[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]:		live
[runlim] argv[2]:		/home/zhouyan/BACH/tmpFile20141130192006.armc
[runlim] argv[3]:		-straight
[runlim] start:			Sun Nov 30 19:23:08 2014
[runlim] main pid:		29608
ARMC3: Abstraction Refinement Model Checker, v. 3.20.05 (May-21-2008)
rybal@mpi-sws.mpg.de
cmd line: [live,/home/zhouyan/BACH/tmpFile20141130192006.armc,-straight]
reading input from /home/zhouyan/BACH/tmpFile20141130192006.armc...done.
creating straight line code between cutpoints...done.
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,_)), p(pc(v_21),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,S-T<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0], [79]).
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,_)), p(pc(v_1),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,S-T>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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], [78]).
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,_)), p(pc(v_20),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,S-T<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0], [77]).
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,_)), p(pc(v_21),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,R-S<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0], [76]).
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,_)), p(pc(v_1),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,R-S>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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], [75]).
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,_)), p(pc(v_19),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,R-S<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0], [74]).
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,_)), p(pc(v_21),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,Q-R<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0], [73]).
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,_)), p(pc(v_1),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,Q-R>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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], [72]).
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,_)), p(pc(v_18),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,Q-R<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0], [71]).
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,_)), p(pc(v_21),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,P-Q<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0], [70]).
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,_)), p(pc(v_1),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,P-Q>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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], [69]).
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,_)), p(pc(v_17),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,P-Q<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0], [68]).
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,_)), p(pc(v_21),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,O-P<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0], [67]).
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,_)), p(pc(v_1),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,O-P>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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], [66]).
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,_)), p(pc(v_16),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,O-P<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0], [65]).
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,_)), p(pc(v_21),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,N-O<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0], [64]).
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,_)), p(pc(v_1),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,N-O>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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], [63]).
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,_)), p(pc(v_15),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,N-O<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0], [62]).
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,_)), p(pc(v_21),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,M-N<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0], [61]).
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,_)), p(pc(v_1),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,M-N>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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], [60]).
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,_)), p(pc(v_14),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,M-N<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0], [59]).
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,_)), p(pc(v_21),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,L-M<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0], [58]).
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,_)), p(pc(v_1),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,L-M>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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], [57]).
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,_)), p(pc(v_13),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,L-M<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0], [56]).
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,_)), p(pc(v_21),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,K-L<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0], [55]).
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,_)), p(pc(v_1),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,K-L>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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], [54]).
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,_)), p(pc(v_12),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,K-L<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0], [53]).
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,_)), p(pc(v_21),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,J-K<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0], [52]).
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,_)), p(pc(v_1),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,J-K>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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], [51]).
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,_)), p(pc(v_11),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,J-K<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0], [50]).
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,_)), p(pc(v_21),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,I-J<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0], [49]).
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,_)), p(pc(v_1),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,I-J>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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], [48]).
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,_)), p(pc(v_10),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,I-J<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0], [47]).
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,_)), p(pc(v_21),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,H-I<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0], [46]).
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,_)), p(pc(v_1),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,H-I>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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], [45]).
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,_)), p(pc(v_9),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,H-I<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0], [44]).
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,_)), p(pc(v_21),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,G-H<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0], [43]).
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,_)), p(pc(v_1),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,G-H>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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], [42]).
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,_)), p(pc(v_8),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,G-H<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0], [41]).
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,_)), p(pc(v_21),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,F-G<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0], [40]).
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,_)), p(pc(v_1),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,F-G>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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], [39]).
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,_)), p(pc(v_7),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,F-G<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0], [38]).
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,_)), p(pc(v_21),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,E-F<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0], [37]).
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,_)), p(pc(v_1),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,E-F>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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], [36]).
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,_)), p(pc(v_6),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,E-F<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0], [35]).
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,_)), p(pc(v_21),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,D-E<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0], [34]).
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,_)), p(pc(v_1),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,D-E>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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], [33]).
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,_)), p(pc(v_5),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,D-E<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0], [32]).
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,_)), p(pc(v_21),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,C-D<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0], [31]).
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,_)), p(pc(v_1),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,C-D>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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], [30]).
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,_)), p(pc(v_4),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,C-D<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0], [29]).
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,_)), p(pc(v_21),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,B-C<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0], [28]).
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,_)), p(pc(v_1),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,B-C>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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], [27]).
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,_)), p(pc(v_3),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,B-C<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0], [26]).
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,_)), p(pc(v_21),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,A-B<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0], [25]).
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,_)), p(pc(v_1),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,A-B>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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], [24]).
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,_)), p(pc(v_2),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,A-B<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0], [23]).
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)), p(pc(v_21),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), [], [O1=T+12*U,N1=S+12*U,M1=R+12*U,L1=Q+12*U,K1=P+12*U,J1=O+12*U,I1=N+12*U,H1=M+12*U,G1=L+12*U,F1=K+12*U,E1=J+12*U,D1=I+12*U,C1=H+12*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>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)), p(pc(v_20),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), [], [O1=T+10*U,N1=S+12*U,M1=R+12*U,L1=Q+12*U,K1=P+12*U,J1=O+12*U,I1=N+12*U,H1=M+12*U,G1=L+12*U,F1=K+12*U,E1=J+12*U,D1=I+12*U,C1=H+12*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>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)), p(pc(v_19),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), [], [O1=<T+10*U,O1>=T+8*U,N1=S+10*U,M1=R+12*U,L1=Q+12*U,K1=P+12*U,J1=O+12*U,I1=N+12*U,H1=M+12*U,G1=L+12*U,F1=K+12*U,E1=J+12*U,D1=I+12*U,C1=H+12*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>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)), p(pc(v_18),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), [], [O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=R+10*U,L1=Q+12*U,K1=P+12*U,J1=O+12*U,I1=N+12*U,H1=M+12*U,G1=L+12*U,F1=K+12*U,E1=J+12*U,D1=I+12*U,C1=H+12*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>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)), p(pc(v_17),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), [], [O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=Q+10*U,K1=P+12*U,J1=O+12*U,I1=N+12*U,H1=M+12*U,G1=L+12*U,F1=K+12*U,E1=J+12*U,D1=I+12*U,C1=H+12*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>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)), p(pc(v_16),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), [], [O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=P+10*U,J1=O+12*U,I1=N+12*U,H1=M+12*U,G1=L+12*U,F1=K+12*U,E1=J+12*U,D1=I+12*U,C1=H+12*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>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)), p(pc(v_15),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), [], [O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=O+10*U,I1=N+12*U,H1=M+12*U,G1=L+12*U,F1=K+12*U,E1=J+12*U,D1=I+12*U,C1=H+12*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>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)), p(pc(v_14),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), [], [O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=N+10*U,H1=M+12*U,G1=L+12*U,F1=K+12*U,E1=J+12*U,D1=I+12*U,C1=H+12*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>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)), p(pc(v_13),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), [], [O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=<N+10*U,I1>=N+8*U,H1=M+10*U,G1=L+12*U,F1=K+12*U,E1=J+12*U,D1=I+12*U,C1=H+12*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>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)), p(pc(v_12),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), [], [O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=<N+10*U,I1>=N+8*U,H1=<M+10*U,H1>=M+8*U,G1=L+10*U,F1=K+12*U,E1=J+12*U,D1=I+12*U,C1=H+12*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>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)), p(pc(v_11),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), [], [O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=<N+10*U,I1>=N+8*U,H1=<M+10*U,H1>=M+8*U,G1=<L+10*U,G1>=L+8*U,F1=K+10*U,E1=J+12*U,D1=I+12*U,C1=H+12*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>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)), p(pc(v_10),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), [], [O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=<N+10*U,I1>=N+8*U,H1=<M+10*U,H1>=M+8*U,G1=<L+10*U,G1>=L+8*U,F1=<K+10*U,F1>=K+8*U,E1=J+10*U,D1=I+12*U,C1=H+12*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>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)), p(pc(v_9),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), [], [O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=<N+10*U,I1>=N+8*U,H1=<M+10*U,H1>=M+8*U,G1=<L+10*U,G1>=L+8*U,F1=<K+10*U,F1>=K+8*U,E1=<J+10*U,E1>=J+8*U,D1=I+10*U,C1=H+12*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>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)), p(pc(v_8),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), [], [O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=<N+10*U,I1>=N+8*U,H1=<M+10*U,H1>=M+8*U,G1=<L+10*U,G1>=L+8*U,F1=<K+10*U,F1>=K+8*U,E1=<J+10*U,E1>=J+8*U,D1=<I+10*U,D1>=I+8*U,C1=H+10*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>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)), p(pc(v_7),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), [], [O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=<N+10*U,I1>=N+8*U,H1=<M+10*U,H1>=M+8*U,G1=<L+10*U,G1>=L+8*U,F1=<K+10*U,F1>=K+8*U,E1=<J+10*U,E1>=J+8*U,D1=<I+10*U,D1>=I+8*U,C1=<H+10*U,C1>=H+8*U,B1=G+10*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>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)), p(pc(v_6),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), [], [O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=<N+10*U,I1>=N+8*U,H1=<M+10*U,H1>=M+8*U,G1=<L+10*U,G1>=L+8*U,F1=<K+10*U,F1>=K+8*U,E1=<J+10*U,E1>=J+8*U,D1=<I+10*U,D1>=I+8*U,C1=<H+10*U,C1>=H+8*U,B1=<G+10*U,B1>=G+8*U,A1=F+10*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>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)), p(pc(v_5),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), [], [O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=<N+10*U,I1>=N+8*U,H1=<M+10*U,H1>=M+8*U,G1=<L+10*U,G1>=L+8*U,F1=<K+10*U,F1>=K+8*U,E1=<J+10*U,E1>=J+8*U,D1=<I+10*U,D1>=I+8*U,C1=<H+10*U,C1>=H+8*U,B1=<G+10*U,B1>=G+8*U,A1=<F+10*U,A1>=F+8*U,Z=E+10*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>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)), p(pc(v_4),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), [], [O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=<N+10*U,I1>=N+8*U,H1=<M+10*U,H1>=M+8*U,G1=<L+10*U,G1>=L+8*U,F1=<K+10*U,F1>=K+8*U,E1=<J+10*U,E1>=J+8*U,D1=<I+10*U,D1>=I+8*U,C1=<H+10*U,C1>=H+8*U,B1=<G+10*U,B1>=G+8*U,A1=<F+10*U,A1>=F+8*U,Z=<E+10*U,Z>=E+8*U,Y=D+10*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>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)), p(pc(v_3),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), [], [O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=<N+10*U,I1>=N+8*U,H1=<M+10*U,H1>=M+8*U,G1=<L+10*U,G1>=L+8*U,F1=<K+10*U,F1>=K+8*U,E1=<J+10*U,E1>=J+8*U,D1=<I+10*U,D1>=I+8*U,C1=<H+10*U,C1>=H+8*U,B1=<G+10*U,B1>=G+8*U,A1=<F+10*U,A1>=F+8*U,Z=<E+10*U,Z>=E+8*U,Y=<D+10*U,Y>=D+8*U,X=C+10*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>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)), p(pc(v_2),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), [], [O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=<N+10*U,I1>=N+8*U,H1=<M+10*U,H1>=M+8*U,G1=<L+10*U,G1>=L+8*U,F1=<K+10*U,F1>=K+8*U,E1=<J+10*U,E1>=J+8*U,D1=<I+10*U,D1>=I+8*U,C1=<H+10*U,C1>=H+8*U,B1=<G+10*U,B1>=G+8*U,A1=<F+10*U,A1>=F+8*U,Z=<E+10*U,Z>=E+8*U,Y=<D+10*U,Y>=D+8*U,X=<C+10*U,X>=C+8*U,W=B+10*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>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)), p(pc(v_1),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), [], [O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=<N+10*U,I1>=N+8*U,H1=<M+10*U,H1>=M+8*U,G1=<L+10*U,G1>=L+8*U,F1=<K+10*U,F1>=K+8*U,E1=<J+10*U,E1>=J+8*U,D1=<I+10*U,D1>=I+8*U,C1=<H+10*U,C1>=H+8*U,B1=<G+10*U,B1>=G+8*U,A1=<F+10*U,A1>=F+8*U,Z=<E+10*U,Z>=E+8*U,Y=<D+10*U,Y>=D+8*U,X=<C+10*U,X>=C+8*U,W=<B+10*U,W>=B+8*U,V=<A+10*U,V>=A+8*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>2,S-T>2,M1-N1<10,R-S<10,M1-N1>2,R-S>2,L1-M1<10,Q-R<10,L1-M1>2,Q-R>2,K1-L1<10,P-Q<10,K1-L1>2,P-Q>2,J1-K1<10,O-P<10,J1-K1>2,O-P>2,I1-J1<10,N-O<10,I1-J1>2,N-O>2,H1-I1<10,M-N<10,H1-I1>2,M-N>2,G1-H1<10,L-M<10,G1-H1>2,L-M>2,F1-G1<10,K-L<10,F1-G1>2,K-L>2,E1-F1<10,J-K<10,E1-F1>2,J-K>2,D1-E1<10,I-J<10,D1-E1>2,I-J>2,C1-D1<10,H-I<10,C1-D1>2,H-I>2,B1-C1<10,G-H<10,B1-C1>2,G-H>2,A1-B1<10,F-G<10,A1-B1>2,F-G>2,Z-A1<10,E-F<10,Z-A1>2,E-F>2,Y-Z<10,D-E<10,Y-Z>2,D-E>2,X-Y<10,C-D<10,X-Y>2,C-D>2,W-X<10,B-C<10,W-X>2,B-C>2,V-W<10,A-B<10,V-W>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)), [], [T=25.0,S=30.0,R=35.0,Q=40.0,P=45.0,O=50.0,N=55.0,M=60.0,L=65.0,K=70.0,J=75.0,I=80.0,H=85.0,G=90.0,F=95.0,E=100.0,D=105.0,C=110.0,B=115.0,A=120.0,U>0,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], [22]).


