YES +x0x+xsys+xy+0yy+sxys+xyincxsx+xy+yxinc+xy+incxy2.1+x0x+xsys+xy+0yy+sxys+xyincxsx+xy+yxinc+xy+incxy00sxs+x01+x0xsxx+0x+0yyxincx+incx0+x0xincxs+0x1391+0yysx139sx139s+sxx1411+sxys+xyss+xx141s+xsx1411+xsys+xyss+xx141s+xx1431+xy+yxs+x143x+sx143x+sxys+xys+x143xincs+xx145incxsxss+xx145+incxsx145+xsys+xys+incxx14511incxsxs+sxx1451+sxys+xyss+xx145incs+xx145incxsxss+xx145+incxsx1451incxsx+sxsx145+xsys+xys+sxