,x_45'=x_45+12*t,x_44'=x_44+12*t,x_43'=x_43+12*t,x_42'=x_42+12*t,x_41'=x_41+12*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([55]): pc(v_55) pc(v_55) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=x_55+10*t,x_54'=x_54+12*t,x_53'=x_53+12*t,x_52'=x_52+12*t,x_51'=x_51+12*t,x_50'=x_50+12*t,x_49'=x_49+12*t,x_48'=x_48+12*t,x_47'=x_47+12*t,x_46'=x_46+12*t,x_45'=x_45+12*t,x_44'=x_44+12*t,x_43'=x_43+12*t,x_42'=x_42+12*t,x_41'=x_41+12*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=x_55+10*t,x_54'=x_54+12*t,x_53'=x_53+12*t,x_52'=x_52+12*t,x_51'=x_51+12*t,x_50'=x_50+12*t,x_49'=x_49+12*t,x_48'=x_48+12*t,x_47'=x_47+12*t,x_46'=x_46+12*t,x_45'=x_45+12*t,x_44'=x_44+12*t,x_43'=x_43+12*t,x_42'=x_42+12*t,x_41'=x_41+12*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([54]): pc(v_54) pc(v_54) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=x_54+10*t,x_53'=x_53+12*t,x_52'=x_52+12*t,x_51'=x_51+12*t,x_50'=x_50+12*t,x_49'=x_49+12*t,x_48'=x_48+12*t,x_47'=x_47+12*t,x_46'=x_46+12*t,x_45'=x_45+12*t,x_44'=x_44+12*t,x_43'=x_43+12*t,x_42'=x_42+12*t,x_41'=x_41+12*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=x_54+10*t,x_53'=x_53+12*t,x_52'=x_52+12*t,x_51'=x_51+12*t,x_50'=x_50+12*t,x_49'=x_49+12*t,x_48'=x_48+12*t,x_47'=x_47+12*t,x_46'=x_46+12*t,x_45'=x_45+12*t,x_44'=x_44+12*t,x_43'=x_43+12*t,x_42'=x_42+12*t,x_41'=x_41+12*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([53]): pc(v_53) pc(v_53) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=x_53+10*t,x_52'=x_52+12*t,x_51'=x_51+12*t,x_50'=x_50+12*t,x_49'=x_49+12*t,x_48'=x_48+12*t,x_47'=x_47+12*t,x_46'=x_46+12*t,x_45'=x_45+12*t,x_44'=x_44+12*t,x_43'=x_43+12*t,x_42'=x_42+12*t,x_41'=x_41+12*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=x_53+10*t,x_52'=x_52+12*t,x_51'=x_51+12*t,x_50'=x_50+12*t,x_49'=x_49+12*t,x_48'=x_48+12*t,x_47'=x_47+12*t,x_46'=x_46+12*t,x_45'=x_45+12*t,x_44'=x_44+12*t,x_43'=x_43+12*t,x_42'=x_42+12*t,x_41'=x_41+12*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([52]): pc(v_52) pc(v_52) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=x_52+10*t,x_51'=x_51+12*t,x_50'=x_50+12*t,x_49'=x_49+12*t,x_48'=x_48+12*t,x_47'=x_47+12*t,x_46'=x_46+12*t,x_45'=x_45+12*t,x_44'=x_44+12*t,x_43'=x_43+12*t,x_42'=x_42+12*t,x_41'=x_41+12*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=x_52+10*t,x_51'=x_51+12*t,x_50'=x_50+12*t,x_49'=x_49+12*t,x_48'=x_48+12*t,x_47'=x_47+12*t,x_46'=x_46+12*t,x_45'=x_45+12*t,x_44'=x_44+12*t,x_43'=x_43+12*t,x_42'=x_42+12*t,x_41'=x_41+12*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([51]): pc(v_51) pc(v_51) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=x_51+10*t,x_50'=x_50+12*t,x_49'=x_49+12*t,x_48'=x_48+12*t,x_47'=x_47+12*t,x_46'=x_46+12*t,x_45'=x_45+12*t,x_44'=x_44+12*t,x_43'=x_43+12*t,x_42'=x_42+12*t,x_41'=x_41+12*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=x_51+10*t,x_50'=x_50+12*t,x_49'=x_49+12*t,x_48'=x_48+12*t,x_47'=x_47+12*t,x_46'=x_46+12*t,x_45'=x_45+12*t,x_44'=x_44+12*t,x_43'=x_43+12*t,x_42'=x_42+12*t,x_41'=x_41+12*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([50]): pc(v_50) pc(v_50) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=x_50+10*t,x_49'=x_49+12*t,x_48'=x_48+12*t,x_47'=x_47+12*t,x_46'=x_46+12*t,x_45'=x_45+12*t,x_44'=x_44+12*t,x_43'=x_43+12*t,x_42'=x_42+12*t,x_41'=x_41+12*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=x_50+10*t,x_49'=x_49+12*t,x_48'=x_48+12*t,x_47'=x_47+12*t,x_46'=x_46+12*t,x_45'=x_45+12*t,x_44'=x_44+12*t,x_43'=x_43+12*t,x_42'=x_42+12*t,x_41'=x_41+12*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([49]): pc(v_49) pc(v_49) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=x_49+10*t,x_48'=x_48+12*t,x_47'=x_47+12*t,x_46'=x_46+12*t,x_45'=x_45+12*t,x_44'=x_44+12*t,x_43'=x_43+12*t,x_42'=x_42+12*t,x_41'=x_41+12*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=x_49+10*t,x_48'=x_48+12*t,x_47'=x_47+12*t,x_46'=x_46+12*t,x_45'=x_45+12*t,x_44'=x_44+12*t,x_43'=x_43+12*t,x_42'=x_42+12*t,x_41'=x_41+12*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([48]): pc(v_48) pc(v_48) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=x_48+10*t,x_47'=x_47+12*t,x_46'=x_46+12*t,x_45'=x_45+12*t,x_44'=x_44+12*t,x_43'=x_43+12*t,x_42'=x_42+12*t,x_41'=x_41+12*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=x_48+10*t,x_47'=x_47+12*t,x_46'=x_46+12*t,x_45'=x_45+12*t,x_44'=x_44+12*t,x_43'=x_43+12*t,x_42'=x_42+12*t,x_41'=x_41+12*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([47]): pc(v_47) pc(v_47) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=x_47+10*t,x_46'=x_46+12*t,x_45'=x_45+12*t,x_44'=x_44+12*t,x_43'=x_43+12*t,x_42'=x_42+12*t,x_41'=x_41+12*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=x_47+10*t,x_46'=x_46+12*t,x_45'=x_45+12*t,x_44'=x_44+12*t,x_43'=x_43+12*t,x_42'=x_42+12*t,x_41'=x_41+12*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([46]): pc(v_46) pc(v_46) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=x_46+10*t,x_45'=x_45+12*t,x_44'=x_44+12*t,x_43'=x_43+12*t,x_42'=x_42+12*t,x_41'=x_41+12*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=x_46+10*t,x_45'=x_45+12*t,x_44'=x_44+12*t,x_43'=x_43+12*t,x_42'=x_42+12*t,x_41'=x_41+12*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([45]): pc(v_45) pc(v_45) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=x_45+10*t,x_44'=x_44+12*t,x_43'=x_43+12*t,x_42'=x_42+12*t,x_41'=x_41+12*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=x_45+10*t,x_44'=x_44+12*t,x_43'=x_43+12*t,x_42'=x_42+12*t,x_41'=x_41+12*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([44]): pc(v_44) pc(v_44) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=x_44+10*t,x_43'=x_43+12*t,x_42'=x_42+12*t,x_41'=x_41+12*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=x_44+10*t,x_43'=x_43+12*t,x_42'=x_42+12*t,x_41'=x_41+12*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([43]): pc(v_43) pc(v_43) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=x_43+10*t,x_42'=x_42+12*t,x_41'=x_41+12*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=x_43+10*t,x_42'=x_42+12*t,x_41'=x_41+12*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([42]): pc(v_42) pc(v_42) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=x_42+10*t,x_41'=x_41+12*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=x_42+10*t,x_41'=x_41+12*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([41]): pc(v_41) pc(v_41) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=x_41+10*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=x_41+10*t,x_40'=x_40+12*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([40]): pc(v_40) pc(v_40) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=x_40+10*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=x_40+10*t,x_39'=x_39+12*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([39]): pc(v_39) pc(v_39) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=x_39+10*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=x_39+10*t,x_38'=x_38+12*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([38]): pc(v_38) pc(v_38) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=x_38+10*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=x_38+10*t,x_37'=x_37+12*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([37]): pc(v_37) pc(v_37) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=x_37+10*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=x_37+10*t,x_36'=x_36+12*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([36]): pc(v_36) pc(v_36) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=x_36+10*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=x_36+10*t,x_35'=x_35+12*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([35]): pc(v_35) pc(v_35) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=x_35+10*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=x_35+10*t,x_34'=x_34+12*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([34]): pc(v_34) pc(v_34) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=x_34+10*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=x_34+10*t,x_33'=x_33+12*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([33]): pc(v_33) pc(v_33) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=x_33+10*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=x_33+10*t,x_32'=x_32+12*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([32]): pc(v_32) pc(v_32) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=x_32+10*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=x_32+10*t,x_31'=x_31+12*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([31]): pc(v_31) pc(v_31) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=x_31+10*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=x_31+10*t,x_30'=x_30+12*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([30]): pc(v_30) pc(v_30) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=x_30+10*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=x_30+10*t,x_29'=x_29+12*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([29]): pc(v_29) pc(v_29) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=x_29+10*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=x_29+10*t,x_28'=x_28+12*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([28]): pc(v_28) pc(v_28) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=x_28+10*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=x_28+10*t,x_27'=x_27+12*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([27]): pc(v_27) pc(v_27) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=x_27+10*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=x_27+10*t,x_26'=x_26+12*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([26]): pc(v_26) pc(v_26) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=x_26+10*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=x_26+10*t,x_25'=x_25+12*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([25]): pc(v_25) pc(v_25) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=x_25+10*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=x_25+10*t,x_24'=x_24+12*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([24]): pc(v_24) pc(v_24) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=x_24+10*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=x_24+10*t,x_23'=x_23+12*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([23]): pc(v_23) pc(v_23) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=x_23+10*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=x_23+10*t,x_22'=x_22+12*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([22]): pc(v_22) pc(v_22) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=x_22+10*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=x_22+10*t,x_21'=x_21+12*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([21]): pc(v_21) pc(v_21) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=x_21+10*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=x_21+10*t,x_20'=x_20+12*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([20]): pc(v_20) pc(v_20) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=<x_21+10*t,x_21'>=x_21+8*t,x_20'=x_20+10*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=<x_21+10*t,x_21'>=x_21+8*t,x_20'=x_20+10*t,x_19'=x_19+12*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([19]): pc(v_19) pc(v_19) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=<x_21+10*t,x_21'>=x_21+8*t,x_20'=<x_20+10*t,x_20'>=x_20+8*t,x_19'=x_19+10*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=<x_21+10*t,x_21'>=x_21+8*t,x_20'=<x_20+10*t,x_20'>=x_20+8*t,x_19'=x_19+10*t,x_18'=x_18+12*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([18]): pc(v_18) pc(v_18) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=<x_21+10*t,x_21'>=x_21+8*t,x_20'=<x_20+10*t,x_20'>=x_20+8*t,x_19'=<x_19+10*t,x_19'>=x_19+8*t,x_18'=x_18+10*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=<x_21+10*t,x_21'>=x_21+8*t,x_20'=<x_20+10*t,x_20'>=x_20+8*t,x_19'=<x_19+10*t,x_19'>=x_19+8*t,x_18'=x_18+10*t,x_17'=x_17+12*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([17]): pc(v_17) pc(v_17) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=<x_21+10*t,x_21'>=x_21+8*t,x_20'=<x_20+10*t,x_20'>=x_20+8*t,x_19'=<x_19+10*t,x_19'>=x_19+8*t,x_18'=<x_18+10*t,x_18'>=x_18+8*t,x_17'=x_17+10*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=<x_21+10*t,x_21'>=x_21+8*t,x_20'=<x_20+10*t,x_20'>=x_20+8*t,x_19'=<x_19+10*t,x_19'>=x_19+8*t,x_18'=<x_18+10*t,x_18'>=x_18+8*t,x_17'=x_17+10*t,x_16'=x_16+12*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([16]): pc(v_16) pc(v_16) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=<x_21+10*t,x_21'>=x_21+8*t,x_20'=<x_20+10*t,x_20'>=x_20+8*t,x_19'=<x_19+10*t,x_19'>=x_19+8*t,x_18'=<x_18+10*t,x_18'>=x_18+8*t,x_17'=<x_17+10*t,x_17'>=x_17+8*t,x_16'=x_16+10*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=<x_21+10*t,x_21'>=x_21+8*t,x_20'=<x_20+10*t,x_20'>=x_20+8*t,x_19'=<x_19+10*t,x_19'>=x_19+8*t,x_18'=<x_18+10*t,x_18'>=x_18+8*t,x_17'=<x_17+10*t,x_17'>=x_17+8*t,x_16'=x_16+10*t,x_15'=x_15+12*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([15]): pc(v_15) pc(v_15) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=<x_21+10*t,x_21'>=x_21+8*t,x_20'=<x_20+10*t,x_20'>=x_20+8*t,x_19'=<x_19+10*t,x_19'>=x_19+8*t,x_18'=<x_18+10*t,x_18'>=x_18+8*t,x_17'=<x_17+10*t,x_17'>=x_17+8*t,x_16'=<x_16+10*t,x_16'>=x_16+8*t,x_15'=x_15+10*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=<x_21+10*t,x_21'>=x_21+8*t,x_20'=<x_20+10*t,x_20'>=x_20+8*t,x_19'=<x_19+10*t,x_19'>=x_19+8*t,x_18'=<x_18+10*t,x_18'>=x_18+8*t,x_17'=<x_17+10*t,x_17'>=x_17+8*t,x_16'=<x_16+10*t,x_16'>=x_16+8*t,x_15'=x_15+10*t,x_14'=x_14+12*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([14]): pc(v_14) pc(v_14) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=<x_21+10*t,x_21'>=x_21+8*t,x_20'=<x_20+10*t,x_20'>=x_20+8*t,x_19'=<x_19+10*t,x_19'>=x_19+8*t,x_18'=<x_18+10*t,x_18'>=x_18+8*t,x_17'=<x_17+10*t,x_17'>=x_17+8*t,x_16'=<x_16+10*t,x_16'>=x_16+8*t,x_15'=<x_15+10*t,x_15'>=x_15+8*t,x_14'=x_14+10*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=<x_21+10*t,x_21'>=x_21+8*t,x_20'=<x_20+10*t,x_20'>=x_20+8*t,x_19'=<x_19+10*t,x_19'>=x_19+8*t,x_18'=<x_18+10*t,x_18'>=x_18+8*t,x_17'=<x_17+10*t,x_17'>=x_17+8*t,x_16'=<x_16+10*t,x_16'>=x_16+8*t,x_15'=<x_15+10*t,x_15'>=x_15+8*t,x_14'=x_14+10*t,x_13'=x_13+12*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([13]): pc(v_13) pc(v_13) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=<x_21+10*t,x_21'>=x_21+8*t,x_20'=<x_20+10*t,x_20'>=x_20+8*t,x_19'=<x_19+10*t,x_19'>=x_19+8*t,x_18'=<x_18+10*t,x_18'>=x_18+8*t,x_17'=<x_17+10*t,x_17'>=x_17+8*t,x_16'=<x_16+10*t,x_16'>=x_16+8*t,x_15'=<x_15+10*t,x_15'>=x_15+8*t,x_14'=<x_14+10*t,x_14'>=x_14+8*t,x_13'=x_13+10*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=<x_21+10*t,x_21'>=x_21+8*t,x_20'=<x_20+10*t,x_20'>=x_20+8*t,x_19'=<x_19+10*t,x_19'>=x_19+8*t,x_18'=<x_18+10*t,x_18'>=x_18+8*t,x_17'=<x_17+10*t,x_17'>=x_17+8*t,x_16'=<x_16+10*t,x_16'>=x_16+8*t,x_15'=<x_15+10*t,x_15'>=x_15+8*t,x_14'=<x_14+10*t,x_14'>=x_14+8*t,x_13'=x_13+10*t,x_12'=x_12+12*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([12]): pc(v_12) pc(v_12) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=<x_21+10*t,x_21'>=x_21+8*t,x_20'=<x_20+10*t,x_20'>=x_20+8*t,x_19'=<x_19+10*t,x_19'>=x_19+8*t,x_18'=<x_18+10*t,x_18'>=x_18+8*t,x_17'=<x_17+10*t,x_17'>=x_17+8*t,x_16'=<x_16+10*t,x_16'>=x_16+8*t,x_15'=<x_15+10*t,x_15'>=x_15+8*t,x_14'=<x_14+10*t,x_14'>=x_14+8*t,x_13'=<x_13+10*t,x_13'>=x_13+8*t,x_12'=x_12+10*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=<x_21+10*t,x_21'>=x_21+8*t,x_20'=<x_20+10*t,x_20'>=x_20+8*t,x_19'=<x_19+10*t,x_19'>=x_19+8*t,x_18'=<x_18+10*t,x_18'>=x_18+8*t,x_17'=<x_17+10*t,x_17'>=x_17+8*t,x_16'=<x_16+10*t,x_16'>=x_16+8*t,x_15'=<x_15+10*t,x_15'>=x_15+8*t,x_14'=<x_14+10*t,x_14'>=x_14+8*t,x_13'=<x_13+10*t,x_13'>=x_13+8*t,x_12'=x_12+10*t,x_11'=x_11+12*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([11]): pc(v_11) pc(v_11) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=<x_21+10*t,x_21'>=x_21+8*t,x_20'=<x_20+10*t,x_20'>=x_20+8*t,x_19'=<x_19+10*t,x_19'>=x_19+8*t,x_18'=<x_18+10*t,x_18'>=x_18+8*t,x_17'=<x_17+10*t,x_17'>=x_17+8*t,x_16'=<x_16+10*t,x_16'>=x_16+8*t,x_15'=<x_15+10*t,x_15'>=x_15+8*t,x_14'=<x_14+10*t,x_14'>=x_14+8*t,x_13'=<x_13+10*t,x_13'>=x_13+8*t,x_12'=<x_12+10*t,x_12'>=x_12+8*t,x_11'=x_11+10*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=<x_21+10*t,x_21'>=x_21+8*t,x_20'=<x_20+10*t,x_20'>=x_20+8*t,x_19'=<x_19+10*t,x_19'>=x_19+8*t,x_18'=<x_18+10*t,x_18'>=x_18+8*t,x_17'=<x_17+10*t,x_17'>=x_17+8*t,x_16'=<x_16+10*t,x_16'>=x_16+8*t,x_15'=<x_15+10*t,x_15'>=x_15+8*t,x_14'=<x_14+10*t,x_14'>=x_14+8*t,x_13'=<x_13+10*t,x_13'>=x_13+8*t,x_12'=<x_12+10*t,x_12'>=x_12+8*t,x_11'=x_11+10*t,x_10'=x_10+12*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([10]): pc(v_10) pc(v_10) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=<x_21+10*t,x_21'>=x_21+8*t,x_20'=<x_20+10*t,x_20'>=x_20+8*t,x_19'=<x_19+10*t,x_19'>=x_19+8*t,x_18'=<x_18+10*t,x_18'>=x_18+8*t,x_17'=<x_17+10*t,x_17'>=x_17+8*t,x_16'=<x_16+10*t,x_16'>=x_16+8*t,x_15'=<x_15+10*t,x_15'>=x_15+8*t,x_14'=<x_14+10*t,x_14'>=x_14+8*t,x_13'=<x_13+10*t,x_13'>=x_13+8*t,x_12'=<x_12+10*t,x_12'>=x_12+8*t,x_11'=<x_11+10*t,x_11'>=x_11+8*t,x_10'=x_10+10*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=<x_21+10*t,x_21'>=x_21+8*t,x_20'=<x_20+10*t,x_20'>=x_20+8*t,x_19'=<x_19+10*t,x_19'>=x_19+8*t,x_18'=<x_18+10*t,x_18'>=x_18+8*t,x_17'=<x_17+10*t,x_17'>=x_17+8*t,x_16'=<x_16+10*t,x_16'>=x_16+8*t,x_15'=<x_15+10*t,x_15'>=x_15+8*t,x_14'=<x_14+10*t,x_14'>=x_14+8*t,x_13'=<x_13+10*t,x_13'>=x_13+8*t,x_12'=<x_12+10*t,x_12'>=x_12+8*t,x_11'=<x_11+10*t,x_11'>=x_11+8*t,x_10'=x_10+10*t,x_9'=x_9+12*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([9]): pc(v_9) pc(v_9) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=<x_21+10*t,x_21'>=x_21+8*t,x_20'=<x_20+10*t,x_20'>=x_20+8*t,x_19'=<x_19+10*t,x_19'>=x_19+8*t,x_18'=<x_18+10*t,x_18'>=x_18+8*t,x_17'=<x_17+10*t,x_17'>=x_17+8*t,x_16'=<x_16+10*t,x_16'>=x_16+8*t,x_15'=<x_15+10*t,x_15'>=x_15+8*t,x_14'=<x_14+10*t,x_14'>=x_14+8*t,x_13'=<x_13+10*t,x_13'>=x_13+8*t,x_12'=<x_12+10*t,x_12'>=x_12+8*t,x_11'=<x_11+10*t,x_11'>=x_11+8*t,x_10'=<x_10+10*t,x_10'>=x_10+8*t,x_9'=x_9+10*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=<x_21+10*t,x_21'>=x_21+8*t,x_20'=<x_20+10*t,x_20'>=x_20+8*t,x_19'=<x_19+10*t,x_19'>=x_19+8*t,x_18'=<x_18+10*t,x_18'>=x_18+8*t,x_17'=<x_17+10*t,x_17'>=x_17+8*t,x_16'=<x_16+10*t,x_16'>=x_16+8*t,x_15'=<x_15+10*t,x_15'>=x_15+8*t,x_14'=<x_14+10*t,x_14'>=x_14+8*t,x_13'=<x_13+10*t,x_13'>=x_13+8*t,x_12'=<x_12+10*t,x_12'>=x_12+8*t,x_11'=<x_11+10*t,x_11'>=x_11+8*t,x_10'=<x_10+10*t,x_10'>=x_10+8*t,x_9'=x_9+10*t,x_8'=x_8+12*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([8]): pc(v_8) pc(v_8) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=<x_21+10*t,x_21'>=x_21+8*t,x_20'=<x_20+10*t,x_20'>=x_20+8*t,x_19'=<x_19+10*t,x_19'>=x_19+8*t,x_18'=<x_18+10*t,x_18'>=x_18+8*t,x_17'=<x_17+10*t,x_17'>=x_17+8*t,x_16'=<x_16+10*t,x_16'>=x_16+8*t,x_15'=<x_15+10*t,x_15'>=x_15+8*t,x_14'=<x_14+10*t,x_14'>=x_14+8*t,x_13'=<x_13+10*t,x_13'>=x_13+8*t,x_12'=<x_12+10*t,x_12'>=x_12+8*t,x_11'=<x_11+10*t,x_11'>=x_11+8*t,x_10'=<x_10+10*t,x_10'>=x_10+8*t,x_9'=<x_9+10*t,x_9'>=x_9+8*t,x_8'=x_8+10*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=<x_21+10*t,x_21'>=x_21+8*t,x_20'=<x_20+10*t,x_20'>=x_20+8*t,x_19'=<x_19+10*t,x_19'>=x_19+8*t,x_18'=<x_18+10*t,x_18'>=x_18+8*t,x_17'=<x_17+10*t,x_17'>=x_17+8*t,x_16'=<x_16+10*t,x_16'>=x_16+8*t,x_15'=<x_15+10*t,x_15'>=x_15+8*t,x_14'=<x_14+10*t,x_14'>=x_14+8*t,x_13'=<x_13+10*t,x_13'>=x_13+8*t,x_12'=<x_12+10*t,x_12'>=x_12+8*t,x_11'=<x_11+10*t,x_11'>=x_11+8*t,x_10'=<x_10+10*t,x_10'>=x_10+8*t,x_9'=<x_9+10*t,x_9'>=x_9+8*t,x_8'=x_8+10*t,x_7'=x_7+12*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([7]): pc(v_7) pc(v_7) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=<x_21+10*t,x_21'>=x_21+8*t,x_20'=<x_20+10*t,x_20'>=x_20+8*t,x_19'=<x_19+10*t,x_19'>=x_19+8*t,x_18'=<x_18+10*t,x_18'>=x_18+8*t,x_17'=<x_17+10*t,x_17'>=x_17+8*t,x_16'=<x_16+10*t,x_16'>=x_16+8*t,x_15'=<x_15+10*t,x_15'>=x_15+8*t,x_14'=<x_14+10*t,x_14'>=x_14+8*t,x_13'=<x_13+10*t,x_13'>=x_13+8*t,x_12'=<x_12+10*t,x_12'>=x_12+8*t,x_11'=<x_11+10*t,x_11'>=x_11+8*t,x_10'=<x_10+10*t,x_10'>=x_10+8*t,x_9'=<x_9+10*t,x_9'>=x_9+8*t,x_8'=<x_8+10*t,x_8'>=x_8+8*t,x_7'=x_7+10*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=<x_21+10*t,x_21'>=x_21+8*t,x_20'=<x_20+10*t,x_20'>=x_20+8*t,x_19'=<x_19+10*t,x_19'>=x_19+8*t,x_18'=<x_18+10*t,x_18'>=x_18+8*t,x_17'=<x_17+10*t,x_17'>=x_17+8*t,x_16'=<x_16+10*t,x_16'>=x_16+8*t,x_15'=<x_15+10*t,x_15'>=x_15+8*t,x_14'=<x_14+10*t,x_14'>=x_14+8*t,x_13'=<x_13+10*t,x_13'>=x_13+8*t,x_12'=<x_12+10*t,x_12'>=x_12+8*t,x_11'=<x_11+10*t,x_11'>=x_11+8*t,x_10'=<x_10+10*t,x_10'>=x_10+8*t,x_9'=<x_9+10*t,x_9'>=x_9+8*t,x_8'=<x_8+10*t,x_8'>=x_8+8*t,x_7'=x_7+10*t,x_6'=x_6+12*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([6]): pc(v_6) pc(v_6) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=<x_21+10*t,x_21'>=x_21+8*t,x_20'=<x_20+10*t,x_20'>=x_20+8*t,x_19'=<x_19+10*t,x_19'>=x_19+8*t,x_18'=<x_18+10*t,x_18'>=x_18+8*t,x_17'=<x_17+10*t,x_17'>=x_17+8*t,x_16'=<x_16+10*t,x_16'>=x_16+8*t,x_15'=<x_15+10*t,x_15'>=x_15+8*t,x_14'=<x_14+10*t,x_14'>=x_14+8*t,x_13'=<x_13+10*t,x_13'>=x_13+8*t,x_12'=<x_12+10*t,x_12'>=x_12+8*t,x_11'=<x_11+10*t,x_11'>=x_11+8*t,x_10'=<x_10+10*t,x_10'>=x_10+8*t,x_9'=<x_9+10*t,x_9'>=x_9+8*t,x_8'=<x_8+10*t,x_8'>=x_8+8*t,x_7'=<x_7+10*t,x_7'>=x_7+8*t,x_6'=x_6+10*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=<x_21+10*t,x_21'>=x_21+8*t,x_20'=<x_20+10*t,x_20'>=x_20+8*t,x_19'=<x_19+10*t,x_19'>=x_19+8*t,x_18'=<x_18+10*t,x_18'>=x_18+8*t,x_17'=<x_17+10*t,x_17'>=x_17+8*t,x_16'=<x_16+10*t,x_16'>=x_16+8*t,x_15'=<x_15+10*t,x_15'>=x_15+8*t,x_14'=<x_14+10*t,x_14'>=x_14+8*t,x_13'=<x_13+10*t,x_13'>=x_13+8*t,x_12'=<x_12+10*t,x_12'>=x_12+8*t,x_11'=<x_11+10*t,x_11'>=x_11+8*t,x_10'=<x_10+10*t,x_10'>=x_10+8*t,x_9'=<x_9+10*t,x_9'>=x_9+8*t,x_8'=<x_8+10*t,x_8'>=x_8+8*t,x_7'=<x_7+10*t,x_7'>=x_7+8*t,x_6'=x_6+10*t,x_5'=x_5+12*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([5]): pc(v_5) pc(v_5) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=<x_21+10*t,x_21'>=x_21+8*t,x_20'=<x_20+10*t,x_20'>=x_20+8*t,x_19'=<x_19+10*t,x_19'>=x_19+8*t,x_18'=<x_18+10*t,x_18'>=x_18+8*t,x_17'=<x_17+10*t,x_17'>=x_17+8*t,x_16'=<x_16+10*t,x_16'>=x_16+8*t,x_15'=<x_15+10*t,x_15'>=x_15+8*t,x_14'=<x_14+10*t,x_14'>=x_14+8*t,x_13'=<x_13+10*t,x_13'>=x_13+8*t,x_12'=<x_12+10*t,x_12'>=x_12+8*t,x_11'=<x_11+10*t,x_11'>=x_11+8*t,x_10'=<x_10+10*t,x_10'>=x_10+8*t,x_9'=<x_9+10*t,x_9'>=x_9+8*t,x_8'=<x_8+10*t,x_8'>=x_8+8*t,x_7'=<x_7+10*t,x_7'>=x_7+8*t,x_6'=<x_6+10*t,x_6'>=x_6+8*t,x_5'=x_5+10*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=<x_21+10*t,x_21'>=x_21+8*t,x_20'=<x_20+10*t,x_20'>=x_20+8*t,x_19'=<x_19+10*t,x_19'>=x_19+8*t,x_18'=<x_18+10*t,x_18'>=x_18+8*t,x_17'=<x_17+10*t,x_17'>=x_17+8*t,x_16'=<x_16+10*t,x_16'>=x_16+8*t,x_15'=<x_15+10*t,x_15'>=x_15+8*t,x_14'=<x_14+10*t,x_14'>=x_14+8*t,x_13'=<x_13+10*t,x_13'>=x_13+8*t,x_12'=<x_12+10*t,x_12'>=x_12+8*t,x_11'=<x_11+10*t,x_11'>=x_11+8*t,x_10'=<x_10+10*t,x_10'>=x_10+8*t,x_9'=<x_9+10*t,x_9'>=x_9+8*t,x_8'=<x_8+10*t,x_8'>=x_8+8*t,x_7'=<x_7+10*t,x_7'>=x_7+8*t,x_6'=<x_6+10*t,x_6'>=x_6+8*t,x_5'=x_5+10*t,x_4'=x_4+12*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([4]): pc(v_4) pc(v_4) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=<x_21+10*t,x_21'>=x_21+8*t,x_20'=<x_20+10*t,x_20'>=x_20+8*t,x_19'=<x_19+10*t,x_19'>=x_19+8*t,x_18'=<x_18+10*t,x_18'>=x_18+8*t,x_17'=<x_17+10*t,x_17'>=x_17+8*t,x_16'=<x_16+10*t,x_16'>=x_16+8*t,x_15'=<x_15+10*t,x_15'>=x_15+8*t,x_14'=<x_14+10*t,x_14'>=x_14+8*t,x_13'=<x_13+10*t,x_13'>=x_13+8*t,x_12'=<x_12+10*t,x_12'>=x_12+8*t,x_11'=<x_11+10*t,x_11'>=x_11+8*t,x_10'=<x_10+10*t,x_10'>=x_10+8*t,x_9'=<x_9+10*t,x_9'>=x_9+8*t,x_8'=<x_8+10*t,x_8'>=x_8+8*t,x_7'=<x_7+10*t,x_7'>=x_7+8*t,x_6'=<x_6+10*t,x_6'>=x_6+8*t,x_5'=<x_5+10*t,x_5'>=x_5+8*t,x_4'=x_4+10*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=<x_21+10*t,x_21'>=x_21+8*t,x_20'=<x_20+10*t,x_20'>=x_20+8*t,x_19'=<x_19+10*t,x_19'>=x_19+8*t,x_18'=<x_18+10*t,x_18'>=x_18+8*t,x_17'=<x_17+10*t,x_17'>=x_17+8*t,x_16'=<x_16+10*t,x_16'>=x_16+8*t,x_15'=<x_15+10*t,x_15'>=x_15+8*t,x_14'=<x_14+10*t,x_14'>=x_14+8*t,x_13'=<x_13+10*t,x_13'>=x_13+8*t,x_12'=<x_12+10*t,x_12'>=x_12+8*t,x_11'=<x_11+10*t,x_11'>=x_11+8*t,x_10'=<x_10+10*t,x_10'>=x_10+8*t,x_9'=<x_9+10*t,x_9'>=x_9+8*t,x_8'=<x_8+10*t,x_8'>=x_8+8*t,x_7'=<x_7+10*t,x_7'>=x_7+8*t,x_6'=<x_6+10*t,x_6'>=x_6+8*t,x_5'=<x_5+10*t,x_5'>=x_5+8*t,x_4'=x_4+10*t,x_3'=x_3+12*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([3]): pc(v_3) pc(v_3) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=<x_21+10*t,x_21'>=x_21+8*t,x_20'=<x_20+10*t,x_20'>=x_20+8*t,x_19'=<x_19+10*t,x_19'>=x_19+8*t,x_18'=<x_18+10*t,x_18'>=x_18+8*t,x_17'=<x_17+10*t,x_17'>=x_17+8*t,x_16'=<x_16+10*t,x_16'>=x_16+8*t,x_15'=<x_15+10*t,x_15'>=x_15+8*t,x_14'=<x_14+10*t,x_14'>=x_14+8*t,x_13'=<x_13+10*t,x_13'>=x_13+8*t,x_12'=<x_12+10*t,x_12'>=x_12+8*t,x_11'=<x_11+10*t,x_11'>=x_11+8*t,x_10'=<x_10+10*t,x_10'>=x_10+8*t,x_9'=<x_9+10*t,x_9'>=x_9+8*t,x_8'=<x_8+10*t,x_8'>=x_8+8*t,x_7'=<x_7+10*t,x_7'>=x_7+8*t,x_6'=<x_6+10*t,x_6'>=x_6+8*t,x_5'=<x_5+10*t,x_5'>=x_5+8*t,x_4'=<x_4+10*t,x_4'>=x_4+8*t,x_3'=x_3+10*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=<x_21+10*t,x_21'>=x_21+8*t,x_20'=<x_20+10*t,x_20'>=x_20+8*t,x_19'=<x_19+10*t,x_19'>=x_19+8*t,x_18'=<x_18+10*t,x_18'>=x_18+8*t,x_17'=<x_17+10*t,x_17'>=x_17+8*t,x_16'=<x_16+10*t,x_16'>=x_16+8*t,x_15'=<x_15+10*t,x_15'>=x_15+8*t,x_14'=<x_14+10*t,x_14'>=x_14+8*t,x_13'=<x_13+10*t,x_13'>=x_13+8*t,x_12'=<x_12+10*t,x_12'>=x_12+8*t,x_11'=<x_11+10*t,x_11'>=x_11+8*t,x_10'=<x_10+10*t,x_10'>=x_10+8*t,x_9'=<x_9+10*t,x_9'>=x_9+8*t,x_8'=<x_8+10*t,x_8'>=x_8+8*t,x_7'=<x_7+10*t,x_7'>=x_7+8*t,x_6'=<x_6+10*t,x_6'>=x_6+8*t,x_5'=<x_5+10*t,x_5'>=x_5+8*t,x_4'=<x_4+10*t,x_4'>=x_4+8*t,x_3'=x_3+10*t,x_2'=x_2+12*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([2]): pc(v_2) pc(v_2) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=<x_21+10*t,x_21'>=x_21+8*t,x_20'=<x_20+10*t,x_20'>=x_20+8*t,x_19'=<x_19+10*t,x_19'>=x_19+8*t,x_18'=<x_18+10*t,x_18'>=x_18+8*t,x_17'=<x_17+10*t,x_17'>=x_17+8*t,x_16'=<x_16+10*t,x_16'>=x_16+8*t,x_15'=<x_15+10*t,x_15'>=x_15+8*t,x_14'=<x_14+10*t,x_14'>=x_14+8*t,x_13'=<x_13+10*t,x_13'>=x_13+8*t,x_12'=<x_12+10*t,x_12'>=x_12+8*t,x_11'=<x_11+10*t,x_11'>=x_11+8*t,x_10'=<x_10+10*t,x_10'>=x_10+8*t,x_9'=<x_9+10*t,x_9'>=x_9+8*t,x_8'=<x_8+10*t,x_8'>=x_8+8*t,x_7'=<x_7+10*t,x_7'>=x_7+8*t,x_6'=<x_6+10*t,x_6'>=x_6+8*t,x_5'=<x_5+10*t,x_5'>=x_5+8*t,x_4'=<x_4+10*t,x_4'>=x_4+8*t,x_3'=<x_3+10*t,x_3'>=x_3+8*t,x_2'=x_2+10*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=<x_21+10*t,x_21'>=x_21+8*t,x_20'=<x_20+10*t,x_20'>=x_20+8*t,x_19'=<x_19+10*t,x_19'>=x_19+8*t,x_18'=<x_18+10*t,x_18'>=x_18+8*t,x_17'=<x_17+10*t,x_17'>=x_17+8*t,x_16'=<x_16+10*t,x_16'>=x_16+8*t,x_15'=<x_15+10*t,x_15'>=x_15+8*t,x_14'=<x_14+10*t,x_14'>=x_14+8*t,x_13'=<x_13+10*t,x_13'>=x_13+8*t,x_12'=<x_12+10*t,x_12'>=x_12+8*t,x_11'=<x_11+10*t,x_11'>=x_11+8*t,x_10'=<x_10+10*t,x_10'>=x_10+8*t,x_9'=<x_9+10*t,x_9'>=x_9+8*t,x_8'=<x_8+10*t,x_8'>=x_8+8*t,x_7'=<x_7+10*t,x_7'>=x_7+8*t,x_6'=<x_6+10*t,x_6'>=x_6+8*t,x_5'=<x_5+10*t,x_5'>=x_5+8*t,x_4'=<x_4+10*t,x_4'>=x_4+8*t,x_3'=<x_3+10*t,x_3'>=x_3+8*t,x_2'=x_2+10*t,x_1'=x_1+12*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>0,x_59-x_60>0,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>0,x_58-x_59>0,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>0,x_57-x_58>0,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>0,x_56-x_57>0,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>0,x_55-x_56>0,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>0,x_54-x_55>0,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>0,x_53-x_54>0,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>0,x_52-x_53>0,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>0,x_51-x_52>0,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>0,x_50-x_51>0,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>0,x_49-x_50>0,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>0,x_48-x_49>0,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>0,x_47-x_48>0,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>0,x_46-x_47>0,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>0,x_45-x_46>0,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>0,x_44-x_45>0,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>0,x_43-x_44>0,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>0,x_42-x_43>0,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>0,x_41-x_42>0,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>0,x_40-x_41>0,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>0,x_39-x_40>0,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>0,x_38-x_39>0,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>0,x_37-x_38>0,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>0,x_36-x_37>0,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>0,x_35-x_36>0,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>0,x_34-x_35>0,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>0,x_33-x_34>0,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>0,x_32-x_33>0,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>0,x_31-x_32>0,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>0,x_30-x_31>0,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>0,x_29-x_30>0,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>0,x_28-x_29>0,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>0,x_27-x_28>0,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>0,x_26-x_27>0,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>0,x_25-x_26>0,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>0,x_24-x_25>0,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>0,x_23-x_24>0,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>0,x_22-x_23>0,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>0,x_21-x_22>0,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>0,x_20-x_21>0,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>0,x_19-x_20>0,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>0,x_18-x_19>0,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>0,x_17-x_18>0,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>0,x_16-x_17>0,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>0,x_15-x_16>0,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>0,x_14-x_15>0,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>0,x_13-x_14>0,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>0,x_12-x_13>0,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>0,x_11-x_12>0,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>0,x_10-x_11>0,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>0,x_9-x_10>0,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>0,x_8-x_9>0,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>0,x_7-x_8>0,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>0,x_6-x_7>0,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>0,x_5-x_6>0,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>0,x_4-x_5>0,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>0,x_3-x_4>0,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>0,x_2-x_3>0,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>0,x_1-x_2>0]