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,_)), p(pc(v_21),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,S-T<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,S-T<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0], tid([79])).
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,_)), p(pc(v_1),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,S-T>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,S-T>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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], tid([78])).
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,_)), p(pc(v_20),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,S-T<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,S-T<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0], tid([77])).
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,_)), p(pc(v_21),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,R-S<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,R-S<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0], tid([76])).
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,_)), p(pc(v_1),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,R-S>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,R-S>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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], tid([75])).
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,_)), p(pc(v_19),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,R-S<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,R-S<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0], tid([74])).
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,_)), p(pc(v_21),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,Q-R<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,Q-R<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0], tid([73])).
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,_)), p(pc(v_1),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,Q-R>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,Q-R>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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], tid([72])).
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,_)), p(pc(v_18),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,Q-R<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,Q-R<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0], tid([71])).
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,_)), p(pc(v_21),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,P-Q<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,P-Q<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0], tid([70])).
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,_)), p(pc(v_1),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,P-Q>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,P-Q>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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], tid([69])).
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,_)), p(pc(v_17),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,P-Q<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,P-Q<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0], tid([68])).
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,_)), p(pc(v_21),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,O-P<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,O-P<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0], tid([67])).
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,_)), p(pc(v_1),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,O-P>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,O-P>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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], tid([66])).
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,_)), p(pc(v_16),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,O-P<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,O-P<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0], tid([65])).
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,_)), p(pc(v_21),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,N-O<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,N-O<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0], tid([64])).
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,_)), p(pc(v_1),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,N-O>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,N-O>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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], tid([63])).
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,_)), p(pc(v_15),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,N-O<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,N-O<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0], tid([62])).
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,_)), p(pc(v_21),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,M-N<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,M-N<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0], tid([61])).
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,_)), p(pc(v_1),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,M-N>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,M-N>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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], tid([60])).
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,_)), p(pc(v_14),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,M-N<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,M-N<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0], tid([59])).
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,_)), p(pc(v_21),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,L-M<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,L-M<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0], tid([58])).
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,_)), p(pc(v_1),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,L-M>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,L-M>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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], tid([57])).
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,_)), p(pc(v_13),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,L-M<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,L-M<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0], tid([56])).
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,_)), p(pc(v_21),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,K-L<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,K-L<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0], tid([55])).
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,_)), p(pc(v_1),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,K-L>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,K-L>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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], tid([54])).
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,_)), p(pc(v_12),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,K-L<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,K-L<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0], tid([53])).
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,_)), p(pc(v_21),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,J-K<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,J-K<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0], tid([52])).
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,_)), p(pc(v_1),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,J-K>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,J-K>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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], tid([51])).
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,_)), p(pc(v_11),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,J-K<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,J-K<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0], tid([50])).
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,_)), p(pc(v_21),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,I-J<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,I-J<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0], tid([49])).
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,_)), p(pc(v_1),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,I-J>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,I-J>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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], tid([48])).
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,_)), p(pc(v_10),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,I-J<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,I-J<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0], tid([47])).
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,_)), p(pc(v_21),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,H-I<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,H-I<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0], tid([46])).
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,_)), p(pc(v_1),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,H-I>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,H-I>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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], tid([45])).
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,_)), p(pc(v_9),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,H-I<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,H-I<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0], tid([44])).
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,_)), p(pc(v_21),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,G-H<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,G-H<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0], tid([43])).
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,_)), p(pc(v_1),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,G-H>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,G-H>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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], tid([42])).
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,_)), p(pc(v_8),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,G-H<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,G-H<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0], tid([41])).
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,_)), p(pc(v_21),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,F-G<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,F-G<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0], tid([40])).
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,_)), p(pc(v_1),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,F-G>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,F-G>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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], tid([39])).
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,_)), p(pc(v_7),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,F-G<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,F-G<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0], tid([38])).
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,_)), p(pc(v_21),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,E-F<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,E-F<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0], tid([37])).
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,_)), p(pc(v_1),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,E-F>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,E-F>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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], tid([36])).
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,_)), p(pc(v_6),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,E-F<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,E-F<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0], tid([35])).
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,_)), p(pc(v_21),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,D-E<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,D-E<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0], tid([34])).
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,_)), p(pc(v_1),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,D-E>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,D-E>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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], tid([33])).
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,_)), p(pc(v_5),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,D-E<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,D-E<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0], tid([32])).
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,_)), p(pc(v_21),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,C-D<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,C-D<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0], tid([31])).
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,_)), p(pc(v_1),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,C-D>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,C-D>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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], tid([30])).
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,_)), p(pc(v_4),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,C-D<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,C-D<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0], tid([29])).
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,_)), p(pc(v_21),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,B-C<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,B-C<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0], tid([28])).
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,_)), p(pc(v_1),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,B-C>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,B-C>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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], tid([27])).
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,_)), p(pc(v_3),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,B-C<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,B-C<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0], tid([26])).
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,_)), p(pc(v_21),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,A-B<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,A-B<1,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0], tid([25])).
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,_)), p(pc(v_1),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,A-B>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,A-B>5,S-T<10,S-T>0,R-S<10,R-S>0,Q-R<10,Q-R>0,P-Q<10,P-Q>0,O-P<10,O-P>0,N-O<10,N-O>0,M-N<10,M-N>0,L-M<10,L-M>0,K-L<10,K-L>0,J-K<10,J-K>0,I-J<10,I-J>0,H-I<10,H-I>0,G-H<10,G-H>0,F-G<10,F-G>0,E-F<10,E-F>0,D-E<10,D-E>0,C-D<10,C-D>0,B-C<10,B-C>0,A-B<10,A-B>0,O1>0,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], tid([24])).
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,_)), p(pc(v_2),data(U,V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1)), {N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,A-B<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0}, [], [N1=T,M1=S,L1=R,K1=Q,J1=P,I1=O,H1=N,G1=M,F1=L,E1=K,D1=J,C1=I,B1=H,A1=G,Z=F,Y=E,X=D,W=C,V=B,U=A,A-B<4,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,O1>0,M1-N1<10,M1-N1>0,L1-M1<10,L1-M1>0,K1-L1<10,K1-L1>0,J1-K1<10,J1-K1>0,I1-J1<10,I1-J1>0,H1-I1<10,H1-I1>0,G1-H1<10,G1-H1>0,F1-G1<10,F1-G1>0,E1-F1<10,E1-F1>0,D1-E1<10,D1-E1>0,C1-D1<10,C1-D1>0,B1-C1<10,B1-C1>0,A1-B1<10,A1-B1>0,Z-A1<10,Z-A1>0,Y-Z<10,Y-Z>0,X-Y<10,X-Y>0,W-X<10,W-X>0,V-W<10,V-W>0,U-V<10,U-V>0], tid([23])).
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)), p(pc(v_21),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), {O1=T+12*U,N1=S+12*U,M1=R+12*U,L1=Q+12*U,K1=P+12*U,J1=O+12*U,I1=N+12*U,H1=M+12*U,G1=L+12*U,F1=K+12*U,E1=J+12*U,D1=I+12*U,C1=H+12*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0}, [], [O1=T+12*U,N1=S+12*U,M1=R+12*U,L1=Q+12*U,K1=P+12*U,J1=O+12*U,I1=N+12*U,H1=M+12*U,G1=L+12*U,F1=K+12*U,E1=J+12*U,D1=I+12*U,C1=H+12*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>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)), p(pc(v_20),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), {O1=T+10*U,N1=S+12*U,M1=R+12*U,L1=Q+12*U,K1=P+12*U,J1=O+12*U,I1=N+12*U,H1=M+12*U,G1=L+12*U,F1=K+12*U,E1=J+12*U,D1=I+12*U,C1=H+12*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>0,A-B>0}, [], [O1=T+10*U,N1=S+12*U,M1=R+12*U,L1=Q+12*U,K1=P+12*U,J1=O+12*U,I1=N+12*U,H1=M+12*U,G1=L+12*U,F1=K+12*U,E1=J+12*U,D1=I+12*U,C1=H+12*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>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)), p(pc(v_19),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), {O1=<T+10*U,O1>=T+8*U,N1=S+10*U,M1=R+12*U,L1=Q+12*U,K1=P+12*U,J1=O+12*U,I1=N+12*U,H1=M+12*U,G1=L+12*U,F1=K+12*U,E1=J+12*U,D1=I+12*U,C1=H+12*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>0,A-B>0}, [], [O1=<T+10*U,O1>=T+8*U,N1=S+10*U,M1=R+12*U,L1=Q+12*U,K1=P+12*U,J1=O+12*U,I1=N+12*U,H1=M+12*U,G1=L+12*U,F1=K+12*U,E1=J+12*U,D1=I+12*U,C1=H+12*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>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)), p(pc(v_18),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), {O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=R+10*U,L1=Q+12*U,K1=P+12*U,J1=O+12*U,I1=N+12*U,H1=M+12*U,G1=L+12*U,F1=K+12*U,E1=J+12*U,D1=I+12*U,C1=H+12*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>0,A-B>0}, [], [O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=R+10*U,L1=Q+12*U,K1=P+12*U,J1=O+12*U,I1=N+12*U,H1=M+12*U,G1=L+12*U,F1=K+12*U,E1=J+12*U,D1=I+12*U,C1=H+12*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>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)), p(pc(v_17),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), {O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=Q+10*U,K1=P+12*U,J1=O+12*U,I1=N+12*U,H1=M+12*U,G1=L+12*U,F1=K+12*U,E1=J+12*U,D1=I+12*U,C1=H+12*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>0,A-B>0}, [], [O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=Q+10*U,K1=P+12*U,J1=O+12*U,I1=N+12*U,H1=M+12*U,G1=L+12*U,F1=K+12*U,E1=J+12*U,D1=I+12*U,C1=H+12*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>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)), p(pc(v_16),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), {O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=P+10*U,J1=O+12*U,I1=N+12*U,H1=M+12*U,G1=L+12*U,F1=K+12*U,E1=J+12*U,D1=I+12*U,C1=H+12*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>0,A-B>0}, [], [O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=P+10*U,J1=O+12*U,I1=N+12*U,H1=M+12*U,G1=L+12*U,F1=K+12*U,E1=J+12*U,D1=I+12*U,C1=H+12*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>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)), p(pc(v_15),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), {O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=O+10*U,I1=N+12*U,H1=M+12*U,G1=L+12*U,F1=K+12*U,E1=J+12*U,D1=I+12*U,C1=H+12*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>0,A-B>0}, [], [O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=O+10*U,I1=N+12*U,H1=M+12*U,G1=L+12*U,F1=K+12*U,E1=J+12*U,D1=I+12*U,C1=H+12*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>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)), p(pc(v_14),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), {O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=N+10*U,H1=M+12*U,G1=L+12*U,F1=K+12*U,E1=J+12*U,D1=I+12*U,C1=H+12*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>0,A-B>0}, [], [O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=N+10*U,H1=M+12*U,G1=L+12*U,F1=K+12*U,E1=J+12*U,D1=I+12*U,C1=H+12*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>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)), p(pc(v_13),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), {O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=<N+10*U,I1>=N+8*U,H1=M+10*U,G1=L+12*U,F1=K+12*U,E1=J+12*U,D1=I+12*U,C1=H+12*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>0,A-B>0}, [], [O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=<N+10*U,I1>=N+8*U,H1=M+10*U,G1=L+12*U,F1=K+12*U,E1=J+12*U,D1=I+12*U,C1=H+12*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>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)), p(pc(v_12),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), {O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=<N+10*U,I1>=N+8*U,H1=<M+10*U,H1>=M+8*U,G1=L+10*U,F1=K+12*U,E1=J+12*U,D1=I+12*U,C1=H+12*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>0,A-B>0}, [], [O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=<N+10*U,I1>=N+8*U,H1=<M+10*U,H1>=M+8*U,G1=L+10*U,F1=K+12*U,E1=J+12*U,D1=I+12*U,C1=H+12*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>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)), p(pc(v_11),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), {O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=<N+10*U,I1>=N+8*U,H1=<M+10*U,H1>=M+8*U,G1=<L+10*U,G1>=L+8*U,F1=K+10*U,E1=J+12*U,D1=I+12*U,C1=H+12*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>0,A-B>0}, [], [O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=<N+10*U,I1>=N+8*U,H1=<M+10*U,H1>=M+8*U,G1=<L+10*U,G1>=L+8*U,F1=K+10*U,E1=J+12*U,D1=I+12*U,C1=H+12*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>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)), p(pc(v_10),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), {O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=<N+10*U,I1>=N+8*U,H1=<M+10*U,H1>=M+8*U,G1=<L+10*U,G1>=L+8*U,F1=<K+10*U,F1>=K+8*U,E1=J+10*U,D1=I+12*U,C1=H+12*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>0,A-B>0}, [], [O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=<N+10*U,I1>=N+8*U,H1=<M+10*U,H1>=M+8*U,G1=<L+10*U,G1>=L+8*U,F1=<K+10*U,F1>=K+8*U,E1=J+10*U,D1=I+12*U,C1=H+12*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>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)), p(pc(v_9),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), {O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=<N+10*U,I1>=N+8*U,H1=<M+10*U,H1>=M+8*U,G1=<L+10*U,G1>=L+8*U,F1=<K+10*U,F1>=K+8*U,E1=<J+10*U,E1>=J+8*U,D1=I+10*U,C1=H+12*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>0,A-B>0}, [], [O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=<N+10*U,I1>=N+8*U,H1=<M+10*U,H1>=M+8*U,G1=<L+10*U,G1>=L+8*U,F1=<K+10*U,F1>=K+8*U,E1=<J+10*U,E1>=J+8*U,D1=I+10*U,C1=H+12*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>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)), p(pc(v_8),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), {O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=<N+10*U,I1>=N+8*U,H1=<M+10*U,H1>=M+8*U,G1=<L+10*U,G1>=L+8*U,F1=<K+10*U,F1>=K+8*U,E1=<J+10*U,E1>=J+8*U,D1=<I+10*U,D1>=I+8*U,C1=H+10*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>0,A-B>0}, [], [O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=<N+10*U,I1>=N+8*U,H1=<M+10*U,H1>=M+8*U,G1=<L+10*U,G1>=L+8*U,F1=<K+10*U,F1>=K+8*U,E1=<J+10*U,E1>=J+8*U,D1=<I+10*U,D1>=I+8*U,C1=H+10*U,B1=G+12*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>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)), p(pc(v_7),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), {O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=<N+10*U,I1>=N+8*U,H1=<M+10*U,H1>=M+8*U,G1=<L+10*U,G1>=L+8*U,F1=<K+10*U,F1>=K+8*U,E1=<J+10*U,E1>=J+8*U,D1=<I+10*U,D1>=I+8*U,C1=<H+10*U,C1>=H+8*U,B1=G+10*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>0,A-B>0}, [], [O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=<N+10*U,I1>=N+8*U,H1=<M+10*U,H1>=M+8*U,G1=<L+10*U,G1>=L+8*U,F1=<K+10*U,F1>=K+8*U,E1=<J+10*U,E1>=J+8*U,D1=<I+10*U,D1>=I+8*U,C1=<H+10*U,C1>=H+8*U,B1=G+10*U,A1=F+12*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>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)), p(pc(v_6),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), {O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=<N+10*U,I1>=N+8*U,H1=<M+10*U,H1>=M+8*U,G1=<L+10*U,G1>=L+8*U,F1=<K+10*U,F1>=K+8*U,E1=<J+10*U,E1>=J+8*U,D1=<I+10*U,D1>=I+8*U,C1=<H+10*U,C1>=H+8*U,B1=<G+10*U,B1>=G+8*U,A1=F+10*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>0,A-B>0}, [], [O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=<N+10*U,I1>=N+8*U,H1=<M+10*U,H1>=M+8*U,G1=<L+10*U,G1>=L+8*U,F1=<K+10*U,F1>=K+8*U,E1=<J+10*U,E1>=J+8*U,D1=<I+10*U,D1>=I+8*U,C1=<H+10*U,C1>=H+8*U,B1=<G+10*U,B1>=G+8*U,A1=F+10*U,Z=E+12*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>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)), p(pc(v_5),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), {O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=<N+10*U,I1>=N+8*U,H1=<M+10*U,H1>=M+8*U,G1=<L+10*U,G1>=L+8*U,F1=<K+10*U,F1>=K+8*U,E1=<J+10*U,E1>=J+8*U,D1=<I+10*U,D1>=I+8*U,C1=<H+10*U,C1>=H+8*U,B1=<G+10*U,B1>=G+8*U,A1=<F+10*U,A1>=F+8*U,Z=E+10*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>0,A-B>0}, [], [O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=<N+10*U,I1>=N+8*U,H1=<M+10*U,H1>=M+8*U,G1=<L+10*U,G1>=L+8*U,F1=<K+10*U,F1>=K+8*U,E1=<J+10*U,E1>=J+8*U,D1=<I+10*U,D1>=I+8*U,C1=<H+10*U,C1>=H+8*U,B1=<G+10*U,B1>=G+8*U,A1=<F+10*U,A1>=F+8*U,Z=E+10*U,Y=D+12*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>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)), p(pc(v_4),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), {O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=<N+10*U,I1>=N+8*U,H1=<M+10*U,H1>=M+8*U,G1=<L+10*U,G1>=L+8*U,F1=<K+10*U,F1>=K+8*U,E1=<J+10*U,E1>=J+8*U,D1=<I+10*U,D1>=I+8*U,C1=<H+10*U,C1>=H+8*U,B1=<G+10*U,B1>=G+8*U,A1=<F+10*U,A1>=F+8*U,Z=<E+10*U,Z>=E+8*U,Y=D+10*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>0,A-B>0}, [], [O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=<N+10*U,I1>=N+8*U,H1=<M+10*U,H1>=M+8*U,G1=<L+10*U,G1>=L+8*U,F1=<K+10*U,F1>=K+8*U,E1=<J+10*U,E1>=J+8*U,D1=<I+10*U,D1>=I+8*U,C1=<H+10*U,C1>=H+8*U,B1=<G+10*U,B1>=G+8*U,A1=<F+10*U,A1>=F+8*U,Z=<E+10*U,Z>=E+8*U,Y=D+10*U,X=C+12*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>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)), p(pc(v_3),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), {O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=<N+10*U,I1>=N+8*U,H1=<M+10*U,H1>=M+8*U,G1=<L+10*U,G1>=L+8*U,F1=<K+10*U,F1>=K+8*U,E1=<J+10*U,E1>=J+8*U,D1=<I+10*U,D1>=I+8*U,C1=<H+10*U,C1>=H+8*U,B1=<G+10*U,B1>=G+8*U,A1=<F+10*U,A1>=F+8*U,Z=<E+10*U,Z>=E+8*U,Y=<D+10*U,Y>=D+8*U,X=C+10*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>0,A-B>0}, [], [O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=<N+10*U,I1>=N+8*U,H1=<M+10*U,H1>=M+8*U,G1=<L+10*U,G1>=L+8*U,F1=<K+10*U,F1>=K+8*U,E1=<J+10*U,E1>=J+8*U,D1=<I+10*U,D1>=I+8*U,C1=<H+10*U,C1>=H+8*U,B1=<G+10*U,B1>=G+8*U,A1=<F+10*U,A1>=F+8*U,Z=<E+10*U,Z>=E+8*U,Y=<D+10*U,Y>=D+8*U,X=C+10*U,W=B+12*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>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)), p(pc(v_2),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), {O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=<N+10*U,I1>=N+8*U,H1=<M+10*U,H1>=M+8*U,G1=<L+10*U,G1>=L+8*U,F1=<K+10*U,F1>=K+8*U,E1=<J+10*U,E1>=J+8*U,D1=<I+10*U,D1>=I+8*U,C1=<H+10*U,C1>=H+8*U,B1=<G+10*U,B1>=G+8*U,A1=<F+10*U,A1>=F+8*U,Z=<E+10*U,Z>=E+8*U,Y=<D+10*U,Y>=D+8*U,X=<C+10*U,X>=C+8*U,W=B+10*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>0,A-B>0}, [], [O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=<N+10*U,I1>=N+8*U,H1=<M+10*U,H1>=M+8*U,G1=<L+10*U,G1>=L+8*U,F1=<K+10*U,F1>=K+8*U,E1=<J+10*U,E1>=J+8*U,D1=<I+10*U,D1>=I+8*U,C1=<H+10*U,C1>=H+8*U,B1=<G+10*U,B1>=G+8*U,A1=<F+10*U,A1>=F+8*U,Z=<E+10*U,Z>=E+8*U,Y=<D+10*U,Y>=D+8*U,X=<C+10*U,X>=C+8*U,W=B+10*U,V=A+12*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>0,S-T>0,M1-N1<10,R-S<10,M1-N1>0,R-S>0,L1-M1<10,Q-R<10,L1-M1>0,Q-R>0,K1-L1<10,P-Q<10,K1-L1>0,P-Q>0,J1-K1<10,O-P<10,J1-K1>0,O-P>0,I1-J1<10,N-O<10,I1-J1>0,N-O>0,H1-I1<10,M-N<10,H1-I1>0,M-N>0,G1-H1<10,L-M<10,G1-H1>0,L-M>0,F1-G1<10,K-L<10,F1-G1>0,K-L>0,E1-F1<10,J-K<10,E1-F1>0,J-K>0,D1-E1<10,I-J<10,D1-E1>0,I-J>0,C1-D1<10,H-I<10,C1-D1>0,H-I>0,B1-C1<10,G-H<10,B1-C1>0,G-H>0,A1-B1<10,F-G<10,A1-B1>0,F-G>0,Z-A1<10,E-F<10,Z-A1>0,E-F>0,Y-Z<10,D-E<10,Y-Z>0,D-E>0,X-Y<10,C-D<10,X-Y>0,C-D>0,W-X<10,B-C<10,W-X>0,B-C>0,V-W<10,A-B<10,V-W>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)), p(pc(v_1),data(V,W,X,Y,Z,A1,B1,C1,D1,E1,F1,G1,H1,I1,J1,K1,L1,M1,N1,O1,P1)), {O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=<N+10*U,I1>=N+8*U,H1=<M+10*U,H1>=M+8*U,G1=<L+10*U,G1>=L+8*U,F1=<K+10*U,F1>=K+8*U,E1=<J+10*U,E1>=J+8*U,D1=<I+10*U,D1>=I+8*U,C1=<H+10*U,C1>=H+8*U,B1=<G+10*U,B1>=G+8*U,A1=<F+10*U,A1>=F+8*U,Z=<E+10*U,Z>=E+8*U,Y=<D+10*U,Y>=D+8*U,X=<C+10*U,X>=C+8*U,W=<B+10*U,W>=B+8*U,V=<A+10*U,V>=A+8*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>2,S-T>2,M1-N1<10,R-S<10,M1-N1>2,R-S>2,L1-M1<10,Q-R<10,L1-M1>2,Q-R>2,K1-L1<10,P-Q<10,K1-L1>2,P-Q>2,J1-K1<10,O-P<10,J1-K1>2,O-P>2,I1-J1<10,N-O<10,I1-J1>2,N-O>2,H1-I1<10,M-N<10,H1-I1>2,M-N>2,G1-H1<10,L-M<10,G1-H1>2,L-M>2,F1-G1<10,K-L<10,F1-G1>2,K-L>2,E1-F1<10,J-K<10,E1-F1>2,J-K>2,D1-E1<10,I-J<10,D1-E1>2,I-J>2,C1-D1<10,H-I<10,C1-D1>2,H-I>2,B1-C1<10,G-H<10,B1-C1>2,G-H>2,A1-B1<10,F-G<10,A1-B1>2,F-G>2,Z-A1<10,E-F<10,Z-A1>2,E-F>2,Y-Z<10,D-E<10,Y-Z>2,D-E>2,X-Y<10,C-D<10,X-Y>2,C-D>2,W-X<10,B-C<10,W-X>2,B-C>2,V-W<10,A-B<10,V-W>2,A-B>2}, [], [O1=<T+10*U,O1>=T+8*U,N1=<S+10*U,N1>=S+8*U,M1=<R+10*U,M1>=R+8*U,L1=<Q+10*U,L1>=Q+8*U,K1=<P+10*U,K1>=P+8*U,J1=<O+10*U,J1>=O+8*U,I1=<N+10*U,I1>=N+8*U,H1=<M+10*U,H1>=M+8*U,G1=<L+10*U,G1>=L+8*U,F1=<K+10*U,F1>=K+8*U,E1=<J+10*U,E1>=J+8*U,D1=<I+10*U,D1>=I+8*U,C1=<H+10*U,C1>=H+8*U,B1=<G+10*U,B1>=G+8*U,A1=<F+10*U,A1>=F+8*U,Z=<E+10*U,Z>=E+8*U,Y=<D+10*U,Y>=D+8*U,X=<C+10*U,X>=C+8*U,W=<B+10*U,W>=B+8*U,V=<A+10*U,V>=A+8*U,P1>0,U>0,N1-O1<10,S-T<10,N1-O1>2,S-T>2,M1-N1<10,R-S<10,M1-N1>2,R-S>2,L1-M1<10,Q-R<10,L1-M1>2,Q-R>2,K1-L1<10,P-Q<10,K1-L1>2,P-Q>2,J1-K1<10,O-P<10,J1-K1>2,O-P>2,I1-J1<10,N-O<10,I1-J1>2,N-O>2,H1-I1<10,M-N<10,H1-I1>2,M-N>2,G1-H1<10,L-M<10,G1-H1>2,L-M>2,F1-G1<10,K-L<10,F1-G1>2,K-L>2,E1-F1<10,J-K<10,E1-F1>2,J-K>2,D1-E1<10,I-J<10,D1-E1>2,I-J>2,C1-D1<10,H-I<10,C1-D1>2,H-I>2,B1-C1<10,G-H<10,B1-C1>2,G-H>2,A1-B1<10,F-G<10,A1-B1>2,F-G>2,Z-A1<10,E-F<10,Z-A1>2,E-F>2,Y-Z<10,D-E<10,Y-Z>2,D-E>2,X-Y<10,C-D<10,X-Y>2,C-D>2,W-X<10,B-C<10,W-X>2,B-C>2,V-W<10,A-B<10,V-W>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)), {T=25.0,S=30.0,R=35.0,Q=40.0,P=45.0,O=50.0,N=55.0,M=60.0,L=65.0,K=70.0,J=75.0,I=80.0,H=85.0,G=90.0,F=95.0,E=100.0,D=105.0,C=110.0,B=115.0,A=120.0,U>0,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}, [], [T=25.0,S=30.0,R=35.0,Q=40.0,P=45.0,O=50.0,N=55.0,M=60.0,L=65.0,K=70.0,J=75.0,I=80.0,H=85.0,G=90.0,F=95.0,E=100.0,D=105.0,C=110.0,B=115.0,A=120.0,U>0,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([22])).

tid([79]): pc(v_20) pc(v_21) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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([78]): pc(v_20) pc(v_1) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_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([77]): pc(v_1) pc(v_20) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_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_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_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_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_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([76]): pc(v_19) pc(v_21) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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([75]): pc(v_19) pc(v_1) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_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([74]): pc(v_1) pc(v_19) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_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_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_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_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_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([73]): pc(v_18) pc(v_21) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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([72]): pc(v_18) pc(v_1) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_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([71]): pc(v_1) pc(v_18) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_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_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_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_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_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([70]): pc(v_17) pc(v_21) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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([69]): pc(v_17) pc(v_1) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_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([68]): pc(v_1) pc(v_17) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_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_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_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_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_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([67]): pc(v_16) pc(v_21) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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([66]): pc(v_16) pc(v_1) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_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([65]): pc(v_1) pc(v_16) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_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_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_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_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_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([64]): pc(v_15) pc(v_21) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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([63]): pc(v_15) pc(v_1) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_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([62]): pc(v_1) pc(v_15) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_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_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_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_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_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_14) pc(v_21) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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([60]): pc(v_14) pc(v_1) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_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([59]): pc(v_1) pc(v_14) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_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_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_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_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_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([58]): pc(v_13) pc(v_21) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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([57]): pc(v_13) pc(v_1) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_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([56]): pc(v_1) pc(v_13) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_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_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_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_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_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([55]): pc(v_12) pc(v_21) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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([54]): pc(v_12) pc(v_1) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_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([53]): pc(v_1) pc(v_12) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_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_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_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_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_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([52]): pc(v_11) pc(v_21) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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([51]): pc(v_11) pc(v_1) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_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([50]): pc(v_1) pc(v_11) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_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_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_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_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_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([49]): pc(v_10) pc(v_21) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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([48]): pc(v_10) pc(v_1) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_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([47]): pc(v_1) pc(v_10) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_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_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_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_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_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([46]): pc(v_9) pc(v_21) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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([45]): pc(v_9) pc(v_1) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_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([44]): pc(v_1) pc(v_9) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_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_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_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_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_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([43]): pc(v_8) pc(v_21) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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([42]): pc(v_8) pc(v_1) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_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([41]): pc(v_1) pc(v_8) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_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_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_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_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_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([40]): pc(v_7) pc(v_21) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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([39]): pc(v_7) pc(v_1) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_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([38]): pc(v_1) pc(v_7) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_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_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_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_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_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([37]): pc(v_6) pc(v_21) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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([36]): pc(v_6) pc(v_1) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_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([35]): pc(v_1) pc(v_6) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_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_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_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_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_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([34]): pc(v_5) pc(v_21) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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([33]): pc(v_5) pc(v_1) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_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([32]): pc(v_1) pc(v_5) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_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_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_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_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_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([31]): pc(v_4) pc(v_21) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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([30]): pc(v_4) pc(v_1) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_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([29]): pc(v_1) pc(v_4) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_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_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_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_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_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([28]): pc(v_3) pc(v_21) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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([27]): pc(v_3) pc(v_1) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_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([26]): pc(v_1) pc(v_3) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_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_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_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_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_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([25]): pc(v_2) pc(v_21) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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([24]): pc(v_2) pc(v_1) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_19-x_20<10,x_19-x_20>0,x_18-x_19<10,x_18-x_19>0,x_17-x_18<10,x_17-x_18>0,x_16-x_17<10,x_16-x_17>0,x_15-x_16<10,x_15-x_16>0,x_14-x_15<10,x_14-x_15>0,x_13-x_14<10,x_13-x_14>0,x_12-x_13<10,x_12-x_13>0,x_11-x_12<10,x_11-x_12>0,x_10-x_11<10,x_10-x_11>0,x_9-x_10<10,x_9-x_10>0,x_8-x_9<10,x_8-x_9>0,x_7-x_8<10,x_7-x_8>0,x_6-x_7<10,x_6-x_7>0,x_5-x_6<10,x_5-x_6>0,x_4-x_5<10,x_4-x_5>0,x_3-x_4<10,x_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_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([23]): pc(v_1) pc(v_2) {x_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_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_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_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_20'=x_20,x_19'=x_19,x_18'=x_18,x_17'=x_17,x_16'=x_16,x_15'=x_15,x_14'=x_14,x_13'=x_13,x_12'=x_12,x_11'=x_11,x_10'=x_10,x_9'=x_9,x_8'=x_8,x_7'=x_7,x_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_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_19'-x_20'<10,x_19'-x_20'>0,x_18'-x_19'<10,x_18'-x_19'>0,x_17'-x_18'<10,x_17'-x_18'>0,x_16'-x_17'<10,x_16'-x_17'>0,x_15'-x_16'<10,x_15'-x_16'>0,x_14'-x_15'<10,x_14'-x_15'>0,x_13'-x_14'<10,x_13'-x_14'>0,x_12'-x_13'<10,x_12'-x_13'>0,x_11'-x_12'<10,x_11'-x_12'>0,x_10'-x_11'<10,x_10'-x_11'>0,x_9'-x_10'<10,x_9'-x_10'>0,x_8'-x_9'<10,x_8'-x_9'>0,x_7'-x_8'<10,x_7'-x_8'>0,x_6'-x_7'<10,x_6'-x_7'>0,x_5'-x_6'<10,x_5'-x_6'>0,x_4'-x_5'<10,x_4'-x_5'>0,x_3'-x_4'<10,x_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([21]): pc(v_21) pc(v_21) {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_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([20]): pc(v_20) pc(v_20) {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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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_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([22]): pc(v_0) pc(v_1) {x_20'=25.0,x_19'=30.0,x_18'=35.0,x_17'=40.0,x_16'=45.0,x_15'=50.0,x_14'=55.0,x_13'=60.0,x_12'=65.0,x_11'=70.0,x_10'=75.0,x_9'=80.0,x_8'=85.0,x_7'=90.0,x_6'=95.0,x_5'=100.0,x_4'=105.0,x_3'=110.0,x_2'=115.0,x_1'=120.0,t'>0,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_20'=25.0,x_19'=30.0,x_18'=35.0,x_17'=40.0,x_16'=45.0,x_15'=50.0,x_14'=55.0,x_13'=60.0,x_12'=65.0,x_11'=70.0,x_10'=75.0,x_9'=80.0,x_8'=85.0,x_7'=90.0,x_6'=95.0,x_5'=100.0,x_4'=105.0,x_3'=110.0,x_2'=115.0,x_1'=120.0,t'>0,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:
lfp iteration 0 1 
abstract counterexample: stem [0,tid([22])], loop [tid([1])]
trans preds: _95213->_95216:	#0:	
projected loop:
x_1=120, x_2=115, x_3=110, x_4=105, x_5=100, x_6=95, x_7=90, x_8=85, x_9=80, x_10=75, x_11=70, x_12=65, x_13=60, x_14=55, x_15=50, x_16=45, x_17=40, x_18=35, x_19=30, x_20=25, x_1'-x_2'>2, x_1'-x_2'<10, x_2'-x_3'>2, x_2'-x_3'<10, x_3'-x_4'>2, x_3'-x_4'<10, x_4'-x_5'>2, x_4'-x_5'<10, x_5'-x_6'>2, x_5'-x_6'<10, x_6'-x_7'>2, x_6'-x_7'<10, x_7'-x_8'>2, x_7'-x_8'<10, x_8'-x_9'>2, x_8'-x_9'<10, x_9'-x_10'>2, x_9'-x_10'<10, x_10'-x_11'>2, x_10'-x_11'<10, x_11'-x_12'>2, x_11'-x_12'<10, x_12'-x_13'>2, x_12'-x_13'<10, x_13'-x_14'>2, x_13'-x_14'<10, x_14'-x_15'>2, x_14'-x_15'<10, x_15'-x_16'>2, x_15'-x_16'<10, x_16'-x_17'>2, x_16'-x_17'<10, x_17'-x_18'>2, x_17'-x_18'<10, x_18'-x_19'>2, x_18'-x_19'<10, x_19'-x_20'>2, x_19'-x_20'<10, t-1/8*x_1'=< -15, t-1/8*x_2'=< -115/8, t-1/8*x_3'=< -55/4, t-1/8*x_4'=< -105/8, t-1/8*x_5'=< -25/2, t-1/8*x_6'=< -95/8, t-1/8*x_7'=< -45/4, t-1/8*x_8'=< -85/8, t-1/8*x_9'=< -10, t-1/8*x_10'=< -75/8, t-1/8*x_11'=< -35/4, t-1/8*x_12'=< -65/8, t-1/8*x_13'=< -15/2, t-1/8*x_14'=< -55/8, t-1/8*x_15'=< -25/4, t-1/8*x_16'=< -45/8, t-1/8*x_17'=< -5, t-1/8*x_18'=< -35/8, t-1/8*x_19'=< -15/4, t-1/8*x_20'=< -25/8, t>0, t-1/10*x_20'>= -5/2, t-1/10*x_19'>= -3, t-1/10*x_18'>= -7/2, t-1/10*x_17'>= -4, t-1/10*x_16'>= -9/2, t-1/10*x_15'>= -5, t-1/10*x_14'>= -11/2, t-1/10*x_13'>= -6, t-1/10*x_12'>= -13/2, t-1/10*x_11'>= -7, t-1/10*x_10'>= -15/2, t-1/10*x_9'>= -8, t-1/10*x_8'>= -17/2, t-1/10*x_7'>= -9, t-1/10*x_6'>= -19/2, t-1/10*x_5'>= -10, t-1/10*x_4'>= -21/2, t-1/10*x_3'>= -11, t-1/10*x_2'>= -23/2, t-1/10*x_1'>= -12, t'>0
[runlim] sample:		9.9 seconds, 44.8 MB
x_1>=121
x_1-x_1'>= -7
path is sat



--------------------------------------------------
abstraction refinement iteration 0:
lfp iteration 0 1 2 
abstract counterexample: stem [0,tid([22]),tid([74])], loop []
trans preds: _87162->_87165:	#0:	
projected loop infeasible:
x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, 1=1
x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, 1=1
refining stem

cutting step 1 at pc(v_1)
LI at pc(v_1): x_18'-x_19'>=5

refining stem

cutting step 1 at pc(v_1)
LI at pc(v_1): x_18'-x_19'>=5




--------------------------------------------------
abstraction refinement iteration 1:
lfp iteration 0 1 
abstract counterexample: stem [0,tid([22])], loop [tid([1])]
trans preds: _3460483->_3460486:	#1:	x_18'-x_19'>=5
[runlim] sample:		19.8 seconds, 46.9 MB
projected loop:
x_1=120, x_2=115, x_3=110, x_4=105, x_5=100, x_6=95, x_7=90, x_8=85, x_9=80, x_10=75, x_11=70, x_12=65, x_13=60, x_14=55, x_15=50, x_16=45, x_17=40, x_18=35, x_19=30, x_20=25, x_1'-x_2'>2, x_1'-x_2'<10, x_2'-x_3'>2, x_2'-x_3'<10, x_3'-x_4'>2, x_3'-x_4'<10, x_4'-x_5'>2, x_4'-x_5'<10, x_5'-x_6'>2, x_5'-x_6'<10, x_6'-x_7'>2, x_6'-x_7'<10, x_7'-x_8'>2, x_7'-x_8'<10, x_8'-x_9'>2, x_8'-x_9'<10, x_9'-x_10'>2, x_9'-x_10'<10, x_10'-x_11'>2, x_10'-x_11'<10, x_11'-x_12'>2, x_11'-x_12'<10, x_12'-x_13'>2, x_12'-x_13'<10, x_13'-x_14'>2, x_13'-x_14'<10, x_14'-x_15'>2, x_14'-x_15'<10, x_15'-x_16'>2, x_15'-x_16'<10, x_16'-x_17'>2, x_16'-x_17'<10, x_17'-x_18'>2, x_17'-x_18'<10, x_18'-x_19'>2, x_18'-x_19'<10, x_19'-x_20'>2, x_19'-x_20'<10, t-1/8*x_1'=< -15, t-1/8*x_2'=< -115/8, t-1/8*x_3'=< -55/4, t-1/8*x_4'=< -105/8, t-1/8*x_5'=< -25/2, t-1/8*x_6'=< -95/8, t-1/8*x_7'=< -45/4, t-1/8*x_8'=< -85/8, t-1/8*x_9'=< -10, t-1/8*x_10'=< -75/8, t-1/8*x_11'=< -35/4, t-1/8*x_12'=< -65/8, t-1/8*x_13'=< -15/2, t-1/8*x_14'=< -55/8, t-1/8*x_15'=< -25/4, t-1/8*x_16'=< -45/8, t-1/8*x_17'=< -5, t-1/8*x_18'=< -35/8, t-1/8*x_19'=< -15/4, t-1/8*x_20'=< -25/8, t>0, t-1/10*x_20'>= -5/2, t-1/10*x_19'>= -3, t-1/10*x_18'>= -7/2, t-1/10*x_17'>= -4, t-1/10*x_16'>= -9/2, t-1/10*x_15'>= -5, t-1/10*x_14'>= -11/2, t-1/10*x_13'>= -6, t-1/10*x_12'>= -13/2, t-1/10*x_11'>= -7, t-1/10*x_10'>= -15/2, t-1/10*x_9'>= -8, t-1/10*x_8'>= -17/2, t-1/10*x_7'>= -9, t-1/10*x_6'>= -19/2, t-1/10*x_5'>= -10, t-1/10*x_4'>= -21/2, t-1/10*x_3'>= -11, t-1/10*x_2'>= -23/2, t-1/10*x_1'>= -12, t'>0
[runlim] sample:		29.8 seconds, 57.7 MB
x_1>=121
x_1-x_1'>= -7
path is sat



--------------------------------------------------
abstraction refinement iteration 0:
lfp iteration 0 1 2 
abstract counterexample: stem [0,tid([22]),tid([71])], loop []
trans preds: _86479->_86482:	#1:	x_18'-x_19'>=5
projected loop infeasible:
x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, 1=1
x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, 1=1
refining stem

cutting step 1 at pc(v_1)
LI at pc(v_1): x_17'-x_18'>=5

refining stem

cutting step 1 at pc(v_1)
LI at pc(v_1): x_17'-x_18'>=5




--------------------------------------------------
abstraction refinement iteration 1:
lfp iteration 0 1 
abstract counterexample: stem [0,tid([22])], loop [tid([1])]
trans preds: _3453669->_3453672:	#2:	x_17'-x_18'>=5, x_18'-x_19'>=5
projected loop:
x_1=120, x_2=115, x_3=110, x_4=105, x_5=100, x_6=95, x_7=90, x_8=85, x_9=80, x_10=75, x_11=70, x_12=65, x_13=60, x_14=55, x_15=50, x_16=45, x_17=40, x_18=35, x_19=30, x_20=25, x_1'-x_2'>2, x_1'-x_2'<10, x_2'-x_3'>2, x_2'-x_3'<10, x_3'-x_4'>2, x_3'-x_4'<10, x_4'-x_5'>2, x_4'-x_5'<10, x_5'-x_6'>2, x_5'-x_6'<10, x_6'-x_7'>2, x_6'-x_7'<10, x_7'-x_8'>2, x_7'-x_8'<10, x_8'-x_9'>2, x_8'-x_9'<10, x_9'-x_10'>2, x_9'-x_10'<10, x_10'-x_11'>2, x_10'-x_11'<10, x_11'-x_12'>2, x_11'-x_12'<10, x_12'-x_13'>2, x_12'-x_13'<10, x_13'-x_14'>2, x_13'-x_14'<10, x_14'-x_15'>2, x_14'-x_15'<10, x_15'-x_16'>2, x_15'-x_16'<10, x_16'-x_17'>2, x_16'-x_17'<10, x_17'-x_18'>2, x_17'-x_18'<10, x_18'-x_19'>2, x_18'-x_19'<10, x_19'-x_20'>2, x_19'-x_20'<10, t-1/8*x_1'=< -15, t-1/8*x_2'=< -115/8, t-1/8*x_3'=< -55/4, t-1/8*x_4'=< -105/8, t-1/8*x_5'=< -25/2, t-1/8*x_6'=< -95/8, t-1/8*x_7'=< -45/4, t-1/8*x_8'=< -85/8, t-1/8*x_9'=< -10, t-1/8*x_10'=< -75/8, t-1/8*x_11'=< -35/4, t-1/8*x_12'=< -65/8, t-1/8*x_13'=< -15/2, t-1/8*x_14'=< -55/8, t-1/8*x_15'=< -25/4, t-1/8*x_16'=< -45/8, t-1/8*x_17'=< -5, t-1/8*x_18'=< -35/8, t-1/8*x_19'=< -15/4, t-1/8*x_20'=< -25/8, t>0, t-1/10*x_20'>= -5/2, t-1/10*x_19'>= -3, t-1/10*x_18'>= -7/2, t-1/10*x_17'>= -4, t-1/10*x_16'>= -9/2, t-1/10*x_15'>= -5, t-1/10*x_14'>= -11/2, t-1/10*x_13'>= -6, t-1/10*x_12'>= -13/2, t-1/10*x_11'>= -7, t-1/10*x_10'>= -15/2, t-1/10*x_9'>= -8, t-1/10*x_8'>= -17/2, t-1/10*x_7'>= -9, t-1/10*x_6'>= -19/2, t-1/10*x_5'>= -10, t-1/10*x_4'>= -21/2, t-1/10*x_3'>= -11, t-1/10*x_2'>= -23/2, t-1/10*x_1'>= -12, t'>0
[runlim] sample:		39.7 seconds, 57.7 MB
[runlim] sample:		49.7 seconds, 61.9 MB
x_1>=121
x_1-x_1'>= -7
path is sat