tid([1]): pc(v_1) pc(v_1) {x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=<x_21+10*t,x_21'>=x_21+8*t,x_20'=<x_20+10*t,x_20'>=x_20+8*t,x_19'=<x_19+10*t,x_19'>=x_19+8*t,x_18'=<x_18+10*t,x_18'>=x_18+8*t,x_17'=<x_17+10*t,x_17'>=x_17+8*t,x_16'=<x_16+10*t,x_16'>=x_16+8*t,x_15'=<x_15+10*t,x_15'>=x_15+8*t,x_14'=<x_14+10*t,x_14'>=x_14+8*t,x_13'=<x_13+10*t,x_13'>=x_13+8*t,x_12'=<x_12+10*t,x_12'>=x_12+8*t,x_11'=<x_11+10*t,x_11'>=x_11+8*t,x_10'=<x_10+10*t,x_10'>=x_10+8*t,x_9'=<x_9+10*t,x_9'>=x_9+8*t,x_8'=<x_8+10*t,x_8'>=x_8+8*t,x_7'=<x_7+10*t,x_7'>=x_7+8*t,x_6'=<x_6+10*t,x_6'>=x_6+8*t,x_5'=<x_5+10*t,x_5'>=x_5+8*t,x_4'=<x_4+10*t,x_4'>=x_4+8*t,x_3'=<x_3+10*t,x_3'>=x_3+8*t,x_2'=<x_2+10*t,x_2'>=x_2+8*t,x_1'=<x_1+10*t,x_1'>=x_1+8*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>2,x_59-x_60>2,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>2,x_58-x_59>2,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>2,x_57-x_58>2,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>2,x_56-x_57>2,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>2,x_55-x_56>2,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>2,x_54-x_55>2,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>2,x_53-x_54>2,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>2,x_52-x_53>2,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>2,x_51-x_52>2,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>2,x_50-x_51>2,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>2,x_49-x_50>2,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>2,x_48-x_49>2,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>2,x_47-x_48>2,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>2,x_46-x_47>2,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>2,x_45-x_46>2,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>2,x_44-x_45>2,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>2,x_43-x_44>2,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>2,x_42-x_43>2,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>2,x_41-x_42>2,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>2,x_40-x_41>2,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>2,x_39-x_40>2,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>2,x_38-x_39>2,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>2,x_37-x_38>2,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>2,x_36-x_37>2,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>2,x_35-x_36>2,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>2,x_34-x_35>2,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>2,x_33-x_34>2,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>2,x_32-x_33>2,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>2,x_31-x_32>2,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>2,x_30-x_31>2,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>2,x_29-x_30>2,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>2,x_28-x_29>2,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>2,x_27-x_28>2,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>2,x_26-x_27>2,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>2,x_25-x_26>2,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>2,x_24-x_25>2,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>2,x_23-x_24>2,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>2,x_22-x_23>2,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>2,x_21-x_22>2,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>2,x_20-x_21>2,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>2,x_19-x_20>2,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>2,x_18-x_19>2,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>2,x_17-x_18>2,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>2,x_16-x_17>2,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>2,x_15-x_16>2,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>2,x_14-x_15>2,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>2,x_13-x_14>2,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>2,x_12-x_13>2,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>2,x_11-x_12>2,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>2,x_10-x_11>2,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>2,x_9-x_10>2,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>2,x_8-x_9>2,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>2,x_7-x_8>2,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>2,x_6-x_7>2,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>2,x_5-x_6>2,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>2,x_4-x_5>2,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>2,x_3-x_4>2,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>2,x_2-x_3>2,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>2,x_1-x_2>2}
[] [x_60'=<x_60+10*t,x_60'>=x_60+8*t,x_59'=<x_59+10*t,x_59'>=x_59+8*t,x_58'=<x_58+10*t,x_58'>=x_58+8*t,x_57'=<x_57+10*t,x_57'>=x_57+8*t,x_56'=<x_56+10*t,x_56'>=x_56+8*t,x_55'=<x_55+10*t,x_55'>=x_55+8*t,x_54'=<x_54+10*t,x_54'>=x_54+8*t,x_53'=<x_53+10*t,x_53'>=x_53+8*t,x_52'=<x_52+10*t,x_52'>=x_52+8*t,x_51'=<x_51+10*t,x_51'>=x_51+8*t,x_50'=<x_50+10*t,x_50'>=x_50+8*t,x_49'=<x_49+10*t,x_49'>=x_49+8*t,x_48'=<x_48+10*t,x_48'>=x_48+8*t,x_47'=<x_47+10*t,x_47'>=x_47+8*t,x_46'=<x_46+10*t,x_46'>=x_46+8*t,x_45'=<x_45+10*t,x_45'>=x_45+8*t,x_44'=<x_44+10*t,x_44'>=x_44+8*t,x_43'=<x_43+10*t,x_43'>=x_43+8*t,x_42'=<x_42+10*t,x_42'>=x_42+8*t,x_41'=<x_41+10*t,x_41'>=x_41+8*t,x_40'=<x_40+10*t,x_40'>=x_40+8*t,x_39'=<x_39+10*t,x_39'>=x_39+8*t,x_38'=<x_38+10*t,x_38'>=x_38+8*t,x_37'=<x_37+10*t,x_37'>=x_37+8*t,x_36'=<x_36+10*t,x_36'>=x_36+8*t,x_35'=<x_35+10*t,x_35'>=x_35+8*t,x_34'=<x_34+10*t,x_34'>=x_34+8*t,x_33'=<x_33+10*t,x_33'>=x_33+8*t,x_32'=<x_32+10*t,x_32'>=x_32+8*t,x_31'=<x_31+10*t,x_31'>=x_31+8*t,x_30'=<x_30+10*t,x_30'>=x_30+8*t,x_29'=<x_29+10*t,x_29'>=x_29+8*t,x_28'=<x_28+10*t,x_28'>=x_28+8*t,x_27'=<x_27+10*t,x_27'>=x_27+8*t,x_26'=<x_26+10*t,x_26'>=x_26+8*t,x_25'=<x_25+10*t,x_25'>=x_25+8*t,x_24'=<x_24+10*t,x_24'>=x_24+8*t,x_23'=<x_23+10*t,x_23'>=x_23+8*t,x_22'=<x_22+10*t,x_22'>=x_22+8*t,x_21'=<x_21+10*t,x_21'>=x_21+8*t,x_20'=<x_20+10*t,x_20'>=x_20+8*t,x_19'=<x_19+10*t,x_19'>=x_19+8*t,x_18'=<x_18+10*t,x_18'>=x_18+8*t,x_17'=<x_17+10*t,x_17'>=x_17+8*t,x_16'=<x_16+10*t,x_16'>=x_16+8*t,x_15'=<x_15+10*t,x_15'>=x_15+8*t,x_14'=<x_14+10*t,x_14'>=x_14+8*t,x_13'=<x_13+10*t,x_13'>=x_13+8*t,x_12'=<x_12+10*t,x_12'>=x_12+8*t,x_11'=<x_11+10*t,x_11'>=x_11+8*t,x_10'=<x_10+10*t,x_10'>=x_10+8*t,x_9'=<x_9+10*t,x_9'>=x_9+8*t,x_8'=<x_8+10*t,x_8'>=x_8+8*t,x_7'=<x_7+10*t,x_7'>=x_7+8*t,x_6'=<x_6+10*t,x_6'>=x_6+8*t,x_5'=<x_5+10*t,x_5'>=x_5+8*t,x_4'=<x_4+10*t,x_4'>=x_4+8*t,x_3'=<x_3+10*t,x_3'>=x_3+8*t,x_2'=<x_2+10*t,x_2'>=x_2+8*t,x_1'=<x_1+10*t,x_1'>=x_1+8*t,t'>0,t>0,x_59'-x_60'<10,x_59-x_60<10,x_59'-x_60'>2,x_59-x_60>2,x_58'-x_59'<10,x_58-x_59<10,x_58'-x_59'>2,x_58-x_59>2,x_57'-x_58'<10,x_57-x_58<10,x_57'-x_58'>2,x_57-x_58>2,x_56'-x_57'<10,x_56-x_57<10,x_56'-x_57'>2,x_56-x_57>2,x_55'-x_56'<10,x_55-x_56<10,x_55'-x_56'>2,x_55-x_56>2,x_54'-x_55'<10,x_54-x_55<10,x_54'-x_55'>2,x_54-x_55>2,x_53'-x_54'<10,x_53-x_54<10,x_53'-x_54'>2,x_53-x_54>2,x_52'-x_53'<10,x_52-x_53<10,x_52'-x_53'>2,x_52-x_53>2,x_51'-x_52'<10,x_51-x_52<10,x_51'-x_52'>2,x_51-x_52>2,x_50'-x_51'<10,x_50-x_51<10,x_50'-x_51'>2,x_50-x_51>2,x_49'-x_50'<10,x_49-x_50<10,x_49'-x_50'>2,x_49-x_50>2,x_48'-x_49'<10,x_48-x_49<10,x_48'-x_49'>2,x_48-x_49>2,x_47'-x_48'<10,x_47-x_48<10,x_47'-x_48'>2,x_47-x_48>2,x_46'-x_47'<10,x_46-x_47<10,x_46'-x_47'>2,x_46-x_47>2,x_45'-x_46'<10,x_45-x_46<10,x_45'-x_46'>2,x_45-x_46>2,x_44'-x_45'<10,x_44-x_45<10,x_44'-x_45'>2,x_44-x_45>2,x_43'-x_44'<10,x_43-x_44<10,x_43'-x_44'>2,x_43-x_44>2,x_42'-x_43'<10,x_42-x_43<10,x_42'-x_43'>2,x_42-x_43>2,x_41'-x_42'<10,x_41-x_42<10,x_41'-x_42'>2,x_41-x_42>2,x_40'-x_41'<10,x_40-x_41<10,x_40'-x_41'>2,x_40-x_41>2,x_39'-x_40'<10,x_39-x_40<10,x_39'-x_40'>2,x_39-x_40>2,x_38'-x_39'<10,x_38-x_39<10,x_38'-x_39'>2,x_38-x_39>2,x_37'-x_38'<10,x_37-x_38<10,x_37'-x_38'>2,x_37-x_38>2,x_36'-x_37'<10,x_36-x_37<10,x_36'-x_37'>2,x_36-x_37>2,x_35'-x_36'<10,x_35-x_36<10,x_35'-x_36'>2,x_35-x_36>2,x_34'-x_35'<10,x_34-x_35<10,x_34'-x_35'>2,x_34-x_35>2,x_33'-x_34'<10,x_33-x_34<10,x_33'-x_34'>2,x_33-x_34>2,x_32'-x_33'<10,x_32-x_33<10,x_32'-x_33'>2,x_32-x_33>2,x_31'-x_32'<10,x_31-x_32<10,x_31'-x_32'>2,x_31-x_32>2,x_30'-x_31'<10,x_30-x_31<10,x_30'-x_31'>2,x_30-x_31>2,x_29'-x_30'<10,x_29-x_30<10,x_29'-x_30'>2,x_29-x_30>2,x_28'-x_29'<10,x_28-x_29<10,x_28'-x_29'>2,x_28-x_29>2,x_27'-x_28'<10,x_27-x_28<10,x_27'-x_28'>2,x_27-x_28>2,x_26'-x_27'<10,x_26-x_27<10,x_26'-x_27'>2,x_26-x_27>2,x_25'-x_26'<10,x_25-x_26<10,x_25'-x_26'>2,x_25-x_26>2,x_24'-x_25'<10,x_24-x_25<10,x_24'-x_25'>2,x_24-x_25>2,x_23'-x_24'<10,x_23-x_24<10,x_23'-x_24'>2,x_23-x_24>2,x_22'-x_23'<10,x_22-x_23<10,x_22'-x_23'>2,x_22-x_23>2,x_21'-x_22'<10,x_21-x_22<10,x_21'-x_22'>2,x_21-x_22>2,x_20'-x_21'<10,x_20-x_21<10,x_20'-x_21'>2,x_20-x_21>2,x_19'-x_20'<10,x_19-x_20<10,x_19'-x_20'>2,x_19-x_20>2,x_18'-x_19'<10,x_18-x_19<10,x_18'-x_19'>2,x_18-x_19>2,x_17'-x_18'<10,x_17-x_18<10,x_17'-x_18'>2,x_17-x_18>2,x_16'-x_17'<10,x_16-x_17<10,x_16'-x_17'>2,x_16-x_17>2,x_15'-x_16'<10,x_15-x_16<10,x_15'-x_16'>2,x_15-x_16>2,x_14'-x_15'<10,x_14-x_15<10,x_14'-x_15'>2,x_14-x_15>2,x_13'-x_14'<10,x_13-x_14<10,x_13'-x_14'>2,x_13-x_14>2,x_12'-x_13'<10,x_12-x_13<10,x_12'-x_13'>2,x_12-x_13>2,x_11'-x_12'<10,x_11-x_12<10,x_11'-x_12'>2,x_11-x_12>2,x_10'-x_11'<10,x_10-x_11<10,x_10'-x_11'>2,x_10-x_11>2,x_9'-x_10'<10,x_9-x_10<10,x_9'-x_10'>2,x_9-x_10>2,x_8'-x_9'<10,x_8-x_9<10,x_8'-x_9'>2,x_8-x_9>2,x_7'-x_8'<10,x_7-x_8<10,x_7'-x_8'>2,x_7-x_8>2,x_6'-x_7'<10,x_6-x_7<10,x_6'-x_7'>2,x_6-x_7>2,x_5'-x_6'<10,x_5-x_6<10,x_5'-x_6'>2,x_5-x_6>2,x_4'-x_5'<10,x_4-x_5<10,x_4'-x_5'>2,x_4-x_5>2,x_3'-x_4'<10,x_3-x_4<10,x_3'-x_4'>2,x_3-x_4>2,x_2'-x_3'<10,x_2-x_3<10,x_2'-x_3'>2,x_2-x_3>2,x_1'-x_2'<10,x_1-x_2<10,x_1'-x_2'>2,x_1-x_2>2]
tid([62]): pc(v_0) pc(v_1) {x_60'=25.0,x_59'=30.0,x_58'=35.0,x_57'=40.0,x_56'=45.0,x_55'=50.0,x_54'=55.0,x_53'=60.0,x_52'=65.0,x_51'=70.0,x_50'=75.0,x_49'=80.0,x_48'=85.0,x_47'=90.0,x_46'=95.0,x_45'=100.0,x_44'=105.0,x_43'=110.0,x_42'=115.0,x_41'=120.0,x_40'=125.0,x_39'=130.0,x_38'=135.0,x_37'=140.0,x_36'=145.0,x_35'=150.0,x_34'=155.0,x_33'=160.0,x_32'=165.0,x_31'=170.0,x_30'=175.0,x_29'=180.0,x_28'=185.0,x_27'=190.0,x_26'=195.0,x_25'=200.0,x_24'=205.0,x_23'=210.0,x_22'=215.0,x_21'=220.0,x_20'=225.0,x_19'=230.0,x_18'=235.0,x_17'=240.0,x_16'=245.0,x_15'=250.0,x_14'=255.0,x_13'=260.0,x_12'=265.0,x_11'=270.0,x_10'=275.0,x_9'=280.0,x_8'=285.0,x_7'=290.0,x_6'=295.0,x_5'=300.0,x_4'=305.0,x_3'=310.0,x_2'=315.0,x_1'=320.0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2}
[] [x_60'=25.0,x_59'=30.0,x_58'=35.0,x_57'=40.0,x_56'=45.0,x_55'=50.0,x_54'=55.0,x_53'=60.0,x_52'=65.0,x_51'=70.0,x_50'=75.0,x_49'=80.0,x_48'=85.0,x_47'=90.0,x_46'=95.0,x_45'=100.0,x_44'=105.0,x_43'=110.0,x_42'=115.0,x_41'=120.0,x_40'=125.0,x_39'=130.0,x_38'=135.0,x_37'=140.0,x_36'=145.0,x_35'=150.0,x_34'=155.0,x_33'=160.0,x_32'=165.0,x_31'=170.0,x_30'=175.0,x_29'=180.0,x_28'=185.0,x_27'=190.0,x_26'=195.0,x_25'=200.0,x_24'=205.0,x_23'=210.0,x_22'=215.0,x_21'=220.0,x_20'=225.0,x_19'=230.0,x_18'=235.0,x_17'=240.0,x_16'=245.0,x_15'=250.0,x_14'=255.0,x_13'=260.0,x_12'=265.0,x_11'=270.0,x_10'=275.0,x_9'=280.0,x_8'=285.0,x_7'=290.0,x_6'=295.0,x_5'=300.0,x_4'=305.0,x_3'=310.0,x_2'=315.0,x_1'=320.0,t'>0,x_59'-x_60'<10,x_59'-x_60'>2,x_58'-x_59'<10,x_58'-x_59'>2,x_57'-x_58'<10,x_57'-x_58'>2,x_56'-x_57'<10,x_56'-x_57'>2,x_55'-x_56'<10,x_55'-x_56'>2,x_54'-x_55'<10,x_54'-x_55'>2,x_53'-x_54'<10,x_53'-x_54'>2,x_52'-x_53'<10,x_52'-x_53'>2,x_51'-x_52'<10,x_51'-x_52'>2,x_50'-x_51'<10,x_50'-x_51'>2,x_49'-x_50'<10,x_49'-x_50'>2,x_48'-x_49'<10,x_48'-x_49'>2,x_47'-x_48'<10,x_47'-x_48'>2,x_46'-x_47'<10,x_46'-x_47'>2,x_45'-x_46'<10,x_45'-x_46'>2,x_44'-x_45'<10,x_44'-x_45'>2,x_43'-x_44'<10,x_43'-x_44'>2,x_42'-x_43'<10,x_42'-x_43'>2,x_41'-x_42'<10,x_41'-x_42'>2,x_40'-x_41'<10,x_40'-x_41'>2,x_39'-x_40'<10,x_39'-x_40'>2,x_38'-x_39'<10,x_38'-x_39'>2,x_37'-x_38'<10,x_37'-x_38'>2,x_36'-x_37'<10,x_36'-x_37'>2,x_35'-x_36'<10,x_35'-x_36'>2,x_34'-x_35'<10,x_34'-x_35'>2,x_33'-x_34'<10,x_33'-x_34'>2,x_32'-x_33'<10,x_32'-x_33'>2,x_31'-x_32'<10,x_31'-x_32'>2,x_30'-x_31'<10,x_30'-x_31'>2,x_29'-x_30'<10,x_29'-x_30'>2,x_28'-x_29'<10,x_28'-x_29'>2,x_27'-x_28'<10,x_27'-x_28'>2,x_26'-x_27'<10,x_26'-x_27'>2,x_25'-x_26'<10,x_25'-x_26'>2,x_24'-x_25'<10,x_24'-x_25'>2,x_23'-x_24'<10,x_23'-x_24'>2,x_22'-x_23'<10,x_22'-x_23'>2,x_21'-x_22'<10,x_21'-x_22'>2,x_20'-x_21'<10,x_20'-x_21'>2,x_19'-x_20'<10,x_19'-x_20'>2,x_18'-x_19'<10,x_18'-x_19'>2,x_17'-x_18'<10,x_17'-x_18'>2,x_16'-x_17'<10,x_16'-x_17'>2,x_15'-x_16'<10,x_15'-x_16'>2,x_14'-x_15'<10,x_14'-x_15'>2,x_13'-x_14'<10,x_13'-x_14'>2,x_12'-x_13'<10,x_12'-x_13'>2,x_11'-x_12'<10,x_11'-x_12'>2,x_10'-x_11'<10,x_10'-x_11'>2,x_9'-x_10'<10,x_9'-x_10'>2,x_8'-x_9'<10,x_8'-x_9'>2,x_7'-x_8'<10,x_7'-x_8'>2,x_6'-x_7'<10,x_6'-x_7'>2,x_5'-x_6'<10,x_5'-x_6'>2,x_4'-x_5'<10,x_4'-x_5'>2,x_3'-x_4'<10,x_3'-x_4'>2,x_2'-x_3'<10,x_2'-x_3'>2,x_1'-x_2'<10,x_1'-x_2'>2]