--------------------------------------------------
abstraction refinement iteration 0:
lfp iteration 0 1 2 
abstract counterexample: stem [0,tid([22]),tid([68])], loop []
trans preds: _85050->_85053:	#2:	x_17'-x_18'>=5, x_18'-x_19'>=5
projected loop infeasible:
x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, 1=1
x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, 1=1
refining stem

cutting step 1 at pc(v_1)
LI at pc(v_1): x_16'-x_17'>=5

refining stem

cutting step 1 at pc(v_1)
LI at pc(v_1): x_16'-x_17'>=5




--------------------------------------------------
abstraction refinement iteration 1:
lfp iteration 0 1 
abstract counterexample: stem [0,tid([22])], loop [tid([1])]
trans preds: _3464659->_3464662:	#3:	x_16'-x_17'>=5, x_17'-x_18'>=5, x_18'-x_19'>=5
projected loop:
x_1=120, x_2=115, x_3=110, x_4=105, x_5=100, x_6=95, x_7=90, x_8=85, x_9=80, x_10=75, x_11=70, x_12=65, x_13=60, x_14=55, x_15=50, x_16=45, x_17=40, x_18=35, x_19=30, x_20=25, x_1'-x_2'>2, x_1'-x_2'<10, x_2'-x_3'>2, x_2'-x_3'<10, x_3'-x_4'>2, x_3'-x_4'<10, x_4'-x_5'>2, x_4'-x_5'<10, x_5'-x_6'>2, x_5'-x_6'<10, x_6'-x_7'>2, x_6'-x_7'<10, x_7'-x_8'>2, x_7'-x_8'<10, x_8'-x_9'>2, x_8'-x_9'<10, x_9'-x_10'>2, x_9'-x_10'<10, x_10'-x_11'>2, x_10'-x_11'<10, x_11'-x_12'>2, x_11'-x_12'<10, x_12'-x_13'>2, x_12'-x_13'<10, x_13'-x_14'>2, x_13'-x_14'<10, x_14'-x_15'>2, x_14'-x_15'<10, x_15'-x_16'>2, x_15'-x_16'<10, x_16'-x_17'>2, x_16'-x_17'<10, x_17'-x_18'>2, x_17'-x_18'<10, x_18'-x_19'>2, x_18'-x_19'<10, x_19'-x_20'>2, x_19'-x_20'<10, t-1/8*x_1'=< -15, t-1/8*x_2'=< -115/8, t-1/8*x_3'=< -55/4, t-1/8*x_4'=< -105/8, t-1/8*x_5'=< -25/2, t-1/8*x_6'=< -95/8, t-1/8*x_7'=< -45/4, t-1/8*x_8'=< -85/8, t-1/8*x_9'=< -10, t-1/8*x_10'=< -75/8, t-1/8*x_11'=< -35/4, t-1/8*x_12'=< -65/8, t-1/8*x_13'=< -15/2, t-1/8*x_14'=< -55/8, t-1/8*x_15'=< -25/4, t-1/8*x_16'=< -45/8, t-1/8*x_17'=< -5, t-1/8*x_18'=< -35/8, t-1/8*x_19'=< -15/4, t-1/8*x_20'=< -25/8, t>0, t-1/10*x_20'>= -5/2, t-1/10*x_19'>= -3, t-1/10*x_18'>= -7/2, t-1/10*x_17'>= -4, t-1/10*x_16'>= -9/2, t-1/10*x_15'>= -5, t-1/10*x_14'>= -11/2, t-1/10*x_13'>= -6, t-1/10*x_12'>= -13/2, t-1/10*x_11'>= -7, t-1/10*x_10'>= -15/2, t-1/10*x_9'>= -8, t-1/10*x_8'>= -17/2, t-1/10*x_7'>= -9, t-1/10*x_6'>= -19/2, t-1/10*x_5'>= -10, t-1/10*x_4'>= -21/2, t-1/10*x_3'>= -11, t-1/10*x_2'>= -23/2, t-1/10*x_1'>= -12, t'>0
[runlim] sample:		59.6 seconds, 61.9 MB
x_1>=121
x_1-x_1'>= -7
path is sat



--------------------------------------------------
abstraction refinement iteration 0:
lfp iteration 0 1 2 
abstract counterexample: stem [0,tid([22]),tid([65])], loop []
trans preds: _84018->_84021:	#3:	x_16'-x_17'>=5, x_17'-x_18'>=5, x_18'-x_19'>=5
projected loop infeasible:
x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, 1=1
x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, 1=1
refining stem

cutting step 1 at pc(v_1)
LI at pc(v_1): x_15'-x_16'>=5

refining stem

cutting step 1 at pc(v_1)
LI at pc(v_1): x_15'-x_16'>=5




--------------------------------------------------
abstraction refinement iteration 1:
lfp iteration 0 1 
abstract counterexample: stem [0,tid([22])], loop [tid([1])]
trans preds: _3463972->_3463975:	#4:	x_15'-x_16'>=5, x_16'-x_17'>=5, x_17'-x_18'>=5, x_18'-x_19'>=5
projected loop:
x_1=120, x_2=115, x_3=110, x_4=105, x_5=100, x_6=95, x_7=90, x_8=85, x_9=80, x_10=75, x_11=70, x_12=65, x_13=60, x_14=55, x_15=50, x_16=45, x_17=40, x_18=35, x_19=30, x_20=25, x_1'-x_2'>2, x_1'-x_2'<10, x_2'-x_3'>2, x_2'-x_3'<10, x_3'-x_4'>2, x_3'-x_4'<10, x_4'-x_5'>2, x_4'-x_5'<10, x_5'-x_6'>2, x_5'-x_6'<10, x_6'-x_7'>2, x_6'-x_7'<10, x_7'-x_8'>2, x_7'-x_8'<10, x_8'-x_9'>2, x_8'-x_9'<10, x_9'-x_10'>2, x_9'-x_10'<10, x_10'-x_11'>2, x_10'-x_11'<10, x_11'-x_12'>2, x_11'-x_12'<10, x_12'-x_13'>2, x_12'-x_13'<10, x_13'-x_14'>2, x_13'-x_14'<10, x_14'-x_15'>2, x_14'-x_15'<10, x_15'-x_16'>2, x_15'-x_16'<10, x_16'-x_17'>2, x_16'-x_17'<10, x_17'-x_18'>2, x_17'-x_18'<10, x_18'-x_19'>2, x_18'-x_19'<10, x_19'-x_20'>2, x_19'-x_20'<10, t-1/8*x_1'=< -15, t-1/8*x_2'=< -115/8, t-1/8*x_3'=< -55/4, t-1/8*x_4'=< -105/8, t-1/8*x_5'=< -25/2, t-1/8*x_6'=< -95/8, t-1/8*x_7'=< -45/4, t-1/8*x_8'=< -85/8, t-1/8*x_9'=< -10, t-1/8*x_10'=< -75/8, t-1/8*x_11'=< -35/4, t-1/8*x_12'=< -65/8, t-1/8*x_13'=< -15/2, t-1/8*x_14'=< -55/8, t-1/8*x_15'=< -25/4, t-1/8*x_16'=< -45/8, t-1/8*x_17'=< -5, t-1/8*x_18'=< -35/8, t-1/8*x_19'=< -15/4, t-1/8*x_20'=< -25/8, t>0, t-1/10*x_20'>= -5/2, t-1/10*x_19'>= -3, t-1/10*x_18'>= -7/2, t-1/10*x_17'>= -4, t-1/10*x_16'>= -9/2, t-1/10*x_15'>= -5, t-1/10*x_14'>= -11/2, t-1/10*x_13'>= -6, t-1/10*x_12'>= -13/2, t-1/10*x_11'>= -7, t-1/10*x_10'>= -15/2, t-1/10*x_9'>= -8, t-1/10*x_8'>= -17/2, t-1/10*x_7'>= -9, t-1/10*x_6'>= -19/2, t-1/10*x_5'>= -10, t-1/10*x_4'>= -21/2, t-1/10*x_3'>= -11, t-1/10*x_2'>= -23/2, t-1/10*x_1'>= -12, t'>0
[runlim] sample:		69.6 seconds, 61.9 MB
x_1>=121
x_1-x_1'>= -7
path is sat



--------------------------------------------------
abstraction refinement iteration 0:
lfp iteration 0 1 2 
abstract counterexample: stem [0,tid([22]),tid([62])], loop []
trans preds: _82986->_82989:	#4:	x_15'-x_16'>=5, x_16'-x_17'>=5, x_17'-x_18'>=5, x_18'-x_19'>=5
projected loop infeasible:
x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, 1=1
x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, 1=1
refining stem

cutting step 1 at pc(v_1)
LI at pc(v_1): x_14'-x_15'>=5

refining stem

cutting step 1 at pc(v_1)
LI at pc(v_1): x_14'-x_15'>=5




--------------------------------------------------
abstraction refinement iteration 1:
lfp iteration 0 1 
abstract counterexample: stem [0,tid([22])], loop [tid([1])]
trans preds: _3481773->_3481776:	#5:	x_14'-x_15'>=5, x_15'-x_16'>=5, x_16'-x_17'>=5, x_17'-x_18'>=5, x_18'-x_19'>=5
projected loop:
x_1=120, x_2=115, x_3=110, x_4=105, x_5=100, x_6=95, x_7=90, x_8=85, x_9=80, x_10=75, x_11=70, x_12=65, x_13=60, x_14=55, x_15=50, x_16=45, x_17=40, x_18=35, x_19=30, x_20=25, x_1'-x_2'>2, x_1'-x_2'<10, x_2'-x_3'>2, x_2'-x_3'<10, x_3'-x_4'>2, x_3'-x_4'<10, x_4'-x_5'>2, x_4'-x_5'<10, x_5'-x_6'>2, x_5'-x_6'<10, x_6'-x_7'>2, x_6'-x_7'<10, x_7'-x_8'>2, x_7'-x_8'<10, x_8'-x_9'>2, x_8'-x_9'<10, x_9'-x_10'>2, x_9'-x_10'<10, x_10'-x_11'>2, x_10'-x_11'<10, x_11'-x_12'>2, x_11'-x_12'<10, x_12'-x_13'>2, x_12'-x_13'<10, x_13'-x_14'>2, x_13'-x_14'<10, x_14'-x_15'>2, x_14'-x_15'<10, x_15'-x_16'>2, x_15'-x_16'<10, x_16'-x_17'>2, x_16'-x_17'<10, x_17'-x_18'>2, x_17'-x_18'<10, x_18'-x_19'>2, x_18'-x_19'<10, x_19'-x_20'>2, x_19'-x_20'<10, t-1/8*x_1'=< -15, t-1/8*x_2'=< -115/8, t-1/8*x_3'=< -55/4, t-1/8*x_4'=< -105/8, t-1/8*x_5'=< -25/2, t-1/8*x_6'=< -95/8, t-1/8*x_7'=< -45/4, t-1/8*x_8'=< -85/8, t-1/8*x_9'=< -10, t-1/8*x_10'=< -75/8, t-1/8*x_11'=< -35/4, t-1/8*x_12'=< -65/8, t-1/8*x_13'=< -15/2, t-1/8*x_14'=< -55/8, t-1/8*x_15'=< -25/4, t-1/8*x_16'=< -45/8, t-1/8*x_17'=< -5, t-1/8*x_18'=< -35/8, t-1/8*x_19'=< -15/4, t-1/8*x_20'=< -25/8, t>0, t-1/10*x_20'>= -5/2, t-1/10*x_19'>= -3, t-1/10*x_18'>= -7/2, t-1/10*x_17'>= -4, t-1/10*x_16'>= -9/2, t-1/10*x_15'>= -5, t-1/10*x_14'>= -11/2, t-1/10*x_13'>= -6, t-1/10*x_12'>= -13/2, t-1/10*x_11'>= -7, t-1/10*x_10'>= -15/2, t-1/10*x_9'>= -8, t-1/10*x_8'>= -17/2, t-1/10*x_7'>= -9, t-1/10*x_6'>= -19/2, t-1/10*x_5'>= -10, t-1/10*x_4'>= -21/2, t-1/10*x_3'>= -11, t-1/10*x_2'>= -23/2, t-1/10*x_1'>= -12, t'>0
[runlim] sample:		79.5 seconds, 61.9 MB
x_1>=121
x_1-x_1'>= -7
path is sat



--------------------------------------------------
abstraction refinement iteration 0:
lfp iteration 0 1 2 
abstract counterexample: stem [0,tid([22]),tid([59])], loop []
trans preds: _81954->_81957:	#5:	x_14'-x_15'>=5, x_15'-x_16'>=5, x_16'-x_17'>=5, x_17'-x_18'>=5, x_18'-x_19'>=5
projected loop infeasible:
x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, 1=1
x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, 1=1
refining stem

cutting step 1 at pc(v_1)
LI at pc(v_1): x_13'-x_14'>=5

refining stem

cutting step 1 at pc(v_1)
LI at pc(v_1): x_13'-x_14'>=5




--------------------------------------------------
abstraction refinement iteration 1:
lfp iteration 0 1 
abstract counterexample: stem [0,tid([22])], loop [tid([1])]
trans preds: _3486764->_3486767:	#6:	x_13'-x_14'>=5, x_14'-x_15'>=5, x_15'-x_16'>=5, x_16'-x_17'>=5, x_17'-x_18'>=5, x_18'-x_19'>=5
projected loop:
x_1=120, x_2=115, x_3=110, x_4=105, x_5=100, x_6=95, x_7=90, x_8=85, x_9=80, x_10=75, x_11=70, x_12=65, x_13=60, x_14=55, x_15=50, x_16=45, x_17=40, x_18=35, x_19=30, x_20=25, x_1'-x_2'>2, x_1'-x_2'<10, x_2'-x_3'>2, x_2'-x_3'<10, x_3'-x_4'>2, x_3'-x_4'<10, x_4'-x_5'>2, x_4'-x_5'<10, x_5'-x_6'>2, x_5'-x_6'<10, x_6'-x_7'>2, x_6'-x_7'<10, x_7'-x_8'>2, x_7'-x_8'<10, x_8'-x_9'>2, x_8'-x_9'<10, x_9'-x_10'>2, x_9'-x_10'<10, x_10'-x_11'>2, x_10'-x_11'<10, x_11'-x_12'>2, x_11'-x_12'<10, x_12'-x_13'>2, x_12'-x_13'<10, x_13'-x_14'>2, x_13'-x_14'<10, x_14'-x_15'>2, x_14'-x_15'<10, x_15'-x_16'>2, x_15'-x_16'<10, x_16'-x_17'>2, x_16'-x_17'<10, x_17'-x_18'>2, x_17'-x_18'<10, x_18'-x_19'>2, x_18'-x_19'<10, x_19'-x_20'>2, x_19'-x_20'<10, t-1/8*x_1'=< -15, t-1/8*x_2'=< -115/8, t-1/8*x_3'=< -55/4, t-1/8*x_4'=< -105/8, t-1/8*x_5'=< -25/2, t-1/8*x_6'=< -95/8, t-1/8*x_7'=< -45/4, t-1/8*x_8'=< -85/8, t-1/8*x_9'=< -10, t-1/8*x_10'=< -75/8, t-1/8*x_11'=< -35/4, t-1/8*x_12'=< -65/8, t-1/8*x_13'=< -15/2, t-1/8*x_14'=< -55/8, t-1/8*x_15'=< -25/4, t-1/8*x_16'=< -45/8, t-1/8*x_17'=< -5, t-1/8*x_18'=< -35/8, t-1/8*x_19'=< -15/4, t-1/8*x_20'=< -25/8, t>0, t-1/10*x_20'>= -5/2, t-1/10*x_19'>= -3, t-1/10*x_18'>= -7/2, t-1/10*x_17'>= -4, t-1/10*x_16'>= -9/2, t-1/10*x_15'>= -5, t-1/10*x_14'>= -11/2, t-1/10*x_13'>= -6, t-1/10*x_12'>= -13/2, t-1/10*x_11'>= -7, t-1/10*x_10'>= -15/2, t-1/10*x_9'>= -8, t-1/10*x_8'>= -17/2, t-1/10*x_7'>= -9, t-1/10*x_6'>= -19/2, t-1/10*x_5'>= -10, t-1/10*x_4'>= -21/2, t-1/10*x_3'>= -11, t-1/10*x_2'>= -23/2, t-1/10*x_1'>= -12, t'>0
[runlim] sample:		89.4 seconds, 61.9 MB
x_1>=121
x_1-x_1'>= -7
path is sat



--------------------------------------------------
abstraction refinement iteration 0:
lfp iteration 0 1 2 
abstract counterexample: stem [0,tid([22]),tid([56])], loop []
trans preds: _80922->_80925:	#6:	x_13'-x_14'>=5, x_14'-x_15'>=5, x_15'-x_16'>=5, x_16'-x_17'>=5, x_17'-x_18'>=5, x_18'-x_19'>=5
projected loop infeasible:
x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, 1=1
x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, 1=1
refining stem

cutting step 1 at pc(v_1)
LI at pc(v_1): x_12'-x_13'>=5

refining stem

cutting step 1 at pc(v_1)
LI at pc(v_1): x_12'-x_13'>=5




--------------------------------------------------
abstraction refinement iteration 1:
lfp iteration 0 1 
abstract counterexample: stem [0,tid([22])], loop [tid([1])]
trans preds: _3510143->_3510146:	#7:	x_12'-x_13'>=5, x_13'-x_14'>=5, x_14'-x_15'>=5, x_15'-x_16'>=5, x_16'-x_17'>=5, x_17'-x_18'>=5, x_18'-x_19'>=5
projected loop:
x_1=120, x_2=115, x_3=110, x_4=105, x_5=100, x_6=95, x_7=90, x_8=85, x_9=80, x_10=75, x_11=70, x_12=65, x_13=60, x_14=55, x_15=50, x_16=45, x_17=40, x_18=35, x_19=30, x_20=25, x_1'-x_2'>2, x_1'-x_2'<10, x_2'-x_3'>2, x_2'-x_3'<10, x_3'-x_4'>2, x_3'-x_4'<10, x_4'-x_5'>2, x_4'-x_5'<10, x_5'-x_6'>2, x_5'-x_6'<10, x_6'-x_7'>2, x_6'-x_7'<10, x_7'-x_8'>2, x_7'-x_8'<10, x_8'-x_9'>2, x_8'-x_9'<10, x_9'-x_10'>2, x_9'-x_10'<10, x_10'-x_11'>2, x_10'-x_11'<10, x_11'-x_12'>2, x_11'-x_12'<10, x_12'-x_13'>2, x_12'-x_13'<10, x_13'-x_14'>2, x_13'-x_14'<10, x_14'-x_15'>2, x_14'-x_15'<10, x_15'-x_16'>2, x_15'-x_16'<10, x_16'-x_17'>2, x_16'-x_17'<10, x_17'-x_18'>2, x_17'-x_18'<10, x_18'-x_19'>2, x_18'-x_19'<10, x_19'-x_20'>2, x_19'-x_20'<10, t-1/8*x_1'=< -15, t-1/8*x_2'=< -115/8, t-1/8*x_3'=< -55/4, t-1/8*x_4'=< -105/8, t-1/8*x_5'=< -25/2, t-1/8*x_6'=< -95/8, t-1/8*x_7'=< -45/4, t-1/8*x_8'=< -85/8, t-1/8*x_9'=< -10, t-1/8*x_10'=< -75/8, t-1/8*x_11'=< -35/4, t-1/8*x_12'=< -65/8, t-1/8*x_13'=< -15/2, t-1/8*x_14'=< -55/8, t-1/8*x_15'=< -25/4, t-1/8*x_16'=< -45/8, t-1/8*x_17'=< -5, t-1/8*x_18'=< -35/8, t-1/8*x_19'=< -15/4, t-1/8*x_20'=< -25/8, t>0, t-1/10*x_20'>= -5/2, t-1/10*x_19'>= -3, t-1/10*x_18'>= -7/2, t-1/10*x_17'>= -4, t-1/10*x_16'>= -9/2, t-1/10*x_15'>= -5, t-1/10*x_14'>= -11/2, t-1/10*x_13'>= -6, t-1/10*x_12'>= -13/2, t-1/10*x_11'>= -7, t-1/10*x_10'>= -15/2, t-1/10*x_9'>= -8, t-1/10*x_8'>= -17/2, t-1/10*x_7'>= -9, t-1/10*x_6'>= -19/2, t-1/10*x_5'>= -10, t-1/10*x_4'>= -21/2, t-1/10*x_3'>= -11, t-1/10*x_2'>= -23/2, t-1/10*x_1'>= -12, t'>0
[runlim] sample:		99.3 seconds, 61.9 MB
x_1>=121
x_1-x_1'>= -7
path is sat



--------------------------------------------------
abstraction refinement iteration 0:
lfp iteration 0 1 2 
abstract counterexample: stem [0,tid([22]),tid([53])], loop []
trans preds: _79890->_79893:	#7:	x_12'-x_13'>=5, x_13'-x_14'>=5, x_14'-x_15'>=5, x_15'-x_16'>=5, x_16'-x_17'>=5, x_17'-x_18'>=5, x_18'-x_19'>=5
projected loop infeasible:
x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, 1=1
x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, 1=1
refining stem

cutting step 1 at pc(v_1)
LI at pc(v_1): x_11'-x_12'>=5

refining stem

cutting step 1 at pc(v_1)
LI at pc(v_1): x_11'-x_12'>=5




--------------------------------------------------
abstraction refinement iteration 1:
lfp iteration 0 1 
abstract counterexample: stem [0,tid([22])], loop [tid([1])]
trans preds: _3518556->_3518559:	#8:	x_11'-x_12'>=5, x_12'-x_13'>=5, x_13'-x_14'>=5, x_14'-x_15'>=5, x_15'-x_16'>=5, x_16'-x_17'>=5, x_17'-x_18'>=5, x_18'-x_19'>=5
projected loop:
x_1=120, x_2=115, x_3=110, x_4=105, x_5=100, x_6=95, x_7=90, x_8=85, x_9=80, x_10=75, x_11=70, x_12=65, x_13=60, x_14=55, x_15=50, x_16=45, x_17=40, x_18=35, x_19=30, x_20=25, x_1'-x_2'>2, x_1'-x_2'<10, x_2'-x_3'>2, x_2'-x_3'<10, x_3'-x_4'>2, x_3'-x_4'<10, x_4'-x_5'>2, x_4'-x_5'<10, x_5'-x_6'>2, x_5'-x_6'<10, x_6'-x_7'>2, x_6'-x_7'<10, x_7'-x_8'>2, x_7'-x_8'<10, x_8'-x_9'>2, x_8'-x_9'<10, x_9'-x_10'>2, x_9'-x_10'<10, x_10'-x_11'>2, x_10'-x_11'<10, x_11'-x_12'>2, x_11'-x_12'<10, x_12'-x_13'>2, x_12'-x_13'<10, x_13'-x_14'>2, x_13'-x_14'<10, x_14'-x_15'>2, x_14'-x_15'<10, x_15'-x_16'>2, x_15'-x_16'<10, x_16'-x_17'>2, x_16'-x_17'<10, x_17'-x_18'>2, x_17'-x_18'<10, x_18'-x_19'>2, x_18'-x_19'<10, x_19'-x_20'>2, x_19'-x_20'<10, t-1/8*x_1'=< -15, t-1/8*x_2'=< -115/8, t-1/8*x_3'=< -55/4, t-1/8*x_4'=< -105/8, t-1/8*x_5'=< -25/2, t-1/8*x_6'=< -95/8, t-1/8*x_7'=< -45/4, t-1/8*x_8'=< -85/8, t-1/8*x_9'=< -10, t-1/8*x_10'=< -75/8, t-1/8*x_11'=< -35/4, t-1/8*x_12'=< -65/8, t-1/8*x_13'=< -15/2, t-1/8*x_14'=< -55/8, t-1/8*x_15'=< -25/4, t-1/8*x_16'=< -45/8, t-1/8*x_17'=< -5, t-1/8*x_18'=< -35/8, t-1/8*x_19'=< -15/4, t-1/8*x_20'=< -25/8, t>0, t-1/10*x_20'>= -5/2, t-1/10*x_19'>= -3, t-1/10*x_18'>= -7/2, t-1/10*x_17'>= -4, t-1/10*x_16'>= -9/2, t-1/10*x_15'>= -5, t-1/10*x_14'>= -11/2, t-1/10*x_13'>= -6, t-1/10*x_12'>= -13/2, t-1/10*x_11'>= -7, t-1/10*x_10'>= -15/2, t-1/10*x_9'>= -8, t-1/10*x_8'>= -17/2, t-1/10*x_7'>= -9, t-1/10*x_6'>= -19/2, t-1/10*x_5'>= -10, t-1/10*x_4'>= -21/2, t-1/10*x_3'>= -11, t-1/10*x_2'>= -23/2, t-1/10*x_1'>= -12, t'>0
[runlim] sample:		109.3 seconds, 61.9 MB
[runlim] sample:		119.3 seconds, 61.9 MB
x_1>=121
x_1-x_1'>= -7
path is sat



--------------------------------------------------
abstraction refinement iteration 0:
lfp iteration 0 1 2 
abstract counterexample: stem [0,tid([22]),tid([50])], loop []
trans preds: _78858->_78861:	#8:	x_11'-x_12'>=5, x_12'-x_13'>=5, x_13'-x_14'>=5, x_14'-x_15'>=5, x_15'-x_16'>=5, x_16'-x_17'>=5, x_17'-x_18'>=5, x_18'-x_19'>=5
projected loop infeasible:
x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, 1=1
x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, 1=1
refining stem

cutting step 1 at pc(v_1)
LI at pc(v_1): x_10'-x_11'>=5

refining stem

cutting step 1 at pc(v_1)
LI at pc(v_1): x_10'-x_11'>=5




--------------------------------------------------
abstraction refinement iteration 1:
lfp iteration 0 1 
abstract counterexample: stem [0,tid([22])], loop [tid([1])]
trans preds: _3548141->_3548144:	#9:	x_10'-x_11'>=5, x_11'-x_12'>=5, x_12'-x_13'>=5, x_13'-x_14'>=5, x_14'-x_15'>=5, x_15'-x_16'>=5, x_16'-x_17'>=5, x_17'-x_18'>=5, x_18'-x_19'>=5
projected loop:
x_1=120, x_2=115, x_3=110, x_4=105, x_5=100, x_6=95, x_7=90, x_8=85, x_9=80, x_10=75, x_11=70, x_12=65, x_13=60, x_14=55, x_15=50, x_16=45, x_17=40, x_18=35, x_19=30, x_20=25, x_1'-x_2'>2, x_1'-x_2'<10, x_2'-x_3'>2, x_2'-x_3'<10, x_3'-x_4'>2, x_3'-x_4'<10, x_4'-x_5'>2, x_4'-x_5'<10, x_5'-x_6'>2, x_5'-x_6'<10, x_6'-x_7'>2, x_6'-x_7'<10, x_7'-x_8'>2, x_7'-x_8'<10, x_8'-x_9'>2, x_8'-x_9'<10, x_9'-x_10'>2, x_9'-x_10'<10, x_10'-x_11'>2, x_10'-x_11'<10, x_11'-x_12'>2, x_11'-x_12'<10, x_12'-x_13'>2, x_12'-x_13'<10, x_13'-x_14'>2, x_13'-x_14'<10, x_14'-x_15'>2, x_14'-x_15'<10, x_15'-x_16'>2, x_15'-x_16'<10, x_16'-x_17'>2, x_16'-x_17'<10, x_17'-x_18'>2, x_17'-x_18'<10, x_18'-x_19'>2, x_18'-x_19'<10, x_19'-x_20'>2, x_19'-x_20'<10, t-1/8*x_1'=< -15, t-1/8*x_2'=< -115/8, t-1/8*x_3'=< -55/4, t-1/8*x_4'=< -105/8, t-1/8*x_5'=< -25/2, t-1/8*x_6'=< -95/8, t-1/8*x_7'=< -45/4, t-1/8*x_8'=< -85/8, t-1/8*x_9'=< -10, t-1/8*x_10'=< -75/8, t-1/8*x_11'=< -35/4, t-1/8*x_12'=< -65/8, t-1/8*x_13'=< -15/2, t-1/8*x_14'=< -55/8, t-1/8*x_15'=< -25/4, t-1/8*x_16'=< -45/8, t-1/8*x_17'=< -5, t-1/8*x_18'=< -35/8, t-1/8*x_19'=< -15/4, t-1/8*x_20'=< -25/8, t>0, t-1/10*x_20'>= -5/2, t-1/10*x_19'>= -3, t-1/10*x_18'>= -7/2, t-1/10*x_17'>= -4, t-1/10*x_16'>= -9/2, t-1/10*x_15'>= -5, t-1/10*x_14'>= -11/2, t-1/10*x_13'>= -6, t-1/10*x_12'>= -13/2, t-1/10*x_11'>= -7, t-1/10*x_10'>= -15/2, t-1/10*x_9'>= -8, t-1/10*x_8'>= -17/2, t-1/10*x_7'>= -9, t-1/10*x_6'>= -19/2, t-1/10*x_5'>= -10, t-1/10*x_4'>= -21/2, t-1/10*x_3'>= -11, t-1/10*x_2'>= -23/2, t-1/10*x_1'>= -12, t'>0
[runlim] sample:		129.2 seconds, 61.9 MB
[runlim] sample:		139.2 seconds, 61.9 MB
x_1>=121
x_1-x_1'>= -7
path is sat



--------------------------------------------------
abstraction refinement iteration 0:
lfp iteration 0 1 2 
abstract counterexample: stem [0,tid([22]),tid([47])], loop []
trans preds: _77826->_77829:	#9:	x_10'-x_11'>=5, x_11'-x_12'>=5, x_12'-x_13'>=5, x_13'-x_14'>=5, x_14'-x_15'>=5, x_15'-x_16'>=5, x_16'-x_17'>=5, x_17'-x_18'>=5, x_18'-x_19'>=5
projected loop infeasible:
x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, 1=1
x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, 1=1
refining stem

cutting step 1 at pc(v_1)
LI at pc(v_1): x_9'-x_10'>=5

refining stem

cutting step 1 at pc(v_1)
LI at pc(v_1): x_9'-x_10'>=5




--------------------------------------------------
abstraction refinement iteration 1:
lfp iteration 0 1 
abstract counterexample: stem [0,tid([22])], loop [tid([1])]
trans preds: _3565706->_3565709:	#10:	x_9'-x_10'>=5, x_10'-x_11'>=5, x_11'-x_12'>=5, x_12'-x_13'>=5, x_13'-x_14'>=5, x_14'-x_15'>=5, x_15'-x_16'>=5, x_16'-x_17'>=5, x_17'-x_18'>=5, x_18'-x_19'>=5
projected loop:
x_1=120, x_2=115, x_3=110, x_4=105, x_5=100, x_6=95, x_7=90, x_8=85, x_9=80, x_10=75, x_11=70, x_12=65, x_13=60, x_14=55, x_15=50, x_16=45, x_17=40, x_18=35, x_19=30, x_20=25, x_1'-x_2'>2, x_1'-x_2'<10, x_2'-x_3'>2, x_2'-x_3'<10, x_3'-x_4'>2, x_3'-x_4'<10, x_4'-x_5'>2, x_4'-x_5'<10, x_5'-x_6'>2, x_5'-x_6'<10, x_6'-x_7'>2, x_6'-x_7'<10, x_7'-x_8'>2, x_7'-x_8'<10, x_8'-x_9'>2, x_8'-x_9'<10, x_9'-x_10'>2, x_9'-x_10'<10, x_10'-x_11'>2, x_10'-x_11'<10, x_11'-x_12'>2, x_11'-x_12'<10, x_12'-x_13'>2, x_12'-x_13'<10, x_13'-x_14'>2, x_13'-x_14'<10, x_14'-x_15'>2, x_14'-x_15'<10, x_15'-x_16'>2, x_15'-x_16'<10, x_16'-x_17'>2, x_16'-x_17'<10, x_17'-x_18'>2, x_17'-x_18'<10, x_18'-x_19'>2, x_18'-x_19'<10, x_19'-x_20'>2, x_19'-x_20'<10, t-1/8*x_1'=< -15, t-1/8*x_2'=< -115/8, t-1/8*x_3'=< -55/4, t-1/8*x_4'=< -105/8, t-1/8*x_5'=< -25/2, t-1/8*x_6'=< -95/8, t-1/8*x_7'=< -45/4, t-1/8*x_8'=< -85/8, t-1/8*x_9'=< -10, t-1/8*x_10'=< -75/8, t-1/8*x_11'=< -35/4, t-1/8*x_12'=< -65/8, t-1/8*x_13'=< -15/2, t-1/8*x_14'=< -55/8, t-1/8*x_15'=< -25/4, t-1/8*x_16'=< -45/8, t-1/8*x_17'=< -5, t-1/8*x_18'=< -35/8, t-1/8*x_19'=< -15/4, t-1/8*x_20'=< -25/8, t>0, t-1/10*x_20'>= -5/2, t-1/10*x_19'>= -3, t-1/10*x_18'>= -7/2, t-1/10*x_17'>= -4, t-1/10*x_16'>= -9/2, t-1/10*x_15'>= -5, t-1/10*x_14'>= -11/2, t-1/10*x_13'>= -6, t-1/10*x_12'>= -13/2, t-1/10*x_11'>= -7, t-1/10*x_10'>= -15/2, t-1/10*x_9'>= -8, t-1/10*x_8'>= -17/2, t-1/10*x_7'>= -9, t-1/10*x_6'>= -19/2, t-1/10*x_5'>= -10, t-1/10*x_4'>= -21/2, t-1/10*x_3'>= -11, t-1/10*x_2'>= -23/2, t-1/10*x_1'>= -12, t'>0
[runlim] sample:		149.1 seconds, 61.9 MB
[runlim] sample:		159.1 seconds, 61.9 MB
x_1>=121
x_1-x_1'>= -7
path is sat



--------------------------------------------------
abstraction refinement iteration 0:
lfp iteration 0 1 2 
abstract counterexample: stem [0,tid([22]),tid([44])], loop []
trans preds: _76794->_76797:	#10:	x_9'-x_10'>=5, x_10'-x_11'>=5, x_11'-x_12'>=5, x_12'-x_13'>=5, x_13'-x_14'>=5, x_14'-x_15'>=5, x_15'-x_16'>=5, x_16'-x_17'>=5, x_17'-x_18'>=5, x_18'-x_19'>=5
projected loop infeasible:
x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, 1=1
x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, 1=1
refining stem

cutting step 1 at pc(v_1)
LI at pc(v_1): x_8'-x_9'>=5

refining stem

cutting step 1 at pc(v_1)
LI at pc(v_1): x_8'-x_9'>=5




--------------------------------------------------
abstraction refinement iteration 1:
lfp iteration 0 1 
abstract counterexample: stem [0,tid([22])], loop [tid([1])]
trans preds: _3602155->_3602158:	#11:	x_8'-x_9'>=5, x_9'-x_10'>=5, x_10'-x_11'>=5, x_11'-x_12'>=5, x_12'-x_13'>=5, x_13'-x_14'>=5, x_14'-x_15'>=5, x_15'-x_16'>=5, x_16'-x_17'>=5, x_17'-x_18'>=5, x_18'-x_19'>=5
projected loop:
x_1=120, x_2=115, x_3=110, x_4=105, x_5=100, x_6=95, x_7=90, x_8=85, x_9=80, x_10=75, x_11=70, x_12=65, x_13=60, x_14=55, x_15=50, x_16=45, x_17=40, x_18=35, x_19=30, x_20=25, x_1'-x_2'>2, x_1'-x_2'<10, x_2'-x_3'>2, x_2'-x_3'<10, x_3'-x_4'>2, x_3'-x_4'<10, x_4'-x_5'>2, x_4'-x_5'<10, x_5'-x_6'>2, x_5'-x_6'<10, x_6'-x_7'>2, x_6'-x_7'<10, x_7'-x_8'>2, x_7'-x_8'<10, x_8'-x_9'>2, x_8'-x_9'<10, x_9'-x_10'>2, x_9'-x_10'<10, x_10'-x_11'>2, x_10'-x_11'<10, x_11'-x_12'>2, x_11'-x_12'<10, x_12'-x_13'>2, x_12'-x_13'<10, x_13'-x_14'>2, x_13'-x_14'<10, x_14'-x_15'>2, x_14'-x_15'<10, x_15'-x_16'>2, x_15'-x_16'<10, x_16'-x_17'>2, x_16'-x_17'<10, x_17'-x_18'>2, x_17'-x_18'<10, x_18'-x_19'>2, x_18'-x_19'<10, x_19'-x_20'>2, x_19'-x_20'<10, t-1/8*x_1'=< -15, t-1/8*x_2'=< -115/8, t-1/8*x_3'=< -55/4, t-1/8*x_4'=< -105/8, t-1/8*x_5'=< -25/2, t-1/8*x_6'=< -95/8, t-1/8*x_7'=< -45/4, t-1/8*x_8'=< -85/8, t-1/8*x_9'=< -10, t-1/8*x_10'=< -75/8, t-1/8*x_11'=< -35/4, t-1/8*x_12'=< -65/8, t-1/8*x_13'=< -15/2, t-1/8*x_14'=< -55/8, t-1/8*x_15'=< -25/4, t-1/8*x_16'=< -45/8, t-1/8*x_17'=< -5, t-1/8*x_18'=< -35/8, t-1/8*x_19'=< -15/4, t-1/8*x_20'=< -25/8, t>0, t-1/10*x_20'>= -5/2, t-1/10*x_19'>= -3, t-1/10*x_18'>= -7/2, t-1/10*x_17'>= -4, t-1/10*x_16'>= -9/2, t-1/10*x_15'>= -5, t-1/10*x_14'>= -11/2, t-1/10*x_13'>= -6, t-1/10*x_12'>= -13/2, t-1/10*x_11'>= -7, t-1/10*x_10'>= -15/2, t-1/10*x_9'>= -8, t-1/10*x_8'>= -17/2, t-1/10*x_7'>= -9, t-1/10*x_6'>= -19/2, t-1/10*x_5'>= -10, t-1/10*x_4'>= -21/2, t-1/10*x_3'>= -11, t-1/10*x_2'>= -23/2, t-1/10*x_1'>= -12, t'>0
[runlim] sample:		169.0 seconds, 61.9 MB
x_1>=121
x_1-x_1'>= -7
path is sat