--------------------------------------------------
abstraction refinement iteration 0:
predicates:
pc(_806906):	#0:	
lfp iteration 0 1 2 
abstract_check at refinement step 0 completed in 2410 msec

counterexample is spurious
refining abstraction...
cex: tid([239]) tid([237]) tid([62]) 0 
Refining 62
Pivot Node : 2
RevSuffix [2-tid([237])-3,1-tid([62])-2]
LI at pc(v_1):x_59-x_60>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,_)), [A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 1:
predicates:
_5107047:	#1:	x_59-x_60>=5
lfp iteration 0 1 [runlim] sample:		33.7 seconds, 78.7 MB
2 
abstract_check at refinement step 1 completed in 2310 msec

counterexample is spurious
refining abstraction...
cex: tid([236]) tid([234]) tid([62]) 0 
Refining 62
Pivot Node : 2
RevSuffix [2-tid([234])-3,1-tid([62])-2]
LI at pc(v_1):x_58-x_59>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,_)), [B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 2:
predicates:
_1164987:	#2:	x_59-x_60>=5, x_58-x_59>=5
lfp iteration 0 1 2 
abstract_check at refinement step 2 completed in 2340 msec

counterexample is spurious
refining abstraction...
cex: tid([233]) tid([231]) tid([62]) 0 
Refining 61
Pivot Node : 2
RevSuffix [2-tid([231])-3,1-tid([62])-2]
[runlim] sample:		43.4 seconds, 78.7 MB
LI at pc(v_1):x_57-x_58>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,_)), [C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 3:
predicates:
_1208178:	#3:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5
lfp iteration 0 1 2 
abstract_check at refinement step 3 completed in 2280 msec

counterexample is spurious
refining abstraction...
cex: tid([230]) tid([228]) tid([62]) 0 
Refining 60
Pivot Node : 2
RevSuffix [2-tid([228])-3,1-tid([62])-2]
LI at pc(v_1):x_56-x_57>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,_)), [D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 4:
predicates:
_1365604:	#4:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5
lfp iteration 0 1 [runlim] sample:		53.1 seconds, 78.7 MB
2 
abstract_check at refinement step 4 completed in 2220 msec

counterexample is spurious
refining abstraction...
cex: tid([227]) tid([225]) tid([62]) 0 
Refining 59
Pivot Node : 2
RevSuffix [2-tid([225])-3,1-tid([62])-2]
LI at pc(v_1):x_55-x_56>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,_)), [E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 5:
predicates:
_1515789:	#5:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5
lfp iteration 0 1 2 
abstract_check at refinement step 5 completed in 2160 msec

counterexample is spurious
refining abstraction...
cex: tid([224]) tid([222]) tid([62]) 0 
Refining 58
Pivot Node : 2
RevSuffix [2-tid([222])-3,1-tid([62])-2]
LI at pc(v_1):x_54-x_55>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,_)), [F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 6:
predicates:
_1590698:	#6:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5
lfp iteration 0 1 [runlim] sample:		62.6 seconds, 78.7 MB
2 
abstract_check at refinement step 6 completed in 2100 msec

counterexample is spurious
refining abstraction...
cex: tid([221]) tid([219]) tid([62]) 0 
Refining 57
Pivot Node : 2
RevSuffix [2-tid([219])-3,1-tid([62])-2]
LI at pc(v_1):x_53-x_54>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,_)), [G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 7:
predicates:
_1739808:	#7:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5
lfp iteration 0 1 2 
abstract_check at refinement step 7 completed in 1900 msec

counterexample is spurious
refining abstraction...
cex: tid([218]) tid([216]) tid([62]) 0 
Refining 56
Pivot Node : 2
RevSuffix [2-tid([216])-3,1-tid([62])-2]
LI at pc(v_1):x_52-x_53>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,_)), [H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 8:
predicates:
_1815567:	#8:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5
lfp iteration 0 1 [runlim] sample:		72.4 seconds, 78.7 MB
2 
abstract_check at refinement step 8 completed in 1850 msec

counterexample is spurious
refining abstraction...
cex: tid([215]) tid([213]) tid([62]) 0 
Refining 55
Pivot Node : 2
RevSuffix [2-tid([213])-3,1-tid([62])-2]
LI at pc(v_1):x_51-x_52>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,_)), [I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 9:
predicates:
_1968030:	#9:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5
lfp iteration 0 1 2 
abstract_check at refinement step 9 completed in 1810 msec

counterexample is spurious
refining abstraction...
cex: tid([212]) tid([210]) tid([62]) 0 
Refining 54
Pivot Node : 2
RevSuffix [2-tid([210])-3,1-tid([62])-2]
LI at pc(v_1):x_50-x_51>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,_)), [J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 10:
predicates:
_2124673:	#10:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5
lfp iteration 0 1 [runlim] sample:		82.2 seconds, 78.7 MB
2 
abstract_check at refinement step 10 completed in 1770 msec

counterexample is spurious
refining abstraction...
cex: tid([209]) tid([207]) tid([62]) 0 
Refining 53
Pivot Node : 2
RevSuffix [2-tid([207])-3,1-tid([62])-2]
LI at pc(v_1):x_49-x_50>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,_)), [K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 11:
predicates:
_2203812:	#11:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5
lfp iteration 0 1 2 
abstract_check at refinement step 11 completed in 1830 msec

counterexample is spurious
refining abstraction...
cex: tid([206]) tid([204]) tid([62]) 0 
Refining 52
Pivot Node : 2
RevSuffix [2-tid([204])-3,1-tid([62])-2]
LI at pc(v_1):x_48-x_49>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,_)), [L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 12:
predicates:
_2361350:	#12:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5
lfp iteration 0 1 2 
abstract_check at refinement step 12 completed in 1770 msec

counterexample is spurious
refining abstraction...
cex: tid([203]) tid([201]) tid([62]) 0 
Refining 51
Pivot Node : 2
RevSuffix [2-tid([201])-3,1-tid([62])-2]
[runlim] sample:		92.0 seconds, 78.7 MB
LI at pc(v_1):x_47-x_48>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,_)), [M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 13:
predicates:
_2442116:	#13:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5
lfp iteration 0 1 2 
abstract_check at refinement step 13 completed in 1750 msec

counterexample is spurious
refining abstraction...
cex: tid([200]) tid([198]) tid([62]) 0 
Refining 50
Pivot Node : 2
RevSuffix [2-tid([198])-3,1-tid([62])-2]
LI at pc(v_1):x_46-x_47>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,_)), [N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 14:
predicates:
_2603622:	#14:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5
lfp iteration 0 1 2 
abstract_check at refinement step 14 completed in 1720 msec

counterexample is spurious
refining abstraction...
cex: tid([197]) tid([195]) tid([62]) 0 
Refining 49
Pivot Node : 2
RevSuffix [2-tid([195])-3,1-tid([62])-2]
[runlim] sample:		102.0 seconds, 78.7 MB
LI at pc(v_1):x_45-x_46>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,_)), [O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 15:
predicates:
_2770708:	#15:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5
lfp iteration 0 1 2 
abstract_check at refinement step 15 completed in 1700 msec

counterexample is spurious
refining abstraction...
cex: tid([194]) tid([192]) tid([62]) 0 
Refining 48
Pivot Node : 2
RevSuffix [2-tid([192])-3,1-tid([62])-2]
LI at pc(v_1):x_44-x_45>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,_)), [P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 16:
predicates:
_2854594:	#16:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5
lfp iteration 0 1 2 
abstract_check at refinement step 16 completed in 1540 msec

counterexample is spurious
refining abstraction...
cex: tid([191]) tid([189]) tid([62]) 0 
Refining 47
Pivot Node : 2
RevSuffix [2-tid([189])-3,1-tid([62])-2]
LI at pc(v_1):x_43-x_44>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,_)), [Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 17:
predicates:
_3022192:	#17:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5
lfp iteration 0 1 [runlim] sample:		111.4 seconds, 78.7 MB
2 
abstract_check at refinement step 17 completed in 1520 msec

counterexample is spurious
refining abstraction...
cex: tid([188]) tid([186]) tid([62]) 0 
Refining 46
Pivot Node : 2
RevSuffix [2-tid([186])-3,1-tid([62])-2]
LI at pc(v_1):x_42-x_43>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,_)), [R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 18:
predicates:
_3065837:	#18:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5
lfp iteration 0 1 2 
abstract_check at refinement step 18 completed in 1560 msec

counterexample is spurious
refining abstraction...
cex: tid([185]) tid([183]) tid([62]) 0 
Refining 45
Pivot Node : 2
RevSuffix [2-tid([183])-3,1-tid([62])-2]
LI at pc(v_1):x_41-x_42>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,_)), [S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 19:
predicates:
_3150226:	#19:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5
lfp iteration 0 1 [runlim] sample:		120.6 seconds, 78.7 MB
2 
abstract_check at refinement step 19 completed in 1560 msec

counterexample is spurious
refining abstraction...
cex: tid([182]) tid([180]) tid([62]) 0 
Refining 44
Pivot Node : 2
RevSuffix [2-tid([180])-3,1-tid([62])-2]
LI at pc(v_1):x_40-x_41>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,_)), [T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 20:
predicates:
_3322355:	#20:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5
lfp iteration 0 1 2 
abstract_check at refinement step 20 completed in 1550 msec

counterexample is spurious
refining abstraction...
cex: tid([179]) tid([177]) tid([62]) 0 
Refining 43
Pivot Node : 2
RevSuffix [2-tid([177])-3,1-tid([62])-2]
LI at pc(v_1):x_39-x_40>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,_)), [U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 21:
predicates:
_3410156:	#21:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5
lfp iteration 0 1 2 
abstract_check at refinement step 21 completed in 1530 msec

counterexample is spurious
refining abstraction...
cex: tid([176]) tid([174]) tid([62]) 0 
Refining 42
Pivot Node : 2
RevSuffix [2-tid([174])-3,1-tid([62])-2]
[runlim] sample:		130.1 seconds, 78.7 MB
LI at pc(v_1):x_38-x_39>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,_)), [V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 22:
predicates:
_3586350:	#22:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5
lfp iteration 0 1 2 
abstract_check at refinement step 22 completed in 1440 msec

counterexample is spurious
refining abstraction...
cex: tid([173]) tid([171]) tid([62]) 0 
Refining 41
Pivot Node : 2
RevSuffix [2-tid([171])-3,1-tid([62])-2]
LI at pc(v_1):x_37-x_38>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,_)), [W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 23:
predicates:
_3677640:	#23:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5
lfp iteration 0 1 2 
abstract_check at refinement step 23 completed in 1470 msec

counterexample is spurious
refining abstraction...
cex: tid([170]) tid([168]) tid([62]) 0 
Refining 40
Pivot Node : 2
RevSuffix [2-tid([168])-3,1-tid([62])-2]
[runlim] sample:		139.9 seconds, 78.7 MB
LI at pc(v_1):x_36-x_37>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,_)), [X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 24:
predicates:
_3858764:	#24:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5
lfp iteration 0 1 2 
abstract_check at refinement step 24 completed in 1450 msec

counterexample is spurious
refining abstraction...
cex: tid([167]) tid([165]) tid([62]) 0 
Refining 39
Pivot Node : 2
RevSuffix [2-tid([165])-3,1-tid([62])-2]
LI at pc(v_1):x_35-x_36>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,_)), [Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 25:
predicates:
_3952890:	#25:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5
lfp iteration 0 1 2 
abstract_check at refinement step 25 completed in 1440 msec

counterexample is spurious
refining abstraction...
cex: tid([164]) tid([162]) tid([62]) 0 
Refining 38
Pivot Node : 2
RevSuffix [2-tid([162])-3,1-tid([62])-2]
LI at pc(v_1):x_34-x_35>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,_)), [Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 26:
predicates:
_4138904:	#26:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5
lfp iteration 0 1 [runlim] sample:		149.5 seconds, 78.7 MB
2 
abstract_check at refinement step 26 completed in 1310 msec

counterexample is spurious
refining abstraction...
cex: tid([161]) tid([159]) tid([62]) 0 
Refining 37
Pivot Node : 2
RevSuffix [2-tid([159])-3,1-tid([62])-2]
LI at pc(v_1):x_33-x_34>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,_)), [A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 27:
predicates:
_4237771:	#27:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5
lfp iteration 0 1 2 
abstract_check at refinement step 27 completed in 1390 msec

counterexample is spurious
refining abstraction...
cex: tid([158]) tid([156]) tid([62]) 0 
Refining 36
Pivot Node : 2
RevSuffix [2-tid([156])-3,1-tid([62])-2]
LI at pc(v_1):x_32-x_33>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,_)), [B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 28:
predicates:
_4428952:	#28:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5
lfp iteration 0 1 2 
abstract_check at refinement step 28 completed in 1330 msec

counterexample is spurious
refining abstraction...
cex: tid([155]) tid([153]) tid([62]) 0 
Refining 35
Pivot Node : 2
RevSuffix [2-tid([153])-3,1-tid([62])-2]
[runlim] sample:		158.8 seconds, 78.7 MB
LI at pc(v_1):x_31-x_32>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,_)), [C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 29:
predicates:
_4531795:	#29:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5
lfp iteration 0 1 2 
abstract_check at refinement step 29 completed in 1260 msec

counterexample is spurious
refining abstraction...
cex: tid([152]) tid([150]) tid([62]) 0 
Refining 34
Pivot Node : 2
RevSuffix [2-tid([150])-3,1-tid([62])-2]
LI at pc(v_1):x_30-x_31>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,_)), [D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 30:
predicates:
_4728891:	#30:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5
lfp iteration 0 1 2 
abstract_check at refinement step 30 completed in 1240 msec

counterexample is spurious
refining abstraction...
cex: tid([149]) tid([147]) tid([62]) 0 
Refining 33
Pivot Node : 2
RevSuffix [2-tid([147])-3,1-tid([62])-2]
LI at pc(v_1):x_29-x_30>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,_)), [E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 31:
predicates:
_4837252:	#31:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5
lfp iteration 0 1 [runlim] sample:		168.2 seconds, 78.7 MB
2 
abstract_check at refinement step 31 completed in 1330 msec

counterexample is spurious
refining abstraction...
cex: tid([146]) tid([144]) tid([62]) 0 
Refining 32
Pivot Node : 2
RevSuffix [2-tid([144])-3,1-tid([62])-2]
LI at pc(v_1):x_28-x_29>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,_)), [F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 32:
predicates:
_5039180:	#32:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5
lfp iteration 0 1 2 
abstract_check at refinement step 32 completed in 1330 msec

counterexample is spurious
refining abstraction...
cex: tid([143]) tid([141]) tid([62]) 0 
Refining 31
Pivot Node : 2
RevSuffix [2-tid([141])-3,1-tid([62])-2]
LI at pc(v_1):x_27-x_28>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,_)), [G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 33:
predicates:
_4407554:	#33:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5
lfp iteration 0 1 2 
abstract_check at refinement step 33 completed in 1200 msec

counterexample is spurious
refining abstraction...
cex: tid([140]) tid([138]) tid([62]) 0 
Refining 30
Pivot Node : 2
RevSuffix [2-tid([138])-3,1-tid([62])-2]
[runlim] sample:		177.3 seconds, 78.7 MB
LI at pc(v_1):x_26-x_27>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,_)), [H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 34:
predicates:
_4651263:	#34:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5
lfp iteration 0 1 2 
abstract_check at refinement step 34 completed in 1290 msec

counterexample is spurious
refining abstraction...
cex: tid([137]) tid([135]) tid([62]) 0 
Refining 29
Pivot Node : 2
RevSuffix [2-tid([135])-3,1-tid([62])-2]
LI at pc(v_1):x_25-x_26>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,_)), [I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 35:
predicates:
_4764352:	#35:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5
lfp iteration 0 1 2 
abstract_check at refinement step 35 completed in 1260 msec

counterexample is spurious
refining abstraction...
cex: tid([134]) tid([132]) tid([62]) 0 
Refining 28
Pivot Node : 2
RevSuffix [2-tid([132])-3,1-tid([62])-2]
[runlim] sample:		187.0 seconds, 78.7 MB
LI at pc(v_1):x_24-x_25>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,_)), [J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 36:
predicates:
_5011568:	#36:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5
lfp iteration 0 1 2 
abstract_check at refinement step 36 completed in 1250 msec

counterexample is spurious
refining abstraction...
cex: tid([131]) tid([129]) tid([62]) 0 
Refining 27
Pivot Node : 2
RevSuffix [2-tid([129])-3,1-tid([62])-2]
LI at pc(v_1):x_23-x_24>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,_)), [K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 37:
predicates:
_4786514:	#37:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5
lfp iteration 0 1 2 
abstract_check at refinement step 37 completed in 1140 msec

counterexample is spurious
refining abstraction...
cex: tid([128]) tid([126]) tid([62]) 0 
Refining 26
Pivot Node : 2
RevSuffix [2-tid([126])-3,1-tid([62])-2]
LI at pc(v_1):x_22-x_23>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,_)), [L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 38:
predicates:
_5037775:	#38:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5
lfp iteration 0 1 [runlim] sample:		196.4 seconds, 78.7 MB
2 
abstract_check at refinement step 38 completed in 1230 msec

counterexample is spurious
refining abstraction...
cex: tid([125]) tid([123]) tid([62]) 0 
Refining 25
Pivot Node : 2
RevSuffix [2-tid([123])-3,1-tid([62])-2]
LI at pc(v_1):x_21-x_22>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,_)), [M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 39:
predicates:
_2762802:	#39:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5
lfp iteration 0 1 2 
abstract_check at refinement step 39 completed in 1200 msec

counterexample is spurious
refining abstraction...
cex: tid([122]) tid([120]) tid([62]) 0 
Refining 24
Pivot Node : 2
RevSuffix [2-tid([120])-3,1-tid([62])-2]
LI at pc(v_1):x_20-x_21>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,_)), [N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 40:
predicates:
_2891124:	#40:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5
lfp iteration 0 1 2[runlim] sample:		206.1 seconds, 78.7 MB
 
abstract_check at refinement step 40 completed in 1080 msec

counterexample is spurious
refining abstraction...
cex: tid([119]) tid([117]) tid([62]) 0 
Refining 23
Pivot Node : 2
RevSuffix [2-tid([117])-3,1-tid([62])-2]
LI at pc(v_1):x_19-x_20>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,_)), [O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 41:
predicates:
_3073137:	#41:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5
lfp iteration 0 1 2 
abstract_check at refinement step 41 completed in 1060 msec

counterexample is spurious
refining abstraction...
cex: tid([116]) tid([114]) tid([62]) 0 
Refining 22
Pivot Node : 2
RevSuffix [2-tid([114])-3,1-tid([62])-2]
LI at pc(v_1):x_18-x_19>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,_)), [P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 42:
predicates:
_3349826:	#42:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5
lfp iteration 0 1 2 
abstract_check at refinement step 42 completed in 1070 msec

counterexample is spurious
refining abstraction...
cex: tid([113]) tid([111]) tid([62]) 0 
Refining 21
Pivot Node : 2
RevSuffix [2-tid([111])-3,1-tid([62])-2]
[runlim] sample:		216.0 seconds, 78.7 MB
LI at pc(v_1):x_17-x_18>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,_)), [Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 43:
predicates:
_3577171:	#43:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5
lfp iteration 0 1 2 
abstract_check at refinement step 43 completed in 1040 msec

counterexample is spurious
refining abstraction...
cex: tid([110]) tid([108]) tid([62]) 0 
Refining 20
Pivot Node : 2
RevSuffix [2-tid([108])-3,1-tid([62])-2]
LI at pc(v_1):x_16-x_17>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,_)), [R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 44:
predicates:
_3860413:	#44:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5
lfp iteration 0 1 2 
abstract_check at refinement step 44 completed in 1090 msec

counterexample is spurious
refining abstraction...
cex: tid([107]) tid([105]) tid([62]) 0 
Refining 19
Pivot Node : 2
RevSuffix [2-tid([105])-3,1-tid([62])-2]
LI at pc(v_1):x_15-x_16>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,_)), [S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 45:
predicates:
_4340758:	#45:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5
lfp iteration 0 1 [runlim] sample:		225.7 seconds, 78.7 MB
2 
abstract_check at refinement step 45 completed in 1000 msec

counterexample is spurious
refining abstraction...
cex: tid([104]) tid([102]) tid([62]) 0 
Refining 18
Pivot Node : 2
RevSuffix [2-tid([102])-3,1-tid([62])-2]
LI at pc(v_1):x_14-x_15>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,_)), [T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 46:
predicates:
_4582585:	#46:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5
lfp iteration 0 1 2 
abstract_check at refinement step 46 completed in 1000 msec

counterexample is spurious
refining abstraction...
cex: tid([101]) tid([99]) tid([62]) 0 
Refining 17
Pivot Node : 2
RevSuffix [2-tid([99])-3,1-tid([62])-2]
LI at pc(v_1):x_13-x_14>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,_)), [U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 47:
predicates:
_4883921:	#47:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5
lfp iteration 0 1 [runlim] sample:		235.0 seconds, 78.7 MB
2 
abstract_check at refinement step 47 completed in 1060 msec