--------------------------------------------------
abstraction refinement iteration 0:
lfp iteration 0 1 2 
abstract counterexample: stem [0,tid([22]),tid([41])], loop []
trans preds: _75762->_75765:	#11:	x_8'-x_9'>=5, x_9'-x_10'>=5, x_10'-x_11'>=5, x_11'-x_12'>=5, x_12'-x_13'>=5, x_13'-x_14'>=5, x_14'-x_15'>=5, x_15'-x_16'>=5, x_16'-x_17'>=5, x_17'-x_18'>=5, x_18'-x_19'>=5
projected loop infeasible:
x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, 1=1
x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, 1=1
refining stem

cutting step 1 at pc(v_1)
[runlim] sample:		178.9 seconds, 61.9 MB
LI at pc(v_1): x_7'-x_8'>=5

refining stem

cutting step 1 at pc(v_1)
LI at pc(v_1): x_7'-x_8'>=5




--------------------------------------------------
abstraction refinement iteration 1:
lfp iteration 0 1 
abstract counterexample: stem [0,tid([22])], loop [tid([1])]
trans preds: _3626910->_3626913:	#12:	x_7'-x_8'>=5, x_8'-x_9'>=5, x_9'-x_10'>=5, x_10'-x_11'>=5, x_11'-x_12'>=5, x_12'-x_13'>=5, x_13'-x_14'>=5, x_14'-x_15'>=5, x_15'-x_16'>=5, x_16'-x_17'>=5, x_17'-x_18'>=5, x_18'-x_19'>=5
projected loop:
x_1=120, x_2=115, x_3=110, x_4=105, x_5=100, x_6=95, x_7=90, x_8=85, x_9=80, x_10=75, x_11=70, x_12=65, x_13=60, x_14=55, x_15=50, x_16=45, x_17=40, x_18=35, x_19=30, x_20=25, x_1'-x_2'>2, x_1'-x_2'<10, x_2'-x_3'>2, x_2'-x_3'<10, x_3'-x_4'>2, x_3'-x_4'<10, x_4'-x_5'>2, x_4'-x_5'<10, x_5'-x_6'>2, x_5'-x_6'<10, x_6'-x_7'>2, x_6'-x_7'<10, x_7'-x_8'>2, x_7'-x_8'<10, x_8'-x_9'>2, x_8'-x_9'<10, x_9'-x_10'>2, x_9'-x_10'<10, x_10'-x_11'>2, x_10'-x_11'<10, x_11'-x_12'>2, x_11'-x_12'<10, x_12'-x_13'>2, x_12'-x_13'<10, x_13'-x_14'>2, x_13'-x_14'<10, x_14'-x_15'>2, x_14'-x_15'<10, x_15'-x_16'>2, x_15'-x_16'<10, x_16'-x_17'>2, x_16'-x_17'<10, x_17'-x_18'>2, x_17'-x_18'<10, x_18'-x_19'>2, x_18'-x_19'<10, x_19'-x_20'>2, x_19'-x_20'<10, t-1/8*x_1'=< -15, t-1/8*x_2'=< -115/8, t-1/8*x_3'=< -55/4, t-1/8*x_4'=< -105/8, t-1/8*x_5'=< -25/2, t-1/8*x_6'=< -95/8, t-1/8*x_7'=< -45/4, t-1/8*x_8'=< -85/8, t-1/8*x_9'=< -10, t-1/8*x_10'=< -75/8, t-1/8*x_11'=< -35/4, t-1/8*x_12'=< -65/8, t-1/8*x_13'=< -15/2, t-1/8*x_14'=< -55/8, t-1/8*x_15'=< -25/4, t-1/8*x_16'=< -45/8, t-1/8*x_17'=< -5, t-1/8*x_18'=< -35/8, t-1/8*x_19'=< -15/4, t-1/8*x_20'=< -25/8, t>0, t-1/10*x_20'>= -5/2, t-1/10*x_19'>= -3, t-1/10*x_18'>= -7/2, t-1/10*x_17'>= -4, t-1/10*x_16'>= -9/2, t-1/10*x_15'>= -5, t-1/10*x_14'>= -11/2, t-1/10*x_13'>= -6, t-1/10*x_12'>= -13/2, t-1/10*x_11'>= -7, t-1/10*x_10'>= -15/2, t-1/10*x_9'>= -8, t-1/10*x_8'>= -17/2, t-1/10*x_7'>= -9, t-1/10*x_6'>= -19/2, t-1/10*x_5'>= -10, t-1/10*x_4'>= -21/2, t-1/10*x_3'>= -11, t-1/10*x_2'>= -23/2, t-1/10*x_1'>= -12, t'>0
[runlim] sample:		188.9 seconds, 61.9 MB
x_1>=121
x_1-x_1'>= -7
path is sat



--------------------------------------------------
abstraction refinement iteration 0:
lfp iteration 0 1 2 
abstract counterexample: stem [0,tid([22]),tid([38])], loop []
trans preds: _74730->_74733:	#12:	x_7'-x_8'>=5, x_8'-x_9'>=5, x_9'-x_10'>=5, x_10'-x_11'>=5, x_11'-x_12'>=5, x_12'-x_13'>=5, x_13'-x_14'>=5, x_14'-x_15'>=5, x_15'-x_16'>=5, x_16'-x_17'>=5, x_17'-x_18'>=5, x_18'-x_19'>=5
projected loop infeasible:
x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, 1=1
x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, 1=1
refining stem

cutting step 1 at pc(v_1)
LI at pc(v_1): x_6'-x_7'>=5

refining stem

cutting step 1 at pc(v_1)
LI at pc(v_1): x_6'-x_7'>=5




--------------------------------------------------
abstraction refinement iteration 1:
lfp iteration 0 1 
abstract counterexample: stem [0,tid([22])], loop [tid([1])]
trans preds: _3669343->_3669346:	#13:	x_6'-x_7'>=5, x_7'-x_8'>=5, x_8'-x_9'>=5, x_9'-x_10'>=5, x_10'-x_11'>=5, x_11'-x_12'>=5, x_12'-x_13'>=5, x_13'-x_14'>=5, x_14'-x_15'>=5, x_15'-x_16'>=5, x_16'-x_17'>=5, x_17'-x_18'>=5, x_18'-x_19'>=5
projected loop:
x_1=120, x_2=115, x_3=110, x_4=105, x_5=100, x_6=95, x_7=90, x_8=85, x_9=80, x_10=75, x_11=70, x_12=65, x_13=60, x_14=55, x_15=50, x_16=45, x_17=40, x_18=35, x_19=30, x_20=25, x_1'-x_2'>2, x_1'-x_2'<10, x_2'-x_3'>2, x_2'-x_3'<10, x_3'-x_4'>2, x_3'-x_4'<10, x_4'-x_5'>2, x_4'-x_5'<10, x_5'-x_6'>2, x_5'-x_6'<10, x_6'-x_7'>2, x_6'-x_7'<10, x_7'-x_8'>2, x_7'-x_8'<10, x_8'-x_9'>2, x_8'-x_9'<10, x_9'-x_10'>2, x_9'-x_10'<10, x_10'-x_11'>2, x_10'-x_11'<10, x_11'-x_12'>2, x_11'-x_12'<10, x_12'-x_13'>2, x_12'-x_13'<10, x_13'-x_14'>2, x_13'-x_14'<10, x_14'-x_15'>2, x_14'-x_15'<10, x_15'-x_16'>2, x_15'-x_16'<10, x_16'-x_17'>2, x_16'-x_17'<10, x_17'-x_18'>2, x_17'-x_18'<10, x_18'-x_19'>2, x_18'-x_19'<10, x_19'-x_20'>2, x_19'-x_20'<10, t-1/8*x_1'=< -15, t-1/8*x_2'=< -115/8, t-1/8*x_3'=< -55/4, t-1/8*x_4'=< -105/8, t-1/8*x_5'=< -25/2, t-1/8*x_6'=< -95/8, t-1/8*x_7'=< -45/4, t-1/8*x_8'=< -85/8, t-1/8*x_9'=< -10, t-1/8*x_10'=< -75/8, t-1/8*x_11'=< -35/4, t-1/8*x_12'=< -65/8, t-1/8*x_13'=< -15/2, t-1/8*x_14'=< -55/8, t-1/8*x_15'=< -25/4, t-1/8*x_16'=< -45/8, t-1/8*x_17'=< -5, t-1/8*x_18'=< -35/8, t-1/8*x_19'=< -15/4, t-1/8*x_20'=< -25/8, t>0, t-1/10*x_20'>= -5/2, t-1/10*x_19'>= -3, t-1/10*x_18'>= -7/2, t-1/10*x_17'>= -4, t-1/10*x_16'>= -9/2, t-1/10*x_15'>= -5, t-1/10*x_14'>= -11/2, t-1/10*x_13'>= -6, t-1/10*x_12'>= -13/2, t-1/10*x_11'>= -7, t-1/10*x_10'>= -15/2, t-1/10*x_9'>= -8, t-1/10*x_8'>= -17/2, t-1/10*x_7'>= -9, t-1/10*x_6'>= -19/2, t-1/10*x_5'>= -10, t-1/10*x_4'>= -21/2, t-1/10*x_3'>= -11, t-1/10*x_2'>= -23/2, t-1/10*x_1'>= -12, t'>0
[runlim] sample:		198.8 seconds, 61.9 MB
[runlim] sample:		208.8 seconds, 61.9 MB
x_1>=121
x_1-x_1'>= -7
path is sat



--------------------------------------------------
abstraction refinement iteration 0:
lfp iteration 0 1 2 
abstract counterexample: stem [0,tid([22]),tid([35])], loop []
trans preds: _73698->_73701:	#13:	x_6'-x_7'>=5, x_7'-x_8'>=5, x_8'-x_9'>=5, x_9'-x_10'>=5, x_10'-x_11'>=5, x_11'-x_12'>=5, x_12'-x_13'>=5, x_13'-x_14'>=5, x_14'-x_15'>=5, x_15'-x_16'>=5, x_16'-x_17'>=5, x_17'-x_18'>=5, x_18'-x_19'>=5
projected loop infeasible:
x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, 1=1
x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, 1=1
refining stem

cutting step 1 at pc(v_1)
LI at pc(v_1): x_5'-x_6'>=5

refining stem

cutting step 1 at pc(v_1)
LI at pc(v_1): x_5'-x_6'>=5




--------------------------------------------------
abstraction refinement iteration 1:
lfp iteration 0 1 
abstract counterexample: stem [0,tid([22])], loop [tid([1])]
trans preds: _3701860->_3701863:	#14:	x_5'-x_6'>=5, x_6'-x_7'>=5, x_7'-x_8'>=5, x_8'-x_9'>=5, x_9'-x_10'>=5, x_10'-x_11'>=5, x_11'-x_12'>=5, x_12'-x_13'>=5, x_13'-x_14'>=5, x_14'-x_15'>=5, x_15'-x_16'>=5, x_16'-x_17'>=5, x_17'-x_18'>=5, x_18'-x_19'>=5
projected loop:
x_1=120, x_2=115, x_3=110, x_4=105, x_5=100, x_6=95, x_7=90, x_8=85, x_9=80, x_10=75, x_11=70, x_12=65, x_13=60, x_14=55, x_15=50, x_16=45, x_17=40, x_18=35, x_19=30, x_20=25, x_1'-x_2'>2, x_1'-x_2'<10, x_2'-x_3'>2, x_2'-x_3'<10, x_3'-x_4'>2, x_3'-x_4'<10, x_4'-x_5'>2, x_4'-x_5'<10, x_5'-x_6'>2, x_5'-x_6'<10, x_6'-x_7'>2, x_6'-x_7'<10, x_7'-x_8'>2, x_7'-x_8'<10, x_8'-x_9'>2, x_8'-x_9'<10, x_9'-x_10'>2, x_9'-x_10'<10, x_10'-x_11'>2, x_10'-x_11'<10, x_11'-x_12'>2, x_11'-x_12'<10, x_12'-x_13'>2, x_12'-x_13'<10, x_13'-x_14'>2, x_13'-x_14'<10, x_14'-x_15'>2, x_14'-x_15'<10, x_15'-x_16'>2, x_15'-x_16'<10, x_16'-x_17'>2, x_16'-x_17'<10, x_17'-x_18'>2, x_17'-x_18'<10, x_18'-x_19'>2, x_18'-x_19'<10, x_19'-x_20'>2, x_19'-x_20'<10, t-1/8*x_1'=< -15, t-1/8*x_2'=< -115/8, t-1/8*x_3'=< -55/4, t-1/8*x_4'=< -105/8, t-1/8*x_5'=< -25/2, t-1/8*x_6'=< -95/8, t-1/8*x_7'=< -45/4, t-1/8*x_8'=< -85/8, t-1/8*x_9'=< -10, t-1/8*x_10'=< -75/8, t-1/8*x_11'=< -35/4, t-1/8*x_12'=< -65/8, t-1/8*x_13'=< -15/2, t-1/8*x_14'=< -55/8, t-1/8*x_15'=< -25/4, t-1/8*x_16'=< -45/8, t-1/8*x_17'=< -5, t-1/8*x_18'=< -35/8, t-1/8*x_19'=< -15/4, t-1/8*x_20'=< -25/8, t>0, t-1/10*x_20'>= -5/2, t-1/10*x_19'>= -3, t-1/10*x_18'>= -7/2, t-1/10*x_17'>= -4, t-1/10*x_16'>= -9/2, t-1/10*x_15'>= -5, t-1/10*x_14'>= -11/2, t-1/10*x_13'>= -6, t-1/10*x_12'>= -13/2, t-1/10*x_11'>= -7, t-1/10*x_10'>= -15/2, t-1/10*x_9'>= -8, t-1/10*x_8'>= -17/2, t-1/10*x_7'>= -9, t-1/10*x_6'>= -19/2, t-1/10*x_5'>= -10, t-1/10*x_4'>= -21/2, t-1/10*x_3'>= -11, t-1/10*x_2'>= -23/2, t-1/10*x_1'>= -12, t'>0
[runlim] sample:		218.7 seconds, 61.9 MB
[runlim] sample:		228.7 seconds, 61.9 MB
x_1>=121
x_1-x_1'>= -7
path is sat



--------------------------------------------------
abstraction refinement iteration 0:
lfp iteration 0 1 2 
abstract counterexample: stem [0,tid([22]),tid([32])], loop []
trans preds: _72666->_72669:	#14:	x_5'-x_6'>=5, x_6'-x_7'>=5, x_7'-x_8'>=5, x_8'-x_9'>=5, x_9'-x_10'>=5, x_10'-x_11'>=5, x_11'-x_12'>=5, x_12'-x_13'>=5, x_13'-x_14'>=5, x_14'-x_15'>=5, x_15'-x_16'>=5, x_16'-x_17'>=5, x_17'-x_18'>=5, x_18'-x_19'>=5
projected loop infeasible:
x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, 1=1
x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, 1=1
refining stem

cutting step 1 at pc(v_1)
LI at pc(v_1): x_4'-x_5'>=5

refining stem

cutting step 1 at pc(v_1)
LI at pc(v_1): x_4'-x_5'>=5




--------------------------------------------------
abstraction refinement iteration 1:
lfp iteration 0 1 
abstract counterexample: stem [0,tid([22])], loop [tid([1])]
trans preds: _3753339->_3753342:	#15:	x_4'-x_5'>=5, x_5'-x_6'>=5, x_6'-x_7'>=5, x_7'-x_8'>=5, x_8'-x_9'>=5, x_9'-x_10'>=5, x_10'-x_11'>=5, x_11'-x_12'>=5, x_12'-x_13'>=5, x_13'-x_14'>=5, x_14'-x_15'>=5, x_15'-x_16'>=5, x_16'-x_17'>=5, x_17'-x_18'>=5, x_18'-x_19'>=5
projected loop:
x_1=120, x_2=115, x_3=110, x_4=105, x_5=100, x_6=95, x_7=90, x_8=85, x_9=80, x_10=75, x_11=70, x_12=65, x_13=60, x_14=55, x_15=50, x_16=45, x_17=40, x_18=35, x_19=30, x_20=25, x_1'-x_2'>2, x_1'-x_2'<10, x_2'-x_3'>2, x_2'-x_3'<10, x_3'-x_4'>2, x_3'-x_4'<10, x_4'-x_5'>2, x_4'-x_5'<10, x_5'-x_6'>2, x_5'-x_6'<10, x_6'-x_7'>2, x_6'-x_7'<10, x_7'-x_8'>2, x_7'-x_8'<10, x_8'-x_9'>2, x_8'-x_9'<10, x_9'-x_10'>2, x_9'-x_10'<10, x_10'-x_11'>2, x_10'-x_11'<10, x_11'-x_12'>2, x_11'-x_12'<10, x_12'-x_13'>2, x_12'-x_13'<10, x_13'-x_14'>2, x_13'-x_14'<10, x_14'-x_15'>2, x_14'-x_15'<10, x_15'-x_16'>2, x_15'-x_16'<10, x_16'-x_17'>2, x_16'-x_17'<10, x_17'-x_18'>2, x_17'-x_18'<10, x_18'-x_19'>2, x_18'-x_19'<10, x_19'-x_20'>2, x_19'-x_20'<10, t-1/8*x_1'=< -15, t-1/8*x_2'=< -115/8, t-1/8*x_3'=< -55/4, t-1/8*x_4'=< -105/8, t-1/8*x_5'=< -25/2, t-1/8*x_6'=< -95/8, t-1/8*x_7'=< -45/4, t-1/8*x_8'=< -85/8, t-1/8*x_9'=< -10, t-1/8*x_10'=< -75/8, t-1/8*x_11'=< -35/4, t-1/8*x_12'=< -65/8, t-1/8*x_13'=< -15/2, t-1/8*x_14'=< -55/8, t-1/8*x_15'=< -25/4, t-1/8*x_16'=< -45/8, t-1/8*x_17'=< -5, t-1/8*x_18'=< -35/8, t-1/8*x_19'=< -15/4, t-1/8*x_20'=< -25/8, t>0, t-1/10*x_20'>= -5/2, t-1/10*x_19'>= -3, t-1/10*x_18'>= -7/2, t-1/10*x_17'>= -4, t-1/10*x_16'>= -9/2, t-1/10*x_15'>= -5, t-1/10*x_14'>= -11/2, t-1/10*x_13'>= -6, t-1/10*x_12'>= -13/2, t-1/10*x_11'>= -7, t-1/10*x_10'>= -15/2, t-1/10*x_9'>= -8, t-1/10*x_8'>= -17/2, t-1/10*x_7'>= -9, t-1/10*x_6'>= -19/2, t-1/10*x_5'>= -10, t-1/10*x_4'>= -21/2, t-1/10*x_3'>= -11, t-1/10*x_2'>= -23/2, t-1/10*x_1'>= -12, t'>0
[runlim] sample:		238.6 seconds, 61.9 MB
x_1>=121
x_1-x_1'>= -7
path is sat



--------------------------------------------------
abstraction refinement iteration 0:
lfp iteration 0 1 2 
abstract counterexample: stem [0,tid([22]),tid([29])], loop []
trans preds: _71634->_71637:	#15:	x_4'-x_5'>=5, x_5'-x_6'>=5, x_6'-x_7'>=5, x_7'-x_8'>=5, x_8'-x_9'>=5, x_9'-x_10'>=5, x_10'-x_11'>=5, x_11'-x_12'>=5, x_12'-x_13'>=5, x_13'-x_14'>=5, x_14'-x_15'>=5, x_15'-x_16'>=5, x_16'-x_17'>=5, x_17'-x_18'>=5, x_18'-x_19'>=5
projected loop infeasible:
x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, 1=1
x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, 1=1
refining stem

cutting step 1 at pc(v_1)
LI at pc(v_1): x_3'-x_4'>=5

refining stem

cutting step 1 at pc(v_1)
LI at pc(v_1): x_3'-x_4'>=5




--------------------------------------------------
abstraction refinement iteration 1:
lfp iteration 0 1 
abstract counterexample: stem [0,tid([22])], loop [tid([1])]
trans preds: _3794104->_3794107:	#16:	x_3'-x_4'>=5, x_4'-x_5'>=5, x_5'-x_6'>=5, x_6'-x_7'>=5, x_7'-x_8'>=5, x_8'-x_9'>=5, x_9'-x_10'>=5, x_10'-x_11'>=5, x_11'-x_12'>=5, x_12'-x_13'>=5, x_13'-x_14'>=5, x_14'-x_15'>=5, x_15'-x_16'>=5, x_16'-x_17'>=5, x_17'-x_18'>=5, x_18'-x_19'>=5
projected loop:
x_1=120, x_2=115, x_3=110, x_4=105, x_5=100, x_6=95, x_7=90, x_8=85, x_9=80, x_10=75, x_11=70, x_12=65, x_13=60, x_14=55, x_15=50, x_16=45, x_17=40, x_18=35, x_19=30, x_20=25, x_1'-x_2'>2, x_1'-x_2'<10, x_2'-x_3'>2, x_2'-x_3'<10, x_3'-x_4'>2, x_3'-x_4'<10, x_4'-x_5'>2, x_4'-x_5'<10, x_5'-x_6'>2, x_5'-x_6'<10, x_6'-x_7'>2, x_6'-x_7'<10, x_7'-x_8'>2, x_7'-x_8'<10, x_8'-x_9'>2, x_8'-x_9'<10, x_9'-x_10'>2, x_9'-x_10'<10, x_10'-x_11'>2, x_10'-x_11'<10, x_11'-x_12'>2, x_11'-x_12'<10, x_12'-x_13'>2, x_12'-x_13'<10, x_13'-x_14'>2, x_13'-x_14'<10, x_14'-x_15'>2, x_14'-x_15'<10, x_15'-x_16'>2, x_15'-x_16'<10, x_16'-x_17'>2, x_16'-x_17'<10, x_17'-x_18'>2, x_17'-x_18'<10, x_18'-x_19'>2, x_18'-x_19'<10, x_19'-x_20'>2, x_19'-x_20'<10, t-1/8*x_1'=< -15, t-1/8*x_2'=< -115/8, t-1/8*x_3'=< -55/4, t-1/8*x_4'=< -105/8, t-1/8*x_5'=< -25/2, t-1/8*x_6'=< -95/8, t-1/8*x_7'=< -45/4, t-1/8*x_8'=< -85/8, t-1/8*x_9'=< -10, t-1/8*x_10'=< -75/8, t-1/8*x_11'=< -35/4, t-1/8*x_12'=< -65/8, t-1/8*x_13'=< -15/2, t-1/8*x_14'=< -55/8, t-1/8*x_15'=< -25/4, t-1/8*x_16'=< -45/8, t-1/8*x_17'=< -5, t-1/8*x_18'=< -35/8, t-1/8*x_19'=< -15/4, t-1/8*x_20'=< -25/8, t>0, t-1/10*x_20'>= -5/2, t-1/10*x_19'>= -3, t-1/10*x_18'>= -7/2, t-1/10*x_17'>= -4, t-1/10*x_16'>= -9/2, t-1/10*x_15'>= -5, t-1/10*x_14'>= -11/2, t-1/10*x_13'>= -6, t-1/10*x_12'>= -13/2, t-1/10*x_11'>= -7, t-1/10*x_10'>= -15/2, t-1/10*x_9'>= -8, t-1/10*x_8'>= -17/2, t-1/10*x_7'>= -9, t-1/10*x_6'>= -19/2, t-1/10*x_5'>= -10, t-1/10*x_4'>= -21/2, t-1/10*x_3'>= -11, t-1/10*x_2'>= -23/2, t-1/10*x_1'>= -12, t'>0
[runlim] sample:		248.4 seconds, 61.9 MB
x_1>=121
x_1-x_1'>= -7
path is sat



--------------------------------------------------
abstraction refinement iteration 0:
lfp iteration 0 1 2 
abstract counterexample: stem [0,tid([22]),tid([26])], loop []
trans preds: _70602->_70605:	#16:	x_3'-x_4'>=5, x_4'-x_5'>=5, x_5'-x_6'>=5, x_6'-x_7'>=5, x_7'-x_8'>=5, x_8'-x_9'>=5, x_9'-x_10'>=5, x_10'-x_11'>=5, x_11'-x_12'>=5, x_12'-x_13'>=5, x_13'-x_14'>=5, x_14'-x_15'>=5, x_15'-x_16'>=5, x_16'-x_17'>=5, x_17'-x_18'>=5, x_18'-x_19'>=5
projected loop infeasible:
x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, 1=1
x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, 1=1
refining stem

cutting step 1 at pc(v_1)
LI at pc(v_1): x_2'-x_3'>=5

refining stem

cutting step 1 at pc(v_1)
LI at pc(v_1): x_2'-x_3'>=5




--------------------------------------------------
abstraction refinement iteration 1:
lfp iteration 0 1 
abstract counterexample: stem [0,tid([22])], loop [tid([1])]
trans preds: _3853277->_3853280:	#17:	x_2'-x_3'>=5, x_3'-x_4'>=5, x_4'-x_5'>=5, x_5'-x_6'>=5, x_6'-x_7'>=5, x_7'-x_8'>=5, x_8'-x_9'>=5, x_9'-x_10'>=5, x_10'-x_11'>=5, x_11'-x_12'>=5, x_12'-x_13'>=5, x_13'-x_14'>=5, x_14'-x_15'>=5, x_15'-x_16'>=5, x_16'-x_17'>=5, x_17'-x_18'>=5, x_18'-x_19'>=5
projected loop:
x_1=120, x_2=115, x_3=110, x_4=105, x_5=100, x_6=95, x_7=90, x_8=85, x_9=80, x_10=75, x_11=70, x_12=65, x_13=60, x_14=55, x_15=50, x_16=45, x_17=40, x_18=35, x_19=30, x_20=25, x_1'-x_2'>2, x_1'-x_2'<10, x_2'-x_3'>2, x_2'-x_3'<10, x_3'-x_4'>2, x_3'-x_4'<10, x_4'-x_5'>2, x_4'-x_5'<10, x_5'-x_6'>2, x_5'-x_6'<10, x_6'-x_7'>2, x_6'-x_7'<10, x_7'-x_8'>2, x_7'-x_8'<10, x_8'-x_9'>2, x_8'-x_9'<10, x_9'-x_10'>2, x_9'-x_10'<10, x_10'-x_11'>2, x_10'-x_11'<10, x_11'-x_12'>2, x_11'-x_12'<10, x_12'-x_13'>2, x_12'-x_13'<10, x_13'-x_14'>2, x_13'-x_14'<10, x_14'-x_15'>2, x_14'-x_15'<10, x_15'-x_16'>2, x_15'-x_16'<10, x_16'-x_17'>2, x_16'-x_17'<10, x_17'-x_18'>2, x_17'-x_18'<10, x_18'-x_19'>2, x_18'-x_19'<10, x_19'-x_20'>2, x_19'-x_20'<10, t-1/8*x_1'=< -15, t-1/8*x_2'=< -115/8, t-1/8*x_3'=< -55/4, t-1/8*x_4'=< -105/8, t-1/8*x_5'=< -25/2, t-1/8*x_6'=< -95/8, t-1/8*x_7'=< -45/4, t-1/8*x_8'=< -85/8, t-1/8*x_9'=< -10, t-1/8*x_10'=< -75/8, t-1/8*x_11'=< -35/4, t-1/8*x_12'=< -65/8, t-1/8*x_13'=< -15/2, t-1/8*x_14'=< -55/8, t-1/8*x_15'=< -25/4, t-1/8*x_16'=< -45/8, t-1/8*x_17'=< -5, t-1/8*x_18'=< -35/8, t-1/8*x_19'=< -15/4, t-1/8*x_20'=< -25/8, t>0, t-1/10*x_20'>= -5/2, t-1/10*x_19'>= -3, t-1/10*x_18'>= -7/2, t-1/10*x_17'>= -4, t-1/10*x_16'>= -9/2, t-1/10*x_15'>= -5, t-1/10*x_14'>= -11/2, t-1/10*x_13'>= -6, t-1/10*x_12'>= -13/2, t-1/10*x_11'>= -7, t-1/10*x_10'>= -15/2, t-1/10*x_9'>= -8, t-1/10*x_8'>= -17/2, t-1/10*x_7'>= -9, t-1/10*x_6'>= -19/2, t-1/10*x_5'>= -10, t-1/10*x_4'>= -21/2, t-1/10*x_3'>= -11, t-1/10*x_2'>= -23/2, t-1/10*x_1'>= -12, t'>0
[runlim] sample:		258.3 seconds, 61.9 MB
x_1>=121
x_1-x_1'>= -7
path is sat



--------------------------------------------------
abstraction refinement iteration 0:
lfp iteration 0 1 2 
abstract counterexample: stem [0,tid([22]),tid([23])], loop []
trans preds: _69570->_69573:	#17:	x_2'-x_3'>=5, x_3'-x_4'>=5, x_4'-x_5'>=5, x_5'-x_6'>=5, x_6'-x_7'>=5, x_7'-x_8'>=5, x_8'-x_9'>=5, x_9'-x_10'>=5, x_10'-x_11'>=5, x_11'-x_12'>=5, x_12'-x_13'>=5, x_13'-x_14'>=5, x_14'-x_15'>=5, x_15'-x_16'>=5, x_16'-x_17'>=5, x_17'-x_18'>=5, x_18'-x_19'>=5
projected loop infeasible:
x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, 1=1
x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, 1=1
refining stem

cutting step 1 at pc(v_1)
LI at pc(v_1): x_1'-x_2'>=5

refining stem

cutting step 1 at pc(v_1)
LI at pc(v_1): x_1'-x_2'>=5




--------------------------------------------------
abstraction refinement iteration 1:
lfp iteration 0 1 
abstract counterexample: stem [0,tid([22])], loop [tid([1])]
trans preds: _3899792->_3899795:	#18:	x_1'-x_2'>=5, x_2'-x_3'>=5, x_3'-x_4'>=5, x_4'-x_5'>=5, x_5'-x_6'>=5, x_6'-x_7'>=5, x_7'-x_8'>=5, x_8'-x_9'>=5, x_9'-x_10'>=5, x_10'-x_11'>=5, x_11'-x_12'>=5, x_12'-x_13'>=5, x_13'-x_14'>=5, x_14'-x_15'>=5, x_15'-x_16'>=5, x_16'-x_17'>=5, x_17'-x_18'>=5, x_18'-x_19'>=5
projected loop:
x_1=120, x_2=115, x_3=110, x_4=105, x_5=100, x_6=95, x_7=90, x_8=85, x_9=80, x_10=75, x_11=70, x_12=65, x_13=60, x_14=55, x_15=50, x_16=45, x_17=40, x_18=35, x_19=30, x_20=25, x_1'-x_2'>2, x_1'-x_2'<10, x_2'-x_3'>2, x_2'-x_3'<10, x_3'-x_4'>2, x_3'-x_4'<10, x_4'-x_5'>2, x_4'-x_5'<10, x_5'-x_6'>2, x_5'-x_6'<10, x_6'-x_7'>2, x_6'-x_7'<10, x_7'-x_8'>2, x_7'-x_8'<10, x_8'-x_9'>2, x_8'-x_9'<10, x_9'-x_10'>2, x_9'-x_10'<10, x_10'-x_11'>2, x_10'-x_11'<10, x_11'-x_12'>2, x_11'-x_12'<10, x_12'-x_13'>2, x_12'-x_13'<10, x_13'-x_14'>2, x_13'-x_14'<10, x_14'-x_15'>2, x_14'-x_15'<10, x_15'-x_16'>2, x_15'-x_16'<10, x_16'-x_17'>2, x_16'-x_17'<10, x_17'-x_18'>2, x_17'-x_18'<10, x_18'-x_19'>2, x_18'-x_19'<10, x_19'-x_20'>2, x_19'-x_20'<10, t-1/8*x_1'=< -15, t-1/8*x_2'=< -115/8, t-1/8*x_3'=< -55/4, t-1/8*x_4'=< -105/8, t-1/8*x_5'=< -25/2, t-1/8*x_6'=< -95/8, t-1/8*x_7'=< -45/4, t-1/8*x_8'=< -85/8, t-1/8*x_9'=< -10, t-1/8*x_10'=< -75/8, t-1/8*x_11'=< -35/4, t-1/8*x_12'=< -65/8, t-1/8*x_13'=< -15/2, t-1/8*x_14'=< -55/8, t-1/8*x_15'=< -25/4, t-1/8*x_16'=< -45/8, t-1/8*x_17'=< -5, t-1/8*x_18'=< -35/8, t-1/8*x_19'=< -15/4, t-1/8*x_20'=< -25/8, t>0, t-1/10*x_20'>= -5/2, t-1/10*x_19'>= -3, t-1/10*x_18'>= -7/2, t-1/10*x_17'>= -4, t-1/10*x_16'>= -9/2, t-1/10*x_15'>= -5, t-1/10*x_14'>= -11/2, t-1/10*x_13'>= -6, t-1/10*x_12'>= -13/2, t-1/10*x_11'>= -7, t-1/10*x_10'>= -15/2, t-1/10*x_9'>= -8, t-1/10*x_8'>= -17/2, t-1/10*x_7'>= -9, t-1/10*x_6'>= -19/2, t-1/10*x_5'>= -10, t-1/10*x_4'>= -21/2, t-1/10*x_3'>= -11, t-1/10*x_2'>= -23/2, t-1/10*x_1'>= -12, t'>0
[runlim] sample:		268.2 seconds, 61.9 MB
x_1>=121
x_1-x_1'>= -7
path is sat