counterexample is spurious
refining abstraction...
cex: tid([98]) tid([96]) tid([62]) 0 
Refining 16
Pivot Node : 2
RevSuffix [2-tid([96])-3,1-tid([62])-2]
LI at pc(v_1):x_12-x_13>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,_)), [V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 48:
predicates:
_4434821:	#48:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5
lfp iteration 0 1 2 
abstract_check at refinement step 48 completed in 960 msec

counterexample is spurious
refining abstraction...
cex: tid([95]) tid([93]) tid([62]) 0 
Refining 15
Pivot Node : 2
RevSuffix [2-tid([93])-3,1-tid([62])-2]
LI at pc(v_1):x_11-x_12>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,_)), [W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 49:
predicates:
_4743021:	#49:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5
lfp iteration 0 1 2 
abstract_check at refinement step 49 completed in 950 msec

counterexample is spurious
refining abstraction...
cex: tid([92]) tid([90]) tid([62]) 0 
Refining 14
Pivot Node : 2
RevSuffix [2-tid([90])-3,1-tid([62])-2]
[runlim] sample:		244.4 seconds, 78.7 MB
LI at pc(v_1):x_10-x_11>=5
preds(p(_,data(_,_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,_)), [X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 50:
predicates:
_5041408:	#50:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5
lfp iteration 0 1 2 
abstract_check at refinement step 50 completed in 1000 msec

counterexample is spurious
refining abstraction...
cex: tid([89]) tid([87]) tid([62]) 0 
Refining 13
Pivot Node : 2
RevSuffix [2-tid([87])-3,1-tid([62])-2]
LI at pc(v_1):x_9-x_10>=5
preds(p(_,data(_,_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,_)), [Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 51:
predicates:
_3408213:	#51:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5
lfp iteration 0 1 2 
abstract_check at refinement step 51 completed in 980 msec

counterexample is spurious
refining abstraction...
cex: tid([86]) tid([84]) tid([62]) 0 
Refining 12
Pivot Node : 2
RevSuffix [2-tid([84])-3,1-tid([62])-2]
[runlim] sample:		253.2 seconds, 78.7 MB
LI at pc(v_1):x_8-x_9>=5
preds(p(_,data(_,_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,_)), [Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 52:
predicates:
_3810778:	#52:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5
lfp iteration 0 1 2 
abstract_check at refinement step 52 completed in 960 msec

counterexample is spurious
refining abstraction...
cex: tid([83]) tid([81]) tid([62]) 0 
Refining 11
Pivot Node : 2
RevSuffix [2-tid([81])-3,1-tid([62])-2]
LI at pc(v_1):x_7-x_8>=5
preds(p(_,data(_,_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,_)), [A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 53:
predicates:
_4054067:	#53:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5
lfp iteration 0 1 2 
abstract_check at refinement step 53 completed in 930 msec

counterexample is spurious
refining abstraction...
cex: tid([80]) tid([78]) tid([62]) 0 
Refining 10
Pivot Node : 2
RevSuffix [2-tid([78])-3,1-tid([62])-2]
[runlim] sample:		263.1 seconds, 78.7 MB
LI at pc(v_1):x_6-x_7>=5
preds(p(_,data(_,_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,_)), [B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 54:
predicates:
_4850249:	#54:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5
lfp iteration 0 1 2 
abstract_check at refinement step 54 completed in 860 msec

counterexample is spurious
refining abstraction...
cex: tid([77]) tid([75]) tid([62]) 0 
Refining 9
Pivot Node : 2
RevSuffix [2-tid([75])-3,1-tid([62])-2]
LI at pc(v_1):x_5-x_6>=5
preds(p(_,data(_,_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,_)), [C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 55:
predicates:
_4718349:	#55:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5
lfp iteration 0 1 2 
abstract_check at refinement step 55 completed in 830 msec

counterexample is spurious
refining abstraction...
cex: tid([74]) tid([72]) tid([62]) 0 
Refining 8
Pivot Node : 2
RevSuffix [2-tid([72])-3,1-tid([62])-2]
[runlim] sample:		272.4 seconds, 78.7 MB
LI at pc(v_1):x_4-x_5>=5
preds(p(_,data(_,_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,_)), [D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 56:
predicates:
_4954284:	#56:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5
lfp iteration 0 1 2 
abstract_check at refinement step 56 completed in 870 msec

counterexample is spurious
refining abstraction...
cex: tid([71]) tid([69]) tid([62]) 0 
Refining 7
Pivot Node : 2
RevSuffix [2-tid([69])-3,1-tid([62])-2]
LI at pc(v_1):x_3-x_4>=5
preds(p(_,data(_,_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,_)), [E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 57:
predicates:
_3643214:	#57:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5
lfp iteration 0 1 2 
abstract_check at refinement step 57 completed in 810 msec

counterexample is spurious
refining abstraction...
cex: tid([68]) tid([66]) tid([62]) 0 
Refining 6
Pivot Node : 2
RevSuffix [2-tid([66])-3,1-tid([62])-2]
[runlim] sample:		281.6 seconds, 78.7 MB
LI at pc(v_1):x_2-x_3>=5
preds(p(_,data(_,A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,_)), [F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 58:
predicates:
_4326813:	#58:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5
lfp iteration 0 1 2 
abstract_check at refinement step 58 completed in 840 msec

counterexample is spurious
refining abstraction...
cex: tid([65]) tid([63]) tid([62]) 0 
Refining 5
Pivot Node : 2
RevSuffix [2-tid([63])-3,1-tid([62])-2]
LI at pc(v_1):x_1-x_2>=5
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1)]).




--------------------------------------------------
abstraction refinement iteration 59:
predicates:
_4683307:	#59:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5
lfp iteration 0 1 2 [runlim] sample:		291.0 seconds, 78.7 MB
3 
abstract_check at refinement step 59 completed in 5760 msec

counterexample is spurious
refining abstraction...
cex: tid([239]) tid([237]) tid([1]) tid([62]) 0 
Refining 63
Pivot Node : 4
RevSuffix [4-tid([239])-63,3-tid([237])-4]
[runlim] sample:		300.3 seconds, 114.0 MB
LI at pc(v_60):x_59-x_60>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 60:
predicates:
_4052210:	#60:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2
lfp iteration 0 1 2 [runlim] sample:		309.7 seconds, 114.0 MB
3 
abstract_check at refinement step 60 completed in 5750 msec

counterexample is spurious
refining abstraction...
cex: tid([236]) tid([234]) tid([1]) tid([62]) 0 
Refining 63
Pivot Node : 5
RevSuffix [5-tid([236])-63,3-tid([234])-5]
[runlim] sample:		319.1 seconds, 114.0 MB
LI at pc(v_59):x_58-x_59>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 61:
predicates:
_7555545:	#61:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2
lfp iteration 0 1 2 [runlim] sample:		328.0 seconds, 114.0 MB
3 
abstract_check at refinement step 61 completed in 5580 msec

counterexample is spurious
refining abstraction...
cex: tid([233]) tid([231]) tid([1]) tid([62]) 0 
Refining 63
Pivot Node : 6
RevSuffix [6-tid([233])-63,3-tid([231])-6]
[runlim] sample:		337.3 seconds, 114.0 MB
LI at pc(v_58):x_57-x_58>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 62:
predicates:
_8408353:	#62:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2
lfp iteration 0 1 2 3 
abstract_check at refinement step 62 completed in 5720 msec

counterexample is spurious
refining abstraction...
cex: tid([230]) tid([228]) tid([1]) tid([62]) 0 
Refining 64
Pivot Node : 7
RevSuffix [7-tid([230])-64,3-tid([228])-7]
[runlim] sample:		346.5 seconds, 114.0 MB
LI at pc(v_57):x_56-x_57>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 63:
predicates:
_8328930:	#63:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2
lfp iteration 0 1 2 [runlim] sample:		355.7 seconds, 114.0 MB
3 
abstract_check at refinement step 63 completed in 5210 msec

counterexample is spurious
refining abstraction...
cex: tid([227]) tid([225]) tid([1]) tid([62]) 0 
Refining 65
Pivot Node : 8
RevSuffix [8-tid([227])-65,3-tid([225])-8]
[runlim] sample:		365.4 seconds, 114.0 MB
LI at pc(v_56):x_55-x_56>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 64:
predicates:
_4103763:	#64:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2
lfp iteration 0 1 2 [runlim] sample:		374.7 seconds, 114.0 MB
3 
abstract_check at refinement step 64 completed in 5470 msec

counterexample is spurious
refining abstraction...
cex: tid([224]) tid([222]) tid([1]) tid([62]) 0 
Refining 66
Pivot Node : 9
RevSuffix [9-tid([224])-66,3-tid([222])-9]
[runlim] sample:		384.3 seconds, 114.0 MB
LI at pc(v_55):x_54-x_55>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 65:
predicates:
_4889559:	#65:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2
lfp iteration 0 1 2 3 
abstract_check at refinement step 65 completed in 5430 msec

counterexample is spurious
refining abstraction...
cex: tid([221]) tid([219]) tid([1]) tid([62]) 0 
Refining 67
Pivot Node : 10
RevSuffix [10-tid([221])-67,3-tid([219])-10]
[runlim] sample:		394.0 seconds, 114.0 MB
LI at pc(v_54):x_53-x_54>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 66:
predicates:
_5394842:	#66:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2
lfp iteration 0 1 2 [runlim] sample:		404.0 seconds, 114.0 MB
3 
abstract_check at refinement step 66 completed in 5360 msec

counterexample is spurious
refining abstraction...
cex: tid([218]) tid([216]) tid([1]) tid([62]) 0 
Refining 68
Pivot Node : 11
RevSuffix [11-tid([218])-68,3-tid([216])-11]
[runlim] sample:		413.5 seconds, 114.0 MB
LI at pc(v_53):x_52-x_53>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 67:
predicates:
_5944841:	#67:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2
lfp iteration 0 1 2 3 
abstract_check at refinement step 67 completed in 5240 msec

counterexample is spurious
refining abstraction...
cex: tid([215]) tid([213]) tid([1]) tid([62]) 0 
Refining 69
Pivot Node : 12
RevSuffix [12-tid([215])-69,3-tid([213])-12]
[runlim] sample:		423.1 seconds, 114.0 MB
LI at pc(v_52):x_51-x_52>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 68:
predicates:
_7098296:	#68:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2
lfp iteration 0 1 2 [runlim] sample:		432.5 seconds, 114.0 MB
3 
abstract_check at refinement step 68 completed in 4950 msec

counterexample is spurious
refining abstraction...
cex: tid([212]) tid([210]) tid([1]) tid([62]) 0 
Refining 70
Pivot Node : 13
RevSuffix [13-tid([212])-70,3-tid([210])-13]
[runlim] sample:		442.2 seconds, 114.0 MB
LI at pc(v_51):x_50-x_51>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 69:
predicates:
_7286256:	#69:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2
lfp iteration 0 1 2 3 
abstract_check at refinement step 69 completed in 4990 msec

counterexample is spurious
refining abstraction...
cex: tid([209]) tid([207]) tid([1]) tid([62]) 0 
Refining 71
Pivot Node : 14
RevSuffix [14-tid([209])-71,3-tid([207])-14]
[runlim] sample:		451.8 seconds, 114.0 MB
LI at pc(v_50):x_49-x_50>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 70:
predicates:
_7844235:	#70:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2
lfp iteration 0 1 2 [runlim] sample:		461.8 seconds, 114.0 MB
3 
abstract_check at refinement step 70 completed in 4780 msec

counterexample is spurious
refining abstraction...
cex: tid([206]) tid([204]) tid([1]) tid([62]) 0 
Refining 72
Pivot Node : 15
RevSuffix [15-tid([206])-72,3-tid([204])-15]
[runlim] sample:		471.7 seconds, 114.0 MB
LI at pc(v_49):x_48-x_49>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 71:
predicates:
_7235297:	#71:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2
lfp iteration 0 1 2 3 
abstract_check at refinement step 71 completed in 5080 msec

counterexample is spurious
refining abstraction...
cex: tid([203]) tid([201]) tid([1]) tid([62]) 0 
Refining 73
Pivot Node : 16
RevSuffix [16-tid([203])-73,3-tid([201])-16]
[runlim] sample:		481.3 seconds, 114.0 MB
LI at pc(v_48):x_47-x_48>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 72:
predicates:
_7799223:	#72:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2
lfp iteration 0 1 2 3 [runlim] sample:		491.0 seconds, 114.0 MB

abstract_check at refinement step 72 completed in 5090 msec

counterexample is spurious
refining abstraction...
cex: tid([200]) tid([198]) tid([1]) tid([62]) 0 
Refining 74
Pivot Node : 17
RevSuffix [17-tid([200])-74,3-tid([198])-17]
LI at pc(v_47):x_46-x_47>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 73:
predicates:
_8388155:	#73:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2
lfp iteration 0 1 [runlim] sample:		500.7 seconds, 114.0 MB
2 3 
abstract_check at refinement step 73 completed in 5060 msec

counterexample is spurious
refining abstraction...
cex: tid([197]) tid([195]) tid([1]) tid([62]) 0 
Refining 75
Pivot Node : 18
RevSuffix [18-tid([197])-75,3-tid([195])-18]
[runlim] sample:		510.6 seconds, 114.0 MB
LI at pc(v_46):x_45-x_46>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 74:
predicates:
_5472687:	#74:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2
lfp iteration 0 1 2 3 
abstract_check at refinement step 74 completed in 5050 msec

counterexample is spurious
refining abstraction...
cex: tid([194]) tid([192]) tid([1]) tid([62]) 0 
Refining 76
Pivot Node : 19
RevSuffix [19-tid([194])-76,3-tid([192])-19]
[runlim] sample:		520.5 seconds, 114.0 MB
LI at pc(v_45):x_44-x_45>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 75:
predicates:
_6286404:	#75:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2
lfp iteration 0 1 2 [runlim] sample:		530.4 seconds, 114.0 MB
3 
abstract_check at refinement step 75 completed in 4730 msec

counterexample is spurious
refining abstraction...
cex: tid([191]) tid([189]) tid([1]) tid([62]) 0 
Refining 77
Pivot Node : 20
RevSuffix [20-tid([191])-77,3-tid([189])-20]
[runlim] sample:		540.2 seconds, 114.0 MB
LI at pc(v_44):x_43-x_44>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 76:
predicates:
_7277500:	#76:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2
lfp iteration 0 1 2 3 
abstract_check at refinement step 76 completed in 5050 msec

counterexample is spurious
refining abstraction...
cex: tid([188]) tid([186]) tid([1]) tid([62]) 0 
Refining 78
Pivot Node : 21
RevSuffix [21-tid([188])-78,3-tid([186])-21]
[runlim] sample:		550.0 seconds, 114.0 MB
LI at pc(v_43):x_42-x_43>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 77:
predicates:
_7480866:	#77:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2
lfp iteration 0 1 2 [runlim] sample:		559.7 seconds, 114.0 MB
3 
abstract_check at refinement step 77 completed in 5040 msec

counterexample is spurious
refining abstraction...
cex: tid([185]) tid([183]) tid([1]) tid([62]) 0 
Refining 79
Pivot Node : 22
RevSuffix [22-tid([185])-79,3-tid([183])-22]
[runlim] sample:		569.4 seconds, 114.0 MB
LI at pc(v_42):x_41-x_42>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 78:
predicates:
_8344747:	#78:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2
lfp iteration 0 1 2 3 
abstract_check at refinement step 78 completed in 4760 msec

counterexample is spurious
refining abstraction...
cex: tid([182]) tid([180]) tid([1]) tid([62]) 0 
Refining 80
Pivot Node : 23
RevSuffix [23-tid([182])-80,3-tid([180])-23]
[runlim] sample:		579.4 seconds, 114.0 MB
LI at pc(v_41):x_40-x_41>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 79:
predicates:
_8285658:	#79:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2
lfp iteration 0 1 2 [runlim] sample:		589.3 seconds, 114.0 MB
3 
abstract_check at refinement step 79 completed in 5080 msec

counterexample is spurious
refining abstraction...
cex: tid([179]) tid([177]) tid([1]) tid([62]) 0 
Refining 81
Pivot Node : 24
RevSuffix [24-tid([179])-81,3-tid([177])-24]
[runlim] sample:		598.7 seconds, 114.0 MB
LI at pc(v_40):x_39-x_40>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1),M1-N1>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 80:
predicates:
_8251769:	#80:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2
lfp iteration 0 1 2 3 
abstract_check at refinement step 80 completed in 5130 msec

counterexample is spurious
refining abstraction...
cex: tid([176]) tid([174]) tid([1]) tid([62]) 0 
Refining 82
Pivot Node : 25
RevSuffix [25-tid([176])-82,3-tid([174])-25]
[runlim] sample:		608.1 seconds, 114.0 MB
LI at pc(v_39):x_38-x_39>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1),M1-N1>=rat(2,1),L1-M1>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 81:
predicates:
_6997213:	#81:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2
lfp iteration 0 1 2 [runlim] sample:		618.1 seconds, 114.0 MB
3 
abstract_check at refinement step 81 completed in 5130 msec

counterexample is spurious
refining abstraction...
cex: tid([173]) tid([171]) tid([1]) tid([62]) 0 
Refining 83
Pivot Node : 26
RevSuffix [26-tid([173])-83,3-tid([171])-26]
[runlim] sample:		627.6 seconds, 114.0 MB
LI at pc(v_38):x_37-x_38>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1),M1-N1>=rat(2,1),L1-M1>=rat(2,1),K1-L1>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 82:
predicates:
_8059345:	#82:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2
lfp iteration 0 1 2 3 
abstract_check at refinement step 82 completed in 5230 msec

counterexample is spurious
refining abstraction...
cex: tid([170]) tid([168]) tid([1]) tid([62]) 0 
Refining 84
Pivot Node : 27
RevSuffix [27-tid([170])-84,3-tid([168])-27]
[runlim] sample:		637.1 seconds, 114.0 MB
LI at pc(v_37):x_36-x_37>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1),M1-N1>=rat(2,1),L1-M1>=rat(2,1),K1-L1>=rat(2,1),J1-K1>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 83:
predicates:
_7578214:	#83:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2
lfp iteration 0 1 2 [runlim] sample:		647.0 seconds, 114.0 MB
3 
abstract_check at refinement step 83 completed in 4890 msec

counterexample is spurious
refining abstraction...
cex: tid([167]) tid([165]) tid([1]) tid([62]) 0 
Refining 85
Pivot Node : 28
RevSuffix [28-tid([167])-85,3-tid([165])-28]
[runlim] sample:		657.0 seconds, 114.0 MB
LI at pc(v_36):x_35-x_36>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1),M1-N1>=rat(2,1),L1-M1>=rat(2,1),K1-L1>=rat(2,1),J1-K1>=rat(2,1),I1-J1>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 84:
predicates:
_6539044:	#84:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2
lfp iteration 0 1 2 3 
abstract_check at refinement step 84 completed in 4940 msec

counterexample is spurious
refining abstraction...
cex: tid([164]) tid([162]) tid([1]) tid([62]) 0 
Refining 86
Pivot Node : 29
RevSuffix [29-tid([164])-86,3-tid([162])-29]
[runlim] sample:		666.7 seconds, 114.0 MB
LI at pc(v_35):x_34-x_35>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1),M1-N1>=rat(2,1),L1-M1>=rat(2,1),K1-L1>=rat(2,1),J1-K1>=rat(2,1),I1-J1>=rat(2,1),H1-I1>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 85:
predicates:
_7451485:	#85:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2
lfp iteration 0 1 2 [runlim] sample:		676.7 seconds, 114.0 MB
3 
abstract_check at refinement step 85 completed in 5410 msec

counterexample is spurious
refining abstraction...
cex: tid([161]) tid([159]) tid([1]) tid([62]) 0 
Refining 87
Pivot Node : 30
RevSuffix [30-tid([161])-87,3-tid([159])-30]
[runlim] sample:		686.4 seconds, 114.0 MB
LI at pc(v_34):x_33-x_34>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1),M1-N1>=rat(2,1),L1-M1>=rat(2,1),K1-L1>=rat(2,1),J1-K1>=rat(2,1),I1-J1>=rat(2,1),H1-I1>=rat(2,1),G1-H1>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 86:
predicates:
_7755587:	#86:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2
lfp iteration 0 1 2 3 
abstract_check at refinement step 86 completed in 5150 msec

counterexample is spurious
refining abstraction...
cex: tid([158]) tid([156]) tid([1]) tid([62]) 0 
Refining 88
Pivot Node : 31
RevSuffix [31-tid([158])-88,3-tid([156])-31]
[runlim] sample:		696.3 seconds, 114.0 MB
LI at pc(v_33):x_32-x_33>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1),M1-N1>=rat(2,1),L1-M1>=rat(2,1),K1-L1>=rat(2,1),J1-K1>=rat(2,1),I1-J1>=rat(2,1),H1-I1>=rat(2,1),G1-H1>=rat(2,1),F1-G1>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 87:
predicates:
_6737666:	#87:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2
lfp iteration 0 1 2 [runlim] sample:		706.2 seconds, 114.0 MB
3 
abstract_check at refinement step 87 completed in 5240 msec

counterexample is spurious
refining abstraction...
cex: tid([155]) tid([153]) tid([1]) tid([62]) 0 
Refining 89
Pivot Node : 32
RevSuffix [32-tid([155])-89,3-tid([153])-32]
[runlim] sample:		716.2 seconds, 114.0 MB
LI at pc(v_32):x_31-x_32>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1),M1-N1>=rat(2,1),L1-M1>=rat(2,1),K1-L1>=rat(2,1),J1-K1>=rat(2,1),I1-J1>=rat(2,1),H1-I1>=rat(2,1),G1-H1>=rat(2,1),F1-G1>=rat(2,1),E1-F1>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 88:
predicates:
_7235079:	#88:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2
lfp iteration 0 1 2 3 
abstract_check at refinement step 88 completed in 5700 msec

counterexample is spurious
refining abstraction...
cex: tid([152]) tid([150]) tid([1]) tid([62]) 0 
Refining 90
Pivot Node : 33
RevSuffix [33-tid([152])-90,3-tid([150])-33]
[runlim] sample:		726.1 seconds, 114.0 MB
LI at pc(v_31):x_30-x_31>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1),M1-N1>=rat(2,1),L1-M1>=rat(2,1),K1-L1>=rat(2,1),J1-K1>=rat(2,1),I1-J1>=rat(2,1),H1-I1>=rat(2,1),G1-H1>=rat(2,1),F1-G1>=rat(2,1),E1-F1>=rat(2,1),D1-E1>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 89:
predicates:
_7687994:	#89:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2
lfp iteration 0 1 2 [runlim] sample:		735.9 seconds, 114.0 MB
3 
abstract_check at refinement step 89 completed in 5460 msec

counterexample is spurious
refining abstraction...
cex: tid([149]) tid([147]) tid([1]) tid([62]) 0 
Refining 91
Pivot Node : 34
RevSuffix [34-tid([149])-91,3-tid([147])-34]
[runlim] sample:		745.3 seconds, 114.0 MB
LI at pc(v_30):x_29-x_30>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1),M1-N1>=rat(2,1),L1-M1>=rat(2,1),K1-L1>=rat(2,1),J1-K1>=rat(2,1),I1-J1>=rat(2,1),H1-I1>=rat(2,1),G1-H1>=rat(2,1),F1-G1>=rat(2,1),E1-F1>=rat(2,1),D1-E1>=rat(2,1),C1-D1>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 90:
predicates:
_7963468:	#90:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2
lfp iteration 0 1 2 3 [runlim] sample:		754.9 seconds, 114.0 MB

abstract_check at refinement step 90 completed in 5600 msec

counterexample is spurious
refining abstraction...
cex: tid([146]) tid([144]) tid([1]) tid([62]) 0 
Refining 92
Pivot Node : 35
RevSuffix [35-tid([146])-92,3-tid([144])-35]
[runlim] sample:		764.5 seconds, 114.0 MB
LI at pc(v_29):x_28-x_29>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1),M1-N1>=rat(2,1),L1-M1>=rat(2,1),K1-L1>=rat(2,1),J1-K1>=rat(2,1),I1-J1>=rat(2,1),H1-I1>=rat(2,1),G1-H1>=rat(2,1),F1-G1>=rat(2,1),E1-F1>=rat(2,1),D1-E1>=rat(2,1),C1-D1>=rat(2,1),B1-C1>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 91:
predicates:
_7135554:	#91:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2
lfp iteration 0 1 2 3 [runlim] sample:		773.9 seconds, 114.0 MB

abstract_check at refinement step 91 completed in 5880 msec

counterexample is spurious
refining abstraction...
cex: tid([143]) tid([141]) tid([1]) tid([62]) 0 
Refining 93
Pivot Node : 36
RevSuffix [36-tid([143])-93,3-tid([141])-36]
[runlim] sample:		783.7 seconds, 114.0 MB
LI at pc(v_28):x_27-x_28>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1),M1-N1>=rat(2,1),L1-M1>=rat(2,1),K1-L1>=rat(2,1),J1-K1>=rat(2,1),I1-J1>=rat(2,1),H1-I1>=rat(2,1),G1-H1>=rat(2,1),F1-G1>=rat(2,1),E1-F1>=rat(2,1),D1-E1>=rat(2,1),C1-D1>=rat(2,1),B1-C1>=rat(2,1),A1-B1>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 92:
predicates:
_8258268:	#92:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2
lfp iteration 0 1 2 3 
abstract_check at refinement step 92 completed in 6280 msec

counterexample is spurious
refining abstraction...
cex: tid([140]) tid([138]) tid([1]) tid([62]) 0 
Refining 94
Pivot Node : 37
RevSuffix [37-tid([140])-94,3-tid([138])-37]
[runlim] sample:		793.0 seconds, 114.0 MB
[runlim] sample:		802.9 seconds, 114.0 MB
LI at pc(v_27):x_26-x_27>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1),M1-N1>=rat(2,1),L1-M1>=rat(2,1),K1-L1>=rat(2,1),J1-K1>=rat(2,1),I1-J1>=rat(2,1),H1-I1>=rat(2,1),G1-H1>=rat(2,1),F1-G1>=rat(2,1),E1-F1>=rat(2,1),D1-E1>=rat(2,1),C1-D1>=rat(2,1),B1-C1>=rat(2,1),A1-B1>=rat(2,1),Z-A1>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 93:
predicates:
_8373692:	#93:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2
lfp iteration 0 1 2 3 
abstract_check at refinement step 93 completed in 6510 msec

counterexample is spurious
refining abstraction...
cex: tid([137]) tid([135]) tid([1]) tid([62]) 0 
Refining 95
Pivot Node : 38
RevSuffix [38-tid([137])-95,3-tid([135])-38]
[runlim] sample:		812.4 seconds, 114.0 MB
LI at pc(v_26):x_25-x_26>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1),M1-N1>=rat(2,1),L1-M1>=rat(2,1),K1-L1>=rat(2,1),J1-K1>=rat(2,1),I1-J1>=rat(2,1),H1-I1>=rat(2,1),G1-H1>=rat(2,1),F1-G1>=rat(2,1),E1-F1>=rat(2,1),D1-E1>=rat(2,1),C1-D1>=rat(2,1),B1-C1>=rat(2,1),A1-B1>=rat(2,1),Z-A1>=rat(2,1),Y-Z>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 94:
predicates:
_8270796:	#94:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2
lfp iteration 0 1 [runlim] sample:		822.4 seconds, 114.0 MB
2 3 
abstract_check at refinement step 94 completed in 6240 msec

counterexample is spurious
refining abstraction...
cex: tid([134]) tid([132]) tid([1]) tid([62]) 0 
Refining 96
Pivot Node : 39
RevSuffix [39-tid([134])-96,3-tid([132])-39]
[runlim] sample:		832.4 seconds, 114.0 MB
LI at pc(v_25):x_24-x_25>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1),M1-N1>=rat(2,1),L1-M1>=rat(2,1),K1-L1>=rat(2,1),J1-K1>=rat(2,1),I1-J1>=rat(2,1),H1-I1>=rat(2,1),G1-H1>=rat(2,1),F1-G1>=rat(2,1),E1-F1>=rat(2,1),D1-E1>=rat(2,1),C1-D1>=rat(2,1),B1-C1>=rat(2,1),A1-B1>=rat(2,1),Z-A1>=rat(2,1),Y-Z>=rat(2,1),X-Y>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 95:
predicates:
_7589878:	#95:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2
lfp iteration 0 1 2 [runlim] sample:		842.3 seconds, 114.0 MB
3 
abstract_check at refinement step 95 completed in 6440 msec

counterexample is spurious
refining abstraction...
cex: tid([131]) tid([129]) tid([1]) tid([62]) 0 
Refining 97
Pivot Node : 40
RevSuffix [40-tid([131])-97,3-tid([129])-40]
[runlim] sample:		852.3 seconds, 114.0 MB
LI at pc(v_24):x_23-x_24>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1),M1-N1>=rat(2,1),L1-M1>=rat(2,1),K1-L1>=rat(2,1),J1-K1>=rat(2,1),I1-J1>=rat(2,1),H1-I1>=rat(2,1),G1-H1>=rat(2,1),F1-G1>=rat(2,1),E1-F1>=rat(2,1),D1-E1>=rat(2,1),C1-D1>=rat(2,1),B1-C1>=rat(2,1),A1-B1>=rat(2,1),Z-A1>=rat(2,1),Y-Z>=rat(2,1),X-Y>=rat(2,1),W-X>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 96:
predicates:
_8295055:	#96:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2
lfp iteration 0 1 2 [runlim] sample:		862.3 seconds, 114.0 MB
3 
abstract_check at refinement step 96 completed in 6660 msec

counterexample is spurious
refining abstraction...
cex: tid([128]) tid([126]) tid([1]) tid([62]) 0 
Refining 98
Pivot Node : 41
RevSuffix [41-tid([128])-98,3-tid([126])-41]
[runlim] sample:		872.2 seconds, 114.0 MB
LI at pc(v_23):x_22-x_23>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1),M1-N1>=rat(2,1),L1-M1>=rat(2,1),K1-L1>=rat(2,1),J1-K1>=rat(2,1),I1-J1>=rat(2,1),H1-I1>=rat(2,1),G1-H1>=rat(2,1),F1-G1>=rat(2,1),E1-F1>=rat(2,1),D1-E1>=rat(2,1),C1-D1>=rat(2,1),B1-C1>=rat(2,1),A1-B1>=rat(2,1),Z-A1>=rat(2,1),Y-Z>=rat(2,1),X-Y>=rat(2,1),W-X>=rat(2,1),V-W>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 97:
predicates:
_8258618:	#97:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2
lfp iteration 0 1 [runlim] sample:		882.2 seconds, 114.0 MB
2 3 
abstract_check at refinement step 97 completed in 6870 msec

counterexample is spurious
refining abstraction...
cex: tid([125]) tid([123]) tid([1]) tid([62]) 0 
Refining 99
Pivot Node : 42
RevSuffix [42-tid([125])-99,3-tid([123])-42]
[runlim] sample:		892.1 seconds, 114.0 MB
[runlim] sample:		902.1 seconds, 114.0 MB
LI at pc(v_22):x_21-x_22>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1),M1-N1>=rat(2,1),L1-M1>=rat(2,1),K1-L1>=rat(2,1),J1-K1>=rat(2,1),I1-J1>=rat(2,1),H1-I1>=rat(2,1),G1-H1>=rat(2,1),F1-G1>=rat(2,1),E1-F1>=rat(2,1),D1-E1>=rat(2,1),C1-D1>=rat(2,1),B1-C1>=rat(2,1),A1-B1>=rat(2,1),Z-A1>=rat(2,1),Y-Z>=rat(2,1),X-Y>=rat(2,1),W-X>=rat(2,1),V-W>=rat(2,1),U-V>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 98:
predicates:
_8318195:	#98:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2
lfp iteration 0 1 2 3 [runlim] sample:		912.0 seconds, 114.0 MB

abstract_check at refinement step 98 completed in 7070 msec

counterexample is spurious
refining abstraction...
cex: tid([122]) tid([120]) tid([1]) tid([62]) 0 
Refining 100
Pivot Node : 43
RevSuffix [43-tid([122])-100,3-tid([120])-43]
[runlim] sample:		922.0 seconds, 114.0 MB
LI at pc(v_21):x_20-x_21>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1),M1-N1>=rat(2,1),L1-M1>=rat(2,1),K1-L1>=rat(2,1),J1-K1>=rat(2,1),I1-J1>=rat(2,1),H1-I1>=rat(2,1),G1-H1>=rat(2,1),F1-G1>=rat(2,1),E1-F1>=rat(2,1),D1-E1>=rat(2,1),C1-D1>=rat(2,1),B1-C1>=rat(2,1),A1-B1>=rat(2,1),Z-A1>=rat(2,1),Y-Z>=rat(2,1),X-Y>=rat(2,1),W-X>=rat(2,1),V-W>=rat(2,1),U-V>=rat(2,1),T-U>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 99:
predicates:
_8314570:	#99:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2
lfp iteration 0 1 2 [runlim] sample:		932.0 seconds, 114.0 MB
3 
abstract_check at refinement step 99 completed in 7430 msec

counterexample is spurious
refining abstraction...
cex: tid([119]) tid([117]) tid([1]) tid([62]) 0 
Refining 101
Pivot Node : 44
RevSuffix [44-tid([119])-101,3-tid([117])-44]
[runlim] sample:		941.9 seconds, 171.0 MB
[runlim] sample:		951.9 seconds, 171.0 MB
LI at pc(v_20):x_19-x_20>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1),M1-N1>=rat(2,1),L1-M1>=rat(2,1),K1-L1>=rat(2,1),J1-K1>=rat(2,1),I1-J1>=rat(2,1),H1-I1>=rat(2,1),G1-H1>=rat(2,1),F1-G1>=rat(2,1),E1-F1>=rat(2,1),D1-E1>=rat(2,1),C1-D1>=rat(2,1),B1-C1>=rat(2,1),A1-B1>=rat(2,1),Z-A1>=rat(2,1),Y-Z>=rat(2,1),X-Y>=rat(2,1),W-X>=rat(2,1),V-W>=rat(2,1),U-V>=rat(2,1),T-U>=rat(2,1),S-T>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 100:
predicates:
_8086054:	#100:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2
lfp iteration 0 1 2 3 
abstract_check at refinement step 100 completed in 7670 msec

counterexample is spurious
refining abstraction...
cex: tid([116]) tid([114]) tid([1]) tid([62]) 0 
Refining 102
Pivot Node : 45
RevSuffix [45-tid([116])-102,3-tid([114])-45]
[runlim] sample:		961.8 seconds, 171.0 MB
[runlim] sample:		971.6 seconds, 171.0 MB
LI at pc(v_19):x_18-x_19>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1),M1-N1>=rat(2,1),L1-M1>=rat(2,1),K1-L1>=rat(2,1),J1-K1>=rat(2,1),I1-J1>=rat(2,1),H1-I1>=rat(2,1),G1-H1>=rat(2,1),F1-G1>=rat(2,1),E1-F1>=rat(2,1),D1-E1>=rat(2,1),C1-D1>=rat(2,1),B1-C1>=rat(2,1),A1-B1>=rat(2,1),Z-A1>=rat(2,1),Y-Z>=rat(2,1),X-Y>=rat(2,1),W-X>=rat(2,1),V-W>=rat(2,1),U-V>=rat(2,1),T-U>=rat(2,1),S-T>=rat(2,1),R-S>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 101:
predicates:
_12676151:	#101:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2
lfp iteration 0 1 2 3 [runlim] sample:		981.5 seconds, 171.0 MB

abstract_check at refinement step 101 completed in 8050 msec

counterexample is spurious
refining abstraction...
cex: tid([113]) tid([111]) tid([1]) tid([62]) 0 
Refining 103
Pivot Node : 46
RevSuffix [46-tid([113])-103,3-tid([111])-46]
[runlim] sample:		991.3 seconds, 171.0 MB
[runlim] sample:		1001.3 seconds, 171.0 MB
LI at pc(v_18):x_17-x_18>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1),M1-N1>=rat(2,1),L1-M1>=rat(2,1),K1-L1>=rat(2,1),J1-K1>=rat(2,1),I1-J1>=rat(2,1),H1-I1>=rat(2,1),G1-H1>=rat(2,1),F1-G1>=rat(2,1),E1-F1>=rat(2,1),D1-E1>=rat(2,1),C1-D1>=rat(2,1),B1-C1>=rat(2,1),A1-B1>=rat(2,1),Z-A1>=rat(2,1),Y-Z>=rat(2,1),X-Y>=rat(2,1),W-X>=rat(2,1),V-W>=rat(2,1),U-V>=rat(2,1),T-U>=rat(2,1),S-T>=rat(2,1),R-S>=rat(2,1),Q-R>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 102:
predicates:
_13534578:	#102:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2
lfp iteration 0 1 2 3 [runlim] sample:		1011.2 seconds, 171.0 MB

abstract_check at refinement step 102 completed in 8760 msec

counterexample is spurious
refining abstraction...
cex: tid([110]) tid([108]) tid([1]) tid([62]) 0 
Refining 104
Pivot Node : 47
RevSuffix [47-tid([110])-104,3-tid([108])-47]
[runlim] sample:		1021.2 seconds, 171.0 MB
[runlim] sample:		1031.1 seconds, 171.0 MB
LI at pc(v_17):x_16-x_17>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1),M1-N1>=rat(2,1),L1-M1>=rat(2,1),K1-L1>=rat(2,1),J1-K1>=rat(2,1),I1-J1>=rat(2,1),H1-I1>=rat(2,1),G1-H1>=rat(2,1),F1-G1>=rat(2,1),E1-F1>=rat(2,1),D1-E1>=rat(2,1),C1-D1>=rat(2,1),B1-C1>=rat(2,1),A1-B1>=rat(2,1),Z-A1>=rat(2,1),Y-Z>=rat(2,1),X-Y>=rat(2,1),W-X>=rat(2,1),V-W>=rat(2,1),U-V>=rat(2,1),T-U>=rat(2,1),S-T>=rat(2,1),R-S>=rat(2,1),Q-R>=rat(2,1),P-Q>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 103:
predicates:
_13677815:	#103:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2
lfp iteration 0 1 2 3 [runlim] sample:		1041.1 seconds, 171.0 MB

abstract_check at refinement step 103 completed in 9000 msec

counterexample is spurious
refining abstraction...
cex: tid([107]) tid([105]) tid([1]) tid([62]) 0 
Refining 105
Pivot Node : 48
RevSuffix [48-tid([107])-105,3-tid([105])-48]
[runlim] sample:		1051.1 seconds, 171.0 MB
[runlim] sample:		1061.0 seconds, 171.0 MB
LI at pc(v_16):x_15-x_16>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1),M1-N1>=rat(2,1),L1-M1>=rat(2,1),K1-L1>=rat(2,1),J1-K1>=rat(2,1),I1-J1>=rat(2,1),H1-I1>=rat(2,1),G1-H1>=rat(2,1),F1-G1>=rat(2,1),E1-F1>=rat(2,1),D1-E1>=rat(2,1),C1-D1>=rat(2,1),B1-C1>=rat(2,1),A1-B1>=rat(2,1),Z-A1>=rat(2,1),Y-Z>=rat(2,1),X-Y>=rat(2,1),W-X>=rat(2,1),V-W>=rat(2,1),U-V>=rat(2,1),T-U>=rat(2,1),S-T>=rat(2,1),R-S>=rat(2,1),Q-R>=rat(2,1),P-Q>=rat(2,1),O-P>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 104:
predicates:
_8910773:	#104:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2
lfp iteration 0 1 [runlim] sample:		1070.9 seconds, 171.0 MB
2 3 
abstract_check at refinement step 104 completed in 9360 msec

counterexample is spurious
refining abstraction...
cex: tid([104]) tid([102]) tid([1]) tid([62]) 0 
Refining 106
Pivot Node : 49
RevSuffix [49-tid([104])-106,3-tid([102])-49]
[runlim] sample:		1080.8 seconds, 171.0 MB
[runlim] sample:		1090.7 seconds, 171.0 MB
[runlim] sample:		1100.7 seconds, 171.0 MB
LI at pc(v_15):x_14-x_15>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1),M1-N1>=rat(2,1),L1-M1>=rat(2,1),K1-L1>=rat(2,1),J1-K1>=rat(2,1),I1-J1>=rat(2,1),H1-I1>=rat(2,1),G1-H1>=rat(2,1),F1-G1>=rat(2,1),E1-F1>=rat(2,1),D1-E1>=rat(2,1),C1-D1>=rat(2,1),B1-C1>=rat(2,1),A1-B1>=rat(2,1),Z-A1>=rat(2,1),Y-Z>=rat(2,1),X-Y>=rat(2,1),W-X>=rat(2,1),V-W>=rat(2,1),U-V>=rat(2,1),T-U>=rat(2,1),S-T>=rat(2,1),R-S>=rat(2,1),Q-R>=rat(2,1),P-Q>=rat(2,1),O-P>=rat(2,1),N-O>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 105:
predicates:
_9842201:	#105:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2
lfp iteration 0 1 2 3 [runlim] sample:		1110.7 seconds, 171.0 MB