--------------------------------------------------
abstraction refinement iteration 0:
lfp iteration 0 1 2 
abstract counterexample: stem [0,tid([22]),tid([1])], loop []
trans preds: _68903->_68906:	#18:	x_1'-x_2'>=5, x_2'-x_3'>=5, x_3'-x_4'>=5, x_4'-x_5'>=5, x_5'-x_6'>=5, x_6'-x_7'>=5, x_7'-x_8'>=5, x_8'-x_9'>=5, x_9'-x_10'>=5, x_10'-x_11'>=5, x_11'-x_12'>=5, x_12'-x_13'>=5, x_13'-x_14'>=5, x_14'-x_15'>=5, x_15'-x_16'>=5, x_16'-x_17'>=5, x_17'-x_18'>=5, x_18'-x_19'>=5
[runlim] sample:		278.2 seconds, 61.9 MB
[runlim] sample:		288.2 seconds, 61.9 MB
[runlim] sample:		298.2 seconds, 61.9 MB
[runlim] sample:		308.2 seconds, 61.9 MB
[runlim] sample:		318.1 seconds, 61.9 MB
[runlim] sample:		328.1 seconds, 61.9 MB
[runlim] sample:		338.1 seconds, 61.9 MB
[runlim] sample:		348.1 seconds, 61.9 MB
[runlim] sample:		358.1 seconds, 61.9 MB
[runlim] sample:		368.1 seconds, 61.9 MB
[runlim] sample:		378.1 seconds, 61.9 MB
[runlim] sample:		388.1 seconds, 61.9 MB
projected loop:
x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1-5/4*x_20=<355/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_2-5/4*x_20=<335/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_3-5/4*x_20=<315/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_4-5/4*x_20=<295/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_5-5/4*x_20=<275/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_6-5/4*x_20=<255/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_7-5/4*x_20=<235/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_8-5/4*x_20=<215/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_9-5/4*x_20=<195/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_10-5/4*x_20=<175/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_11-5/4*x_20=<155/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_12-5/4*x_20=<135/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_13-5/4*x_20=<115/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_14-5/4*x_20=<95/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_15-5/4*x_20=<75/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_16-5/4*x_20=<55/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_17-5/4*x_20=<35/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_18-5/4*x_20=<15/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_19-5/4*x_20=< -5/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1-5/4*x_19=<165/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_2-5/4*x_19=<155/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_3-5/4*x_19=<145/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_4-5/4*x_19=<135/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_5-5/4*x_19=<125/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_6-5/4*x_19=<115/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_7-5/4*x_19=<105/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_8-5/4*x_19=<95/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_9-5/4*x_19=<85/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_10-5/4*x_19=<75/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_11-5/4*x_19=<65/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_12-5/4*x_19=<55/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_13-5/4*x_19=<45/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_14-5/4*x_19=<35/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_15-5/4*x_19=<25/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_16-5/4*x_19=<15/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_17-5/4*x_19=<5/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_18-5/4*x_19=< -5/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_19-4/5*x_20>=10, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1-5/4*x_18=<305/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_2-5/4*x_18=<285/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_3-5/4*x_18=<265/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_4-5/4*x_18=<245/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_5-5/4*x_18=<225/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_6-5/4*x_18=<205/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_7-5/4*x_18=<185/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_8-5/4*x_18=<165/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_9-5/4*x_18=<145/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_10-5/4*x_18=<125/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_11-5/4*x_18=<105/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_12-5/4*x_18=<85/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_13-5/4*x_18=<65/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_14-5/4*x_18=<45/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_15-5/4*x_18=<25/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_16-5/4*x_18=<5/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_17-5/4*x_18=< -15/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_18-4/5*x_19>=11, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_18-4/5*x_20>=15, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1-5/4*x_17=<70, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_2-5/4*x_17=<65, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_3-5/4*x_17=<60, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_4-5/4*x_17=<55, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_5-5/4*x_17=<50, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_6-5/4*x_17=<45, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_7-5/4*x_17=<40, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_8-5/4*x_17=<35, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_9-5/4*x_17=<30, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_10-5/4*x_17=<25, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_11-5/4*x_17=<20, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_12-5/4*x_17=<15, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_13-5/4*x_17=<10, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_14-5/4*x_17=<5, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_15-5/4*x_17=<0, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_16-5/4*x_17=< -5, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_17-4/5*x_18>=12, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_17-4/5*x_19>=16, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_17-4/5*x_20>=20, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1-5/4*x_16=<255/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_2-5/4*x_16=<235/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_3-5/4*x_16=<215/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_4-5/4*x_16=<195/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_5-5/4*x_16=<175/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_6-5/4*x_16=<155/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_7-5/4*x_16=<135/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_8-5/4*x_16=<115/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_9-5/4*x_16=<95/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_10-5/4*x_16=<75/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_11-5/4*x_16=<55/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_12-5/4*x_16=<35/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_13-5/4*x_16=<15/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_14-5/4*x_16=< -5/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_15-5/4*x_16=< -25/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_16-4/5*x_17>=13, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_16-4/5*x_18>=17, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_16-4/5*x_19>=21, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_16-4/5*x_20>=25, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1-5/4*x_15=<115/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_2-5/4*x_15=<105/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_3-5/4*x_15=<95/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_4-5/4*x_15=<85/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_5-5/4*x_15=<75/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_6-5/4*x_15=<65/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_7-5/4*x_15=<55/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_8-5/4*x_15=<45/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_9-5/4*x_15=<35/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_10-5/4*x_15=<25/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_11-5/4*x_15=<15/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_12-5/4*x_15=<5/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_13-5/4*x_15=< -5/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_14-5/4*x_15=< -15/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_15-4/5*x_16>=14, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_15-4/5*x_17>=18, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_15-4/5*x_18>=22, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_15-4/5*x_19>=26, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_15-4/5*x_20>=30, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1-5/4*x_14=<205/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_2-5/4*x_14=<185/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_3-5/4*x_14=<165/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_4-5/4*x_14=<145/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_5-5/4*x_14=<125/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_6-5/4*x_14=<105/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_7-5/4*x_14=<85/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_8-5/4*x_14=<65/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_9-5/4*x_14=<45/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_10-5/4*x_14=<25/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_11-5/4*x_14=<5/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_12-5/4*x_14=< -15/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_13-5/4*x_14=< -35/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_14-4/5*x_15>=15, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_14-4/5*x_16>=19, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_14-4/5*x_17>=23, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_14-4/5*x_18>=27, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_14-4/5*x_19>=31, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_14-4/5*x_20>=35, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1-5/4*x_13=<45, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_2-5/4*x_13=<40, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_3-5/4*x_13=<35, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_4-5/4*x_13=<30, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_5-5/4*x_13=<25, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_6-5/4*x_13=<20, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_7-5/4*x_13=<15, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_8-5/4*x_13=<10, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_9-5/4*x_13=<5, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_10-5/4*x_13=<0, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_11-5/4*x_13=< -5, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_12-5/4*x_13=< -10, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_13-4/5*x_14>=16, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_13-4/5*x_15>=20, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_13-4/5*x_16>=24, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_13-4/5*x_17>=28, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_13-4/5*x_18>=32, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_13-4/5*x_19>=36, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_13-4/5*x_20>=40, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1-5/4*x_12=<155/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_2-5/4*x_12=<135/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_3-5/4*x_12=<115/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_4-5/4*x_12=<95/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_5-5/4*x_12=<75/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_6-5/4*x_12=<55/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_7-5/4*x_12=<35/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_8-5/4*x_12=<15/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_9-5/4*x_12=< -5/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_10-5/4*x_12=< -25/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_11-5/4*x_12=< -45/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_12-4/5*x_13>=17, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_12-4/5*x_14>=21, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_12-4/5*x_15>=25, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_12-4/5*x_16>=29, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_12-4/5*x_17>=33, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_12-4/5*x_18>=37, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_12-4/5*x_19>=41, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_12-4/5*x_20>=45, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1-5/4*x_11=<65/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_2-5/4*x_11=<55/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_3-5/4*x_11=<45/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_4-5/4*x_11=<35/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_5-5/4*x_11=<25/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_6-5/4*x_11=<15/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_7-5/4*x_11=<5/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_8-5/4*x_11=< -5/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_9-5/4*x_11=< -15/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_10-5/4*x_11=< -25/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_11-4/5*x_12>=18, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_11-4/5*x_13>=22, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_11-4/5*x_14>=26, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_11-4/5*x_15>=30, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_11-4/5*x_16>=34, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_11-4/5*x_17>=38, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_11-4/5*x_18>=42, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_11-4/5*x_19>=46, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_11-4/5*x_20>=50, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1-5/4*x_10=<105/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_2-5/4*x_10=<85/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_3-5/4*x_10=<65/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_4-5/4*x_10=<45/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_5-5/4*x_10=<25/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_6-5/4*x_10=<5/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_7-5/4*x_10=< -15/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_8-5/4*x_10=< -35/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_9-5/4*x_10=< -55/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_10-4/5*x_11>=19, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_10-4/5*x_12>=23, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_10-4/5*x_13>=27, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_10-4/5*x_14>=31, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_10-4/5*x_15>=35, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_10-4/5*x_16>=39, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_10-4/5*x_17>=43, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_10-4/5*x_18>=47, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_10-4/5*x_19>=51, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_10-4/5*x_20>=55, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1-5/4*x_9=<20, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_2-5/4*x_9=<15, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_3-5/4*x_9=<10, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_4-5/4*x_9=<5, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_5-5/4*x_9=<0, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_6-5/4*x_9=< -5, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_7-5/4*x_9=< -10, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_8-5/4*x_9=< -15, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_9-4/5*x_10>=20, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_9-4/5*x_11>=24, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_9-4/5*x_12>=28, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_9-4/5*x_13>=32, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_9-4/5*x_14>=36, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_9-4/5*x_15>=40, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_9-4/5*x_16>=44, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_9-4/5*x_17>=48, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_9-4/5*x_18>=52, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_9-4/5*x_19>=56, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_9-4/5*x_20>=60, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1-5/4*x_8=<55/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_2-5/4*x_8=<35/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_3-5/4*x_8=<15/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_4-5/4*x_8=< -5/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_5-5/4*x_8=< -25/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_6-5/4*x_8=< -45/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_7-5/4*x_8=< -65/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_8-4/5*x_9>=21, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_8-4/5*x_10>=25, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_8-4/5*x_11>=29, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_8-4/5*x_12>=33, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_8-4/5*x_13>=37, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_8-4/5*x_14>=41, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_8-4/5*x_15>=45, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_8-4/5*x_16>=49, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_8-4/5*x_17>=53, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_8-4/5*x_18>=57, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_8-4/5*x_19>=61, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_8-4/5*x_20>=65, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1-5/4*x_7=<15/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_2-5/4*x_7=<5/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_3-5/4*x_7=< -5/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_4-5/4*x_7=< -15/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_5-5/4*x_7=< -25/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_6-5/4*x_7=< -35/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_7-4/5*x_8>=22, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_7-4/5*x_9>=26, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_7-4/5*x_10>=30, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_7-4/5*x_11>=34, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_7-4/5*x_12>=38, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_7-4/5*x_13>=42, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_7-4/5*x_14>=46, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_7-4/5*x_15>=50, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_7-4/5*x_16>=54, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_7-4/5*x_17>=58, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_7-4/5*x_18>=62, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_7-4/5*x_19>=66, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_7-4/5*x_20>=70, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1-5/4*x_6=<5/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_2-5/4*x_6=< -15/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_3-5/4*x_6=< -35/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_4-5/4*x_6=< -55/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_5-5/4*x_6=< -75/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_6-4/5*x_7>=23, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_6-4/5*x_8>=27, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_6-4/5*x_9>=31, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_6-4/5*x_10>=35, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_6-4/5*x_11>=39, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_6-4/5*x_12>=43, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_6-4/5*x_13>=47, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_6-4/5*x_14>=51, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_6-4/5*x_15>=55, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_6-4/5*x_16>=59, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_6-4/5*x_17>=63, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_6-4/5*x_18>=67, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_6-4/5*x_19>=71, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_6-4/5*x_20>=75, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1-5/4*x_5=< -5, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_2-5/4*x_5=< -10, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_3-5/4*x_5=< -15, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_4-5/4*x_5=< -20, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_5-4/5*x_6>=24, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_5-4/5*x_7>=28, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_5-4/5*x_8>=32, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_5-4/5*x_9>=36, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_5-4/5*x_10>=40, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_5-4/5*x_11>=44, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_5-4/5*x_12>=48, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_5-4/5*x_13>=52, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_5-4/5*x_14>=56, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_5-4/5*x_15>=60, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_5-4/5*x_16>=64, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_5-4/5*x_17>=68, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_5-4/5*x_18>=72, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_5-4/5*x_19>=76, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_5-4/5*x_20>=80, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1-5/4*x_4=< -45/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_2-5/4*x_4=< -65/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_3-5/4*x_4=< -85/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_4-4/5*x_5>=25, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_4-4/5*x_6>=29, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_4-4/5*x_7>=33, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_4-4/5*x_8>=37, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_4-4/5*x_9>=41, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_4-4/5*x_10>=45, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_4-4/5*x_11>=49, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_4-4/5*x_12>=53, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_4-4/5*x_13>=57, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_4-4/5*x_14>=61, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_4-4/5*x_15>=65, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_4-4/5*x_16>=69, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_4-4/5*x_17>=73, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_4-4/5*x_18>=77, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_4-4/5*x_19>=81, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_4-4/5*x_20>=85, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1-5/4*x_3=< -35/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_2-5/4*x_3=< -45/2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_3-4/5*x_4>=26, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_3-4/5*x_5>=30, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_3-4/5*x_6>=34, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_3-4/5*x_7>=38, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_3-4/5*x_8>=42, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_3-4/5*x_9>=46, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_3-4/5*x_10>=50, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_3-4/5*x_11>=54, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_3-4/5*x_12>=58, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_3-4/5*x_13>=62, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_3-4/5*x_14>=66, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_3-4/5*x_15>=70, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_3-4/5*x_16>=74, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_3-4/5*x_17>=78, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_3-4/5*x_18>=82, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_3-4/5*x_19>=86, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_3-4/5*x_20>=90, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1-5/4*x_2=< -95/4, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_2-4/5*x_3>=27, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_2-4/5*x_4>=31, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_2-4/5*x_5>=35, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_2-4/5*x_6>=39, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_2-4/5*x_7>=43, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_2-4/5*x_8>=47, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_2-4/5*x_9>=51, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_2-4/5*x_10>=55, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_2-4/5*x_11>=59, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_2-4/5*x_12>=63, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_2-4/5*x_13>=67, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_2-4/5*x_14>=71, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_2-4/5*x_15>=75, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_2-4/5*x_16>=79, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_2-4/5*x_17>=83, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_2-4/5*x_18>=87, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_2-4/5*x_19>=91, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_2-4/5*x_20>=95, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1-4/5*x_2>=28, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1-4/5*x_3>=32, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1-4/5*x_4>=36, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1-4/5*x_5>=40, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1-4/5*x_6>=44, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1-4/5*x_7>=48, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1-4/5*x_8>=52, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1-4/5*x_9>=56, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1-4/5*x_10>=60, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1-4/5*x_11>=64, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1-4/5*x_12>=68, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1-4/5*x_13>=72, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1-4/5*x_14>=76, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1-4/5*x_15>=80, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1-4/5*x_16>=84, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1-4/5*x_17>=88, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1-4/5*x_18>=92, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1-4/5*x_19>=96, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1-4/5*x_20>=100, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1>120, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1-x_2>2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_1-x_2<10, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_2-x_3>2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_2-x_3<10, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_3-x_4>2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_3-x_4<10, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_4-x_5>2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_4-x_5<10, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_5-x_6>2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_5-x_6<10, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_6-x_7>2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_6-x_7<10, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_7-x_8>2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_7-x_8<10, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_8-x_9>2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_8-x_9<10, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_9-x_10>2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_9-x_10<10, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_10-x_11>2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_10-x_11<10, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_11-x_12>2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_11-x_12<10, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_12-x_13>2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_12-x_13<10, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_13-x_14>2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_13-x_14<10, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_14-x_15>2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_14-x_15<10, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_15-x_16>2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_15-x_16<10, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_16-x_17>2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_16-x_17<10, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_17-x_18>2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_17-x_18<10, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_18-x_19>2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_18-x_19<10, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_19-x_20>2, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, x_19-x_20<10, x_1'=x_1, x_2'=x_2, x_3'=x_3, x_4'=x_4, x_5'=x_5, x_6'=x_6, x_7'=x_7, x_8'=x_8, x_9'=x_9, x_10'=x_10, x_11'=x_11, x_12'=x_12, x_13'=x_13, x_14'=x_14, x_15'=x_15, x_16'=x_16, x_17'=x_17, x_18'=x_18, x_19'=x_19, x_20'=x_20, t'=t, t>0
[runlim] sample:		397.2 seconds, 61.9 MB
[runlim] sample:		407.2 seconds, 128.4 MB
[runlim] sample:		417.2 seconds, 131.2 MB
[runlim] sample:		427.1 seconds, 226.9 MB
[runlim] sample:		437.1 seconds, 226.9 MB
[runlim] sample:		447.1 seconds, 226.9 MB
[runlim] sample:		456.3 seconds, 376.1 MB
[runlim] sample:		466.3 seconds, 376.1 MB
[runlim] sample:		476.3 seconds, 376.1 MB
[runlim] sample:		486.3 seconds, 376.1 MB
[runlim] sample:		496.3 seconds, 376.1 MB
[runlim] sample:		506.2 seconds, 376.1 MB
[runlim] sample:		516.2 seconds, 376.1 MB
[runlim] sample:		526.2 seconds, 376.1 MB
[runlim] sample:		536.2 seconds, 376.1 MB
[runlim] sample:		546.2 seconds, 376.1 MB
[runlim] sample:		556.2 seconds, 376.1 MB
[runlim] sample:		566.1 seconds, 376.1 MB
[runlim] sample:		576.1 seconds, 376.1 MB
[runlim] sample:		586.1 seconds, 376.1 MB
[runlim] sample:		596.1 seconds, 376.1 MB
[runlim] sample:		606.1 seconds, 376.1 MB
[runlim] sample:		616.0 seconds, 376.1 MB
[runlim] sample:		626.0 seconds, 376.1 MB
[runlim] sample:		636.0 seconds, 376.1 MB
[runlim] sample:		646.0 seconds, 376.1 MB
[runlim] sample:		656.0 seconds, 376.1 MB
[runlim] sample:		666.0 seconds, 376.1 MB
[runlim] sample:		675.9 seconds, 376.1 MB
[runlim] sample:		685.9 seconds, 376.1 MB
[runlim] sample:		695.9 seconds, 376.1 MB
[runlim] sample:		705.9 seconds, 376.1 MB
[runlim] sample:		715.9 seconds, 376.1 MB
[runlim] sample:		725.9 seconds, 376.1 MB
[runlim] sample:		735.9 seconds, 376.1 MB
[runlim] sample:		745.8 seconds, 376.1 MB
[runlim] sample:		755.8 seconds, 376.1 MB
[runlim] sample:		765.8 seconds, 376.1 MB
[runlim] sample:		775.8 seconds, 376.1 MB
[runlim] sample:		785.8 seconds, 376.1 MB
[runlim] sample:		795.8 seconds, 376.1 MB
[runlim] sample:		805.8 seconds, 376.1 MB
[runlim] sample:		815.7 seconds, 376.1 MB
[runlim] sample:		825.7 seconds, 376.1 MB
[runlim] sample:		835.7 seconds, 376.1 MB
[runlim] sample:		845.7 seconds, 376.1 MB
[runlim] sample:		855.7 seconds, 376.1 MB
[runlim] sample:		865.7 seconds, 376.1 MB
[runlim] sample:		875.6 seconds, 376.1 MB
[runlim] sample:		885.6 seconds, 376.1 MB
[runlim] sample:		895.6 seconds, 376.1 MB
[runlim] sample:		905.6 seconds, 376.1 MB
[runlim] sample:		915.6 seconds, 376.1 MB
[runlim] sample:		925.6 seconds, 376.1 MB
[runlim] sample:		935.6 seconds, 376.1 MB
[runlim] sample:		945.5 seconds, 376.1 MB
[runlim] sample:		955.5 seconds, 376.1 MB
[runlim] sample:		965.5 seconds, 376.1 MB
[runlim] sample:		975.5 seconds, 376.1 MB
[runlim] sample:		985.5 seconds, 376.1 MB
[runlim] sample:		995.5 seconds, 376.1 MB
[runlim] sample:		1005.5 seconds, 376.1 MB
[runlim] sample:		1015.5 seconds, 376.1 MB
[runlim] sample:		1025.4 seconds, 376.1 MB
[runlim] sample:		1035.4 seconds, 376.1 MB
[runlim] sample:		1045.4 seconds, 376.1 MB
[runlim] sample:		1055.4 seconds, 376.1 MB
[runlim] sample:		1065.4 seconds, 376.1 MB
[runlim] sample:		1075.4 seconds, 376.1 MB
[runlim] sample:		1085.3 seconds, 376.1 MB
[runlim] sample:		1095.3 seconds, 376.1 MB
[runlim] sample:		1105.3 seconds, 376.1 MB
[runlim] sample:		1115.3 seconds, 376.1 MB
[runlim] sample:		1125.3 seconds, 376.1 MB
[runlim] sample:		1135.3 seconds, 376.1 MB
[runlim] sample:		1145.3 seconds, 376.1 MB
[runlim] sample:		1155.2 seconds, 376.1 MB
[runlim] sample:		1165.2 seconds, 376.1 MB
[runlim] sample:		1175.2 seconds, 376.1 MB
[runlim] sample:		1185.2 seconds, 376.1 MB
[runlim] sample:		1195.2 seconds, 376.1 MB
[runlim] sample:		1205.2 seconds, 376.1 MB
[runlim] sample:		1215.2 seconds, 376.1 MB
[runlim] sample:		1225.2 seconds, 376.1 MB
[runlim] sample:		1235.1 seconds, 376.1 MB
[runlim] sample:		1245.1 seconds, 376.1 MB
[runlim] sample:		1255.1 seconds, 376.1 MB
[runlim] sample:		1265.1 seconds, 376.1 MB
[runlim] sample:		1275.1 seconds, 376.1 MB
[runlim] sample:		1285.1 seconds, 376.1 MB
[runlim] sample:		1295.0 seconds, 376.1 MB
[runlim] sample:		1305.0 seconds, 376.1 MB
[runlim] sample:		1315.0 seconds, 376.1 MB
[runlim] sample:		1325.0 seconds, 376.1 MB
[runlim] sample:		1335.0 seconds, 376.1 MB
[runlim] sample:		1345.0 seconds, 376.1 MB
[runlim] sample:		1355.0 seconds, 376.1 MB
[runlim] sample:		1364.9 seconds, 376.1 MB
[runlim] sample:		1374.9 seconds, 376.1 MB
[runlim] sample:		1384.9 seconds, 376.1 MB
[runlim] sample:		1394.9 seconds, 376.1 MB
[runlim] sample:		1404.9 seconds, 376.1 MB
[runlim] sample:		1414.9 seconds, 376.1 MB
[runlim] sample:		1424.8 seconds, 376.1 MB
[runlim] sample:		1434.8 seconds, 376.1 MB
[runlim] sample:		1444.8 seconds, 376.1 MB



==================================================
ARMC-Live: feasible counterexample:
	stem [0,tid([22]),tid([1])]
	loop []
Stem:
0:	unknown
22:	unknown
1:	unknown
Loop:
halt
Time on instantiating uf axioms:		run 0.00,	 wall 0.00 s.
Time on cli constraint solving:		run 7.68,	 wall 7.80 s.
Time on cli constraint preparation:		run 0.15,	 wall 0.18 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 0.02,	 wall 0.03 s.
Time on refinement preprocessing cut:		run 0.00,	 wall 0.00 s.
Time on refinement cutting trace:		run 8.36,	 wall 8.63 s.
Time on refinement finding unsat subtrace:		run 0.00,	 wall 0.00 s.
Time on refinement:		run 8.55,	 wall 9.26 s.
Time on concrete postcondition operator:		run 0.00,	 wall 0.00 s.
Time on fixpoint abstraction:		run 0.00,	 wall 0.00 s.
Time on fixpoint test:		run 0.01,	 wall 0.00 s.
Time on abstract check:		run 0.00,	 wall 0.00 s.
Time on total including result checking:		run 0.00,	 wall 0.00 s.
Time on check result:		run 0.00,	 wall 0.00 s.
Time on total:		run 0.00,	 wall 0.00 s.

[runlim] end:			Sun Nov 30 19:47:23 2014
[runlim] status:		ok
[runlim] result:		0
[runlim] children:		0
[runlim] real:			1455.65 seconds
[runlim] time:			1449.72 seconds
[runlim] space:			376.1 MB
[runlim] samples:		14549