abstract_check at refinement step 105 completed in 9270 msec

counterexample is spurious
refining abstraction...
cex: tid([101]) tid([99]) tid([1]) tid([62]) 0 
Refining 107
Pivot Node : 50
RevSuffix [50-tid([101])-107,3-tid([99])-50]
[runlim] sample:		1120.7 seconds, 171.0 MB
LI at pc(v_14):x_13-x_14>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1),M1-N1>=rat(2,1),L1-M1>=rat(2,1),K1-L1>=rat(2,1),J1-K1>=rat(2,1),I1-J1>=rat(2,1),H1-I1>=rat(2,1),G1-H1>=rat(2,1),F1-G1>=rat(2,1),E1-F1>=rat(2,1),D1-E1>=rat(2,1),C1-D1>=rat(2,1),B1-C1>=rat(2,1),A1-B1>=rat(2,1),Z-A1>=rat(2,1),Y-Z>=rat(2,1),X-Y>=rat(2,1),W-X>=rat(2,1),V-W>=rat(2,1),U-V>=rat(2,1),T-U>=rat(2,1),S-T>=rat(2,1),R-S>=rat(2,1),Q-R>=rat(2,1),P-Q>=rat(2,1),O-P>=rat(2,1),N-O>=rat(2,1),M-N>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 106:
predicates:
_10507824:	#106:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2
lfp iteration 0 1 2 [runlim] sample:		1130.6 seconds, 171.0 MB
3 
abstract_check at refinement step 106 completed in 9640 msec

counterexample is spurious
refining abstraction...
cex: tid([98]) tid([96]) tid([1]) tid([62]) 0 
Refining 108
Pivot Node : 51
RevSuffix [51-tid([98])-108,3-tid([96])-51]
[runlim] sample:		1140.6 seconds, 171.0 MB
[runlim] sample:		1150.6 seconds, 171.0 MB
LI at pc(v_13):x_12-x_13>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1),M1-N1>=rat(2,1),L1-M1>=rat(2,1),K1-L1>=rat(2,1),J1-K1>=rat(2,1),I1-J1>=rat(2,1),H1-I1>=rat(2,1),G1-H1>=rat(2,1),F1-G1>=rat(2,1),E1-F1>=rat(2,1),D1-E1>=rat(2,1),C1-D1>=rat(2,1),B1-C1>=rat(2,1),A1-B1>=rat(2,1),Z-A1>=rat(2,1),Y-Z>=rat(2,1),X-Y>=rat(2,1),W-X>=rat(2,1),V-W>=rat(2,1),U-V>=rat(2,1),T-U>=rat(2,1),S-T>=rat(2,1),R-S>=rat(2,1),Q-R>=rat(2,1),P-Q>=rat(2,1),O-P>=rat(2,1),N-O>=rat(2,1),M-N>=rat(2,1),L-M>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 107:
predicates:
_12082137:	#107:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2
lfp iteration 0 1 2 3 [runlim] sample:		1160.5 seconds, 171.0 MB

abstract_check at refinement step 107 completed in 10040 msec

counterexample is spurious
refining abstraction...
cex: tid([95]) tid([93]) tid([1]) tid([62]) 0 
Refining 109
Pivot Node : 52
RevSuffix [52-tid([95])-109,3-tid([93])-52]
[runlim] sample:		1170.5 seconds, 171.0 MB
[runlim] sample:		1180.5 seconds, 171.0 MB
LI at pc(v_12):x_11-x_12>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1),M1-N1>=rat(2,1),L1-M1>=rat(2,1),K1-L1>=rat(2,1),J1-K1>=rat(2,1),I1-J1>=rat(2,1),H1-I1>=rat(2,1),G1-H1>=rat(2,1),F1-G1>=rat(2,1),E1-F1>=rat(2,1),D1-E1>=rat(2,1),C1-D1>=rat(2,1),B1-C1>=rat(2,1),A1-B1>=rat(2,1),Z-A1>=rat(2,1),Y-Z>=rat(2,1),X-Y>=rat(2,1),W-X>=rat(2,1),V-W>=rat(2,1),U-V>=rat(2,1),T-U>=rat(2,1),S-T>=rat(2,1),R-S>=rat(2,1),Q-R>=rat(2,1),P-Q>=rat(2,1),O-P>=rat(2,1),N-O>=rat(2,1),M-N>=rat(2,1),L-M>=rat(2,1),K-L>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 108:
predicates:
_12353029:	#108:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2
lfp iteration 0 1 2 3 [runlim] sample:		1190.4 seconds, 171.0 MB

abstract_check at refinement step 108 completed in 10470 msec

counterexample is spurious
refining abstraction...
cex: tid([92]) tid([90]) tid([1]) tid([62]) 0 
Refining 110
Pivot Node : 53
RevSuffix [53-tid([92])-110,3-tid([90])-53]
[runlim] sample:		1200.2 seconds, 171.0 MB
[runlim] sample:		1210.1 seconds, 171.0 MB
LI at pc(v_11):x_10-x_11>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1),M1-N1>=rat(2,1),L1-M1>=rat(2,1),K1-L1>=rat(2,1),J1-K1>=rat(2,1),I1-J1>=rat(2,1),H1-I1>=rat(2,1),G1-H1>=rat(2,1),F1-G1>=rat(2,1),E1-F1>=rat(2,1),D1-E1>=rat(2,1),C1-D1>=rat(2,1),B1-C1>=rat(2,1),A1-B1>=rat(2,1),Z-A1>=rat(2,1),Y-Z>=rat(2,1),X-Y>=rat(2,1),W-X>=rat(2,1),V-W>=rat(2,1),U-V>=rat(2,1),T-U>=rat(2,1),S-T>=rat(2,1),R-S>=rat(2,1),Q-R>=rat(2,1),P-Q>=rat(2,1),O-P>=rat(2,1),N-O>=rat(2,1),M-N>=rat(2,1),L-M>=rat(2,1),K-L>=rat(2,1),J-K>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 109:
predicates:
_13784298:	#109:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2
lfp iteration 0 1 2 3 [runlim] sample:		1220.0 seconds, 171.0 MB

abstract_check at refinement step 109 completed in 10870 msec

counterexample is spurious
refining abstraction...
cex: tid([89]) tid([87]) tid([1]) tid([62]) 0 
Refining 111
Pivot Node : 54
RevSuffix [54-tid([89])-111,3-tid([87])-54]
[runlim] sample:		1230.0 seconds, 171.0 MB
[runlim] sample:		1240.0 seconds, 171.0 MB
LI at pc(v_10):x_9-x_10>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1),M1-N1>=rat(2,1),L1-M1>=rat(2,1),K1-L1>=rat(2,1),J1-K1>=rat(2,1),I1-J1>=rat(2,1),H1-I1>=rat(2,1),G1-H1>=rat(2,1),F1-G1>=rat(2,1),E1-F1>=rat(2,1),D1-E1>=rat(2,1),C1-D1>=rat(2,1),B1-C1>=rat(2,1),A1-B1>=rat(2,1),Z-A1>=rat(2,1),Y-Z>=rat(2,1),X-Y>=rat(2,1),W-X>=rat(2,1),V-W>=rat(2,1),U-V>=rat(2,1),T-U>=rat(2,1),S-T>=rat(2,1),R-S>=rat(2,1),Q-R>=rat(2,1),P-Q>=rat(2,1),O-P>=rat(2,1),N-O>=rat(2,1),M-N>=rat(2,1),L-M>=rat(2,1),K-L>=rat(2,1),J-K>=rat(2,1),I-J>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 110:
predicates:
_13253046:	#110:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2
lfp iteration 0 1 2 3 [runlim] sample:		1250.0 seconds, 171.0 MB

abstract_check at refinement step 110 completed in 11430 msec

counterexample is spurious
refining abstraction...
cex: tid([86]) tid([84]) tid([1]) tid([62]) 0 
Refining 112
Pivot Node : 55
RevSuffix [55-tid([86])-112,3-tid([84])-55]
[runlim] sample:		1260.0 seconds, 171.0 MB
[runlim] sample:		1269.9 seconds, 171.0 MB
[runlim] sample:		1279.9 seconds, 171.0 MB
LI at pc(v_9):x_8-x_9>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1),M1-N1>=rat(2,1),L1-M1>=rat(2,1),K1-L1>=rat(2,1),J1-K1>=rat(2,1),I1-J1>=rat(2,1),H1-I1>=rat(2,1),G1-H1>=rat(2,1),F1-G1>=rat(2,1),E1-F1>=rat(2,1),D1-E1>=rat(2,1),C1-D1>=rat(2,1),B1-C1>=rat(2,1),A1-B1>=rat(2,1),Z-A1>=rat(2,1),Y-Z>=rat(2,1),X-Y>=rat(2,1),W-X>=rat(2,1),V-W>=rat(2,1),U-V>=rat(2,1),T-U>=rat(2,1),S-T>=rat(2,1),R-S>=rat(2,1),Q-R>=rat(2,1),P-Q>=rat(2,1),O-P>=rat(2,1),N-O>=rat(2,1),M-N>=rat(2,1),L-M>=rat(2,1),K-L>=rat(2,1),J-K>=rat(2,1),I-J>=rat(2,1),H-I>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 111:
predicates:
_9293350:	#111:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2
lfp iteration 0 1 2 3 [runlim] sample:		1289.9 seconds, 171.0 MB

abstract_check at refinement step 111 completed in 12520 msec

counterexample is spurious
refining abstraction...
cex: tid([83]) tid([81]) tid([1]) tid([62]) 0 
Refining 113
Pivot Node : 56
RevSuffix [56-tid([83])-113,3-tid([81])-56]
[runlim] sample:		1299.8 seconds, 171.0 MB
[runlim] sample:		1309.8 seconds, 171.0 MB
[runlim] sample:		1319.8 seconds, 171.0 MB
LI at pc(v_8):x_7-x_8>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1),M1-N1>=rat(2,1),L1-M1>=rat(2,1),K1-L1>=rat(2,1),J1-K1>=rat(2,1),I1-J1>=rat(2,1),H1-I1>=rat(2,1),G1-H1>=rat(2,1),F1-G1>=rat(2,1),E1-F1>=rat(2,1),D1-E1>=rat(2,1),C1-D1>=rat(2,1),B1-C1>=rat(2,1),A1-B1>=rat(2,1),Z-A1>=rat(2,1),Y-Z>=rat(2,1),X-Y>=rat(2,1),W-X>=rat(2,1),V-W>=rat(2,1),U-V>=rat(2,1),T-U>=rat(2,1),S-T>=rat(2,1),R-S>=rat(2,1),Q-R>=rat(2,1),P-Q>=rat(2,1),O-P>=rat(2,1),N-O>=rat(2,1),M-N>=rat(2,1),L-M>=rat(2,1),K-L>=rat(2,1),J-K>=rat(2,1),I-J>=rat(2,1),H-I>=rat(2,1),G-H>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 112:
predicates:
_9743865:	#112:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2
lfp iteration 0 1 2 3 [runlim] sample:		1329.7 seconds, 171.0 MB

abstract_check at refinement step 112 completed in 12330 msec

counterexample is spurious
refining abstraction...
cex: tid([80]) tid([78]) tid([1]) tid([62]) 0 
Refining 114
Pivot Node : 57
RevSuffix [57-tid([80])-114,3-tid([78])-57]
[runlim] sample:		1339.7 seconds, 171.0 MB
[runlim] sample:		1349.6 seconds, 171.0 MB
LI at pc(v_7):x_6-x_7>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1),M1-N1>=rat(2,1),L1-M1>=rat(2,1),K1-L1>=rat(2,1),J1-K1>=rat(2,1),I1-J1>=rat(2,1),H1-I1>=rat(2,1),G1-H1>=rat(2,1),F1-G1>=rat(2,1),E1-F1>=rat(2,1),D1-E1>=rat(2,1),C1-D1>=rat(2,1),B1-C1>=rat(2,1),A1-B1>=rat(2,1),Z-A1>=rat(2,1),Y-Z>=rat(2,1),X-Y>=rat(2,1),W-X>=rat(2,1),V-W>=rat(2,1),U-V>=rat(2,1),T-U>=rat(2,1),S-T>=rat(2,1),R-S>=rat(2,1),Q-R>=rat(2,1),P-Q>=rat(2,1),O-P>=rat(2,1),N-O>=rat(2,1),M-N>=rat(2,1),L-M>=rat(2,1),K-L>=rat(2,1),J-K>=rat(2,1),I-J>=rat(2,1),H-I>=rat(2,1),G-H>=rat(2,1),F-G>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 113:
predicates:
_10808355:	#113:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2
lfp iteration 0 1 [runlim] sample:		1359.6 seconds, 171.0 MB
2 3 [runlim] sample:		1369.6 seconds, 171.0 MB

abstract_check at refinement step 113 completed in 13080 msec

counterexample is spurious
refining abstraction...
cex: tid([77]) tid([75]) tid([1]) tid([62]) 0 
Refining 115
Pivot Node : 58
RevSuffix [58-tid([77])-115,3-tid([75])-58]
[runlim] sample:		1379.6 seconds, 171.0 MB
[runlim] sample:		1389.6 seconds, 171.0 MB
LI at pc(v_6):x_5-x_6>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1),M1-N1>=rat(2,1),L1-M1>=rat(2,1),K1-L1>=rat(2,1),J1-K1>=rat(2,1),I1-J1>=rat(2,1),H1-I1>=rat(2,1),G1-H1>=rat(2,1),F1-G1>=rat(2,1),E1-F1>=rat(2,1),D1-E1>=rat(2,1),C1-D1>=rat(2,1),B1-C1>=rat(2,1),A1-B1>=rat(2,1),Z-A1>=rat(2,1),Y-Z>=rat(2,1),X-Y>=rat(2,1),W-X>=rat(2,1),V-W>=rat(2,1),U-V>=rat(2,1),T-U>=rat(2,1),S-T>=rat(2,1),R-S>=rat(2,1),Q-R>=rat(2,1),P-Q>=rat(2,1),O-P>=rat(2,1),N-O>=rat(2,1),M-N>=rat(2,1),L-M>=rat(2,1),K-L>=rat(2,1),J-K>=rat(2,1),I-J>=rat(2,1),H-I>=rat(2,1),G-H>=rat(2,1),F-G>=rat(2,1),E-F>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 114:
predicates:
_12429719:	#114:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2
lfp iteration 0 1 [runlim] sample:		1399.5 seconds, 171.0 MB
2 3 [runlim] sample:		1409.5 seconds, 171.0 MB

abstract_check at refinement step 114 completed in 14150 msec

counterexample is spurious
refining abstraction...
cex: tid([74]) tid([72]) tid([1]) tid([62]) 0 
Refining 116
Pivot Node : 59
RevSuffix [59-tid([74])-116,3-tid([72])-59]
[runlim] sample:		1419.5 seconds, 171.0 MB
[runlim] sample:		1429.5 seconds, 171.0 MB
[runlim] sample:		1439.5 seconds, 171.0 MB
LI at pc(v_5):x_4-x_5>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1),M1-N1>=rat(2,1),L1-M1>=rat(2,1),K1-L1>=rat(2,1),J1-K1>=rat(2,1),I1-J1>=rat(2,1),H1-I1>=rat(2,1),G1-H1>=rat(2,1),F1-G1>=rat(2,1),E1-F1>=rat(2,1),D1-E1>=rat(2,1),C1-D1>=rat(2,1),B1-C1>=rat(2,1),A1-B1>=rat(2,1),Z-A1>=rat(2,1),Y-Z>=rat(2,1),X-Y>=rat(2,1),W-X>=rat(2,1),V-W>=rat(2,1),U-V>=rat(2,1),T-U>=rat(2,1),S-T>=rat(2,1),R-S>=rat(2,1),Q-R>=rat(2,1),P-Q>=rat(2,1),O-P>=rat(2,1),N-O>=rat(2,1),M-N>=rat(2,1),L-M>=rat(2,1),K-L>=rat(2,1),J-K>=rat(2,1),I-J>=rat(2,1),H-I>=rat(2,1),G-H>=rat(2,1),F-G>=rat(2,1),E-F>=rat(2,1),D-E>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 115:
predicates:
_12833249:	#115:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2
lfp iteration 0 1 2 3 [runlim] sample:		1449.4 seconds, 171.0 MB

abstract_check at refinement step 115 completed in 14850 msec

counterexample is spurious
refining abstraction...
cex: tid([71]) tid([69]) tid([1]) tid([62]) 0 
Refining 117
Pivot Node : 60
RevSuffix [60-tid([71])-117,3-tid([69])-60]
[runlim] sample:		1459.4 seconds, 171.0 MB
[runlim] sample:		1469.4 seconds, 171.0 MB
[runlim] sample:		1479.4 seconds, 171.0 MB
LI at pc(v_4):x_3-x_4>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1),M1-N1>=rat(2,1),L1-M1>=rat(2,1),K1-L1>=rat(2,1),J1-K1>=rat(2,1),I1-J1>=rat(2,1),H1-I1>=rat(2,1),G1-H1>=rat(2,1),F1-G1>=rat(2,1),E1-F1>=rat(2,1),D1-E1>=rat(2,1),C1-D1>=rat(2,1),B1-C1>=rat(2,1),A1-B1>=rat(2,1),Z-A1>=rat(2,1),Y-Z>=rat(2,1),X-Y>=rat(2,1),W-X>=rat(2,1),V-W>=rat(2,1),U-V>=rat(2,1),T-U>=rat(2,1),S-T>=rat(2,1),R-S>=rat(2,1),Q-R>=rat(2,1),P-Q>=rat(2,1),O-P>=rat(2,1),N-O>=rat(2,1),M-N>=rat(2,1),L-M>=rat(2,1),K-L>=rat(2,1),J-K>=rat(2,1),I-J>=rat(2,1),H-I>=rat(2,1),G-H>=rat(2,1),F-G>=rat(2,1),E-F>=rat(2,1),D-E>=rat(2,1),C-D>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 116:
predicates:
_13249904:	#116:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2
lfp iteration 0 1 2 3 [runlim] sample:		1489.3 seconds, 171.0 MB

abstract_check at refinement step 116 completed in 15180 msec

counterexample is spurious
refining abstraction...
cex: tid([68]) tid([66]) tid([1]) tid([62]) 0 
Refining 118
Pivot Node : 61
RevSuffix [61-tid([68])-118,3-tid([66])-61]
[runlim] sample:		1499.3 seconds, 171.0 MB
[runlim] sample:		1509.2 seconds, 171.0 MB
[runlim] sample:		1519.2 seconds, 171.0 MB
LI at pc(v_3):x_2-x_3>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1),M1-N1>=rat(2,1),L1-M1>=rat(2,1),K1-L1>=rat(2,1),J1-K1>=rat(2,1),I1-J1>=rat(2,1),H1-I1>=rat(2,1),G1-H1>=rat(2,1),F1-G1>=rat(2,1),E1-F1>=rat(2,1),D1-E1>=rat(2,1),C1-D1>=rat(2,1),B1-C1>=rat(2,1),A1-B1>=rat(2,1),Z-A1>=rat(2,1),Y-Z>=rat(2,1),X-Y>=rat(2,1),W-X>=rat(2,1),V-W>=rat(2,1),U-V>=rat(2,1),T-U>=rat(2,1),S-T>=rat(2,1),R-S>=rat(2,1),Q-R>=rat(2,1),P-Q>=rat(2,1),O-P>=rat(2,1),N-O>=rat(2,1),M-N>=rat(2,1),L-M>=rat(2,1),K-L>=rat(2,1),J-K>=rat(2,1),I-J>=rat(2,1),H-I>=rat(2,1),G-H>=rat(2,1),F-G>=rat(2,1),E-F>=rat(2,1),D-E>=rat(2,1),C-D>=rat(2,1),B-C>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 117:
predicates:
_10225434:	#117:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2
lfp iteration 0 1 2 [runlim] sample:		1529.1 seconds, 171.0 MB
3 [runlim] sample:		1539.1 seconds, 171.0 MB

abstract_check at refinement step 117 completed in 16140 msec

counterexample is spurious
refining abstraction...
cex: tid([65]) tid([63]) tid([1]) tid([62]) 0 
Refining 119
Pivot Node : 62
RevSuffix [62-tid([65])-119,3-tid([63])-62]
[runlim] sample:		1549.1 seconds, 171.0 MB
[runlim] sample:		1559.1 seconds, 171.0 MB
[runlim] sample:		1569.0 seconds, 171.0 MB
LI at pc(v_2):x_1-x_2>=2
preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1),M1-N1>=rat(2,1),L1-M1>=rat(2,1),K1-L1>=rat(2,1),J1-K1>=rat(2,1),I1-J1>=rat(2,1),H1-I1>=rat(2,1),G1-H1>=rat(2,1),F1-G1>=rat(2,1),E1-F1>=rat(2,1),D1-E1>=rat(2,1),C1-D1>=rat(2,1),B1-C1>=rat(2,1),A1-B1>=rat(2,1),Z-A1>=rat(2,1),Y-Z>=rat(2,1),X-Y>=rat(2,1),W-X>=rat(2,1),V-W>=rat(2,1),U-V>=rat(2,1),T-U>=rat(2,1),S-T>=rat(2,1),R-S>=rat(2,1),Q-R>=rat(2,1),P-Q>=rat(2,1),O-P>=rat(2,1),N-O>=rat(2,1),M-N>=rat(2,1),L-M>=rat(2,1),K-L>=rat(2,1),J-K>=rat(2,1),I-J>=rat(2,1),H-I>=rat(2,1),G-H>=rat(2,1),F-G>=rat(2,1),E-F>=rat(2,1),D-E>=rat(2,1),C-D>=rat(2,1),B-C>=rat(2,1),A-B>=rat(2,1)]).




--------------------------------------------------
abstraction refinement iteration 118:
predicates:
_11397037:	#118:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
lfp iteration 0 1 2 3 [runlim] sample:		1579.0 seconds, 171.0 MB
4 [runlim] sample:		1589.0 seconds, 171.0 MB
[runlim] sample:		1599.0 seconds, 171.0 MB
[runlim] sample:		1609.0 seconds, 171.0 MB
[runlim] sample:		1618.9 seconds, 171.0 MB
[runlim] sample:		1628.9 seconds, 171.0 MB
[runlim] sample:		1638.9 seconds, 171.0 MB
[runlim] sample:		1648.9 seconds, 171.0 MB
[runlim] sample:		1658.9 seconds, 171.0 MB
[runlim] sample:		1668.9 seconds, 171.0 MB
5 Number of interpolation queries:	118.
Number of entailment checks during fixpoint checking:	0.
Number of entailment checks that could be saved:	0.
Number of entailment checks for abstraction:	736,497.

abstract_check at refinement step 118 completed in 105810 msec



==================================================
ARMC: program is correct

abstract fixpoint
abstract_state(1, pc(v_0), []).
abstract_state(3, pc(v_1), [60,61,62,63,64,65,66,67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(4, pc(v_60), [60,61,62,63,64,65,66,67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(5, pc(v_59), [60,61,62,63,64,65,66,67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(63, pc(v_58), [61,62,63,64,65,66,67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(64, pc(v_57), [62,63,64,65,66,67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(65, pc(v_56), [63,64,65,66,67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(66, pc(v_55), [64,65,66,67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(67, pc(v_54), [65,66,67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(68, pc(v_53), [66,67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(69, pc(v_52), [67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(70, pc(v_51), [68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(71, pc(v_50), [69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(72, pc(v_49), [70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(73, pc(v_48), [71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(74, pc(v_47), [72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(75, pc(v_46), [73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(76, pc(v_45), [74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(77, pc(v_44), [75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(78, pc(v_43), [76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(79, pc(v_42), [77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(80, pc(v_41), [78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(81, pc(v_40), [79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(82, pc(v_39), [80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(83, pc(v_38), [81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(84, pc(v_37), [82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(85, pc(v_36), [83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(86, pc(v_35), [84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(87, pc(v_34), [85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(88, pc(v_33), [86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(89, pc(v_32), [87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(90, pc(v_31), [88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(91, pc(v_30), [89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(92, pc(v_29), [90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(93, pc(v_28), [91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(94, pc(v_27), [92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(95, pc(v_26), [93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(96, pc(v_25), [94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(97, pc(v_24), [95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(98, pc(v_23), [96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(99, pc(v_22), [97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(100, pc(v_21), [98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(101, pc(v_20), [99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(102, pc(v_19), [100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(103, pc(v_18), [101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(104, pc(v_17), [102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(105, pc(v_16), [103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(106, pc(v_15), [104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(107, pc(v_14), [105,106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(108, pc(v_13), [106,107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(109, pc(v_12), [107,108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(110, pc(v_11), [108,109,110,111,112,113,114,115,116,117,118]).
abstract_state(111, pc(v_10), [109,110,111,112,113,114,115,116,117,118]).
abstract_state(112, pc(v_9), [110,111,112,113,114,115,116,117,118]).
abstract_state(113, pc(v_8), [111,112,113,114,115,116,117,118]).
abstract_state(114, pc(v_7), [112,113,114,115,116,117,118]).
abstract_state(115, pc(v_6), [113,114,115,116,117,118]).
abstract_state(116, pc(v_5), [114,115,116,117,118]).
abstract_state(117, pc(v_4), [115,116,117,118]).
abstract_state(118, pc(v_3), [116,117,118]).
abstract_state(119, pc(v_2), [117,118]).

frontier 0: 1 pc(v_0) from 0 by appying 0: 	T
frontier 2: 3 pc(v_1) from 2 by appying tid([1]): 	x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 3: 4 pc(v_60) from 3 by appying tid([237]): 	x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 3: 5 pc(v_59) from 3 by appying tid([234]): 	x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 63 pc(v_58) from 6 by appying tid([58]): 	x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 64 pc(v_57) from 7 by appying tid([57]): 	x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 65 pc(v_56) from 8 by appying tid([56]): 	x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 66 pc(v_55) from 9 by appying tid([55]): 	x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 67 pc(v_54) from 10 by appying tid([54]): 	x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 68 pc(v_53) from 11 by appying tid([53]): 	x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 69 pc(v_52) from 12 by appying tid([52]): 	x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 70 pc(v_51) from 13 by appying tid([51]): 	x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 71 pc(v_50) from 14 by appying tid([50]): 	x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 72 pc(v_49) from 15 by appying tid([49]): 	x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 73 pc(v_48) from 16 by appying tid([48]): 	x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 74 pc(v_47) from 17 by appying tid([47]): 	x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 75 pc(v_46) from 18 by appying tid([46]): 	x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 76 pc(v_45) from 19 by appying tid([45]): 	x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 77 pc(v_44) from 20 by appying tid([44]): 	x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 78 pc(v_43) from 21 by appying tid([43]): 	x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 79 pc(v_42) from 22 by appying tid([42]): 	x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 80 pc(v_41) from 23 by appying tid([41]): 	x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 81 pc(v_40) from 24 by appying tid([40]): 	x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 82 pc(v_39) from 25 by appying tid([39]): 	x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 83 pc(v_38) from 26 by appying tid([38]): 	x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 84 pc(v_37) from 27 by appying tid([37]): 	x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 85 pc(v_36) from 28 by appying tid([36]): 	x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 86 pc(v_35) from 29 by appying tid([35]): 	x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 87 pc(v_34) from 30 by appying tid([34]): 	x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 88 pc(v_33) from 31 by appying tid([33]): 	x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 89 pc(v_32) from 32 by appying tid([32]): 	x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 90 pc(v_31) from 33 by appying tid([31]): 	x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 91 pc(v_30) from 34 by appying tid([30]): 	x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 92 pc(v_29) from 35 by appying tid([29]): 	x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 93 pc(v_28) from 36 by appying tid([28]): 	x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 94 pc(v_27) from 37 by appying tid([27]): 	x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 95 pc(v_26) from 38 by appying tid([26]): 	x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 96 pc(v_25) from 39 by appying tid([25]): 	x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 97 pc(v_24) from 40 by appying tid([24]): 	x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 98 pc(v_23) from 41 by appying tid([23]): 	x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
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frontier 4: 107 pc(v_14) from 50 by appying tid([14]): 	x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 108 pc(v_13) from 51 by appying tid([13]): 	x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 109 pc(v_12) from 52 by appying tid([12]): 	x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 110 pc(v_11) from 53 by appying tid([11]): 	x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 111 pc(v_10) from 54 by appying tid([10]): 	x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 112 pc(v_9) from 55 by appying tid([9]): 	x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 113 pc(v_8) from 56 by appying tid([8]): 	x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 114 pc(v_7) from 57 by appying tid([7]): 	x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 115 pc(v_6) from 58 by appying tid([6]): 	x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 116 pc(v_5) from 59 by appying tid([5]): 	x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 117 pc(v_4) from 60 by appying tid([4]): 	x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 118 pc(v_3) from 61 by appying tid([3]): 	x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2
frontier 4: 119 pc(v_2) from 62 by appying tid([2]): 	x_2-x_3>=2, x_1-x_2>=2

_9278209:	#118:	x_59-x_60>=5, x_58-x_59>=5, x_57-x_58>=5, x_56-x_57>=5, x_55-x_56>=5, x_54-x_55>=5, x_53-x_54>=5, x_52-x_53>=5, x_51-x_52>=5, x_50-x_51>=5, x_49-x_50>=5, x_48-x_49>=5, x_47-x_48>=5, x_46-x_47>=5, x_45-x_46>=5, x_44-x_45>=5, x_43-x_44>=5, x_42-x_43>=5, x_41-x_42>=5, x_40-x_41>=5, x_39-x_40>=5, x_38-x_39>=5, x_37-x_38>=5, x_36-x_37>=5, x_35-x_36>=5, x_34-x_35>=5, x_33-x_34>=5, x_32-x_33>=5, x_31-x_32>=5, x_30-x_31>=5, x_29-x_30>=5, x_28-x_29>=5, x_27-x_28>=5, x_26-x_27>=5, x_25-x_26>=5, x_24-x_25>=5, x_23-x_24>=5, x_22-x_23>=5, x_21-x_22>=5, x_20-x_21>=5, x_19-x_20>=5, x_18-x_19>=5, x_17-x_18>=5, x_16-x_17>=5, x_15-x_16>=5, x_14-x_15>=5, x_13-x_14>=5, x_12-x_13>=5, x_11-x_12>=5, x_10-x_11>=5, x_9-x_10>=5, x_8-x_9>=5, x_7-x_8>=5, x_6-x_7>=5, x_5-x_6>=5, x_4-x_5>=5, x_3-x_4>=5, x_2-x_3>=5, x_1-x_2>=5, x_59-x_60>=2, x_58-x_59>=2, x_57-x_58>=2, x_56-x_57>=2, x_55-x_56>=2, x_54-x_55>=2, x_53-x_54>=2, x_52-x_53>=2, x_51-x_52>=2, x_50-x_51>=2, x_49-x_50>=2, x_48-x_49>=2, x_47-x_48>=2, x_46-x_47>=2, x_45-x_46>=2, x_44-x_45>=2, x_43-x_44>=2, x_42-x_43>=2, x_41-x_42>=2, x_40-x_41>=2, x_39-x_40>=2, x_38-x_39>=2, x_37-x_38>=2, x_36-x_37>=2, x_35-x_36>=2, x_34-x_35>=2, x_33-x_34>=2, x_32-x_33>=2, x_31-x_32>=2, x_30-x_31>=2, x_29-x_30>=2, x_28-x_29>=2, x_27-x_28>=2, x_26-x_27>=2, x_25-x_26>=2, x_24-x_25>=2, x_23-x_24>=2, x_22-x_23>=2, x_21-x_22>=2, x_20-x_21>=2, x_19-x_20>=2, x_18-x_19>=2, x_17-x_18>=2, x_16-x_17>=2, x_15-x_16>=2, x_14-x_15>=2, x_13-x_14>=2, x_12-x_13>=2, x_11-x_12>=2, x_10-x_11>=2, x_9-x_10>=2, x_8-x_9>=2, x_7-x_8>=2, x_6-x_7>=2, x_5-x_6>=2, x_4-x_5>=2, x_3-x_4>=2, x_2-x_3>=2, x_1-x_2>=2

==================================================
verifying fixpoint...[runlim] sample:		1678.5 seconds, 171.0 MB
done.
pc(v_0): [[]]
pc(v_1): [[60,61,62,63,64,65,66,67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_10): [[109,110,111,112,113,114,115,116,117,118]]
pc(v_11): [[108,109,110,111,112,113,114,115,116,117,118]]
pc(v_12): [[107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_13): [[106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_14): [[105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_15): [[104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_16): [[103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_17): [[102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_18): [[101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_19): [[100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_2): [[117,118]]
pc(v_20): [[99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_21): [[98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_22): [[97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_23): [[96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_24): [[95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_25): [[94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_26): [[93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_27): [[92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_28): [[91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_29): [[90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_3): [[116,117,118]]
pc(v_30): [[89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_31): [[88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_32): [[87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_33): [[86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_34): [[85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_35): [[84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_36): [[83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_37): [[82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_38): [[81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_39): [[80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_4): [[115,116,117,118]]
pc(v_40): [[79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_41): [[78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_42): [[77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_43): [[76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_44): [[75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_45): [[74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_46): [[73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_47): [[72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_48): [[71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_49): [[70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_5): [[114,115,116,117,118]]
pc(v_50): [[69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_51): [[68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_52): [[67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_53): [[66,67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_54): [[65,66,67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_55): [[64,65,66,67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_56): [[63,64,65,66,67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_57): [[62,63,64,65,66,67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_58): [[61,62,63,64,65,66,67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_59): [[60,61,62,63,64,65,66,67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_6): [[113,114,115,116,117,118]]
pc(v_60): [[60,61,62,63,64,65,66,67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118]]
pc(v_7): [[112,113,114,115,116,117,118]]
pc(v_8): [[111,112,113,114,115,116,117,118]]
pc(v_9): [[110,111,112,113,114,115,116,117,118]]
Time on instantiating uf axioms:		run 0.00,	 wall 0.00 s.
Time on cli constraint solving:		run 467.95,	 wall 824.51 s.
Time on cli constraint preparation:		run 0.85,	 wall 0.81 s.
Time on cli matrix parsing:		run 0.00,	 wall 0.00 s.
Time on cli preprocessing:		run 0.00,	 wall 0.00 s.
Time on computing the subsumer subtree:		run 0.00,	 wall 0.00 s.
Time on finding the location of subsumer in queue:		run 0.00,	 wall 0.00 s.
Time on asserting thick transitions:		run 0.00,	 wall 0.00 s.
Time on path invariant generation:		run 0.00,	 wall 0.00 s.
Time on new predicate selection:		run 0.53,	 wall 0.49 s.
Time on refinement preprocessing cut:		run 16.65,	 wall 16.65 s.
Time on refinement cutting trace:		run 486.08,	 wall 842.62 s.
Time on refinement finding unsat subtrace:		run 8.18,	 wall 8.40 s.
Time on refinement:		run 494.52,	 wall 851.33 s.
Time on concrete postcondition operator:		run 0.00,	 wall 0.00 s.
Time on fixpoint abstraction:		run 263.25,	 wall 265.77 s.
Time on fixpoint test:		run 0.44,	 wall 0.43 s.
Time on abstract check:		run 494.63,	 wall 520.14 s.
Time on total including result checking:		run 1088.94,	 wall 1473.97 s.
Time on check result:		run 2.29,	 wall 2.76 s.
Time on total:		run 1086.65,	 wall 1471.21 s.
Number of interpolation queries:	118.
Number of entailment checks during fixpoint checking:	61.
Number of entailment checks that could be saved:	0.
Number of entailment checks for abstraction:	736,497.



==================================================
ARMC: program is correct

preds(p(_,data(A,B,C,D,E,F,G,H,I,J,K,L,M,N,O,P,Q,R,S,T,U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1,Q1,R1,S1,T1,U1,V1,W1,X1,Y1,Z1,A2,B2,C2,D2,E2,F2,G2,H2,_)), [G2-H2>=rat(5,1),F2-G2>=rat(5,1),E2-F2>=rat(5,1),D2-E2>=rat(5,1),C2-D2>=rat(5,1),B2-C2>=rat(5,1),A2-B2>=rat(5,1),Z1-A2>=rat(5,1),Y1-Z1>=rat(5,1),X1-Y1>=rat(5,1),W1-X1>=rat(5,1),V1-W1>=rat(5,1),U1-V1>=rat(5,1),T1-U1>=rat(5,1),S1-T1>=rat(5,1),R1-S1>=rat(5,1),Q1-R1>=rat(5,1),P1-Q1>=rat(5,1),O1-P1>=rat(5,1),N1-O1>=rat(5,1),M1-N1>=rat(5,1),L1-M1>=rat(5,1),K1-L1>=rat(5,1),J1-K1>=rat(5,1),I1-J1>=rat(5,1),H1-I1>=rat(5,1),G1-H1>=rat(5,1),F1-G1>=rat(5,1),E1-F1>=rat(5,1),D1-E1>=rat(5,1),C1-D1>=rat(5,1),B1-C1>=rat(5,1),A1-B1>=rat(5,1),Z-A1>=rat(5,1),Y-Z>=rat(5,1),X-Y>=rat(5,1),W-X>=rat(5,1),V-W>=rat(5,1),U-V>=rat(5,1),T-U>=rat(5,1),S-T>=rat(5,1),R-S>=rat(5,1),Q-R>=rat(5,1),P-Q>=rat(5,1),O-P>=rat(5,1),N-O>=rat(5,1),M-N>=rat(5,1),L-M>=rat(5,1),K-L>=rat(5,1),J-K>=rat(5,1),I-J>=rat(5,1),H-I>=rat(5,1),G-H>=rat(5,1),F-G>=rat(5,1),E-F>=rat(5,1),D-E>=rat(5,1),C-D>=rat(5,1),B-C>=rat(5,1),A-B>=rat(5,1),G2-H2>=rat(2,1),F2-G2>=rat(2,1),E2-F2>=rat(2,1),D2-E2>=rat(2,1),C2-D2>=rat(2,1),B2-C2>=rat(2,1),A2-B2>=rat(2,1),Z1-A2>=rat(2,1),Y1-Z1>=rat(2,1),X1-Y1>=rat(2,1),W1-X1>=rat(2,1),V1-W1>=rat(2,1),U1-V1>=rat(2,1),T1-U1>=rat(2,1),S1-T1>=rat(2,1),R1-S1>=rat(2,1),Q1-R1>=rat(2,1),P1-Q1>=rat(2,1),O1-P1>=rat(2,1),N1-O1>=rat(2,1),M1-N1>=rat(2,1),L1-M1>=rat(2,1),K1-L1>=rat(2,1),J1-K1>=rat(2,1),I1-J1>=rat(2,1),H1-I1>=rat(2,1),G1-H1>=rat(2,1),F1-G1>=rat(2,1),E1-F1>=rat(2,1),D1-E1>=rat(2,1),C1-D1>=rat(2,1),B1-C1>=rat(2,1),A1-B1>=rat(2,1),Z-A1>=rat(2,1),Y-Z>=rat(2,1),X-Y>=rat(2,1),W-X>=rat(2,1),V-W>=rat(2,1),U-V>=rat(2,1),T-U>=rat(2,1),S-T>=rat(2,1),R-S>=rat(2,1),Q-R>=rat(2,1),P-Q>=rat(2,1),O-P>=rat(2,1),N-O>=rat(2,1),M-N>=rat(2,1),L-M>=rat(2,1),K-L>=rat(2,1),J-K>=rat(2,1),I-J>=rat(2,1),H-I>=rat(2,1),G-H>=rat(2,1),F-G>=rat(2,1),E-F>=rat(2,1),D-E>=rat(2,1),C-D>=rat(2,1),B-C>=rat(2,1),A-B>=rat(2,1)]).


System information
Variables: 61
Transitions: 239
Locations: 62

Analysis information
Predicates: 118
Reachable abstract states: 119
Abstraction refinement iterations: 118
[runlim] end:			Mon Dec  1 12:47:36 2014
[runlim] status:		ok
[runlim] result:		0
[runlim] children:		0
[runlim] real:			1501.93 seconds
[runlim] time:			1499.22 seconds
[runlim] space:			171.0 MB
[runlim] samples:		15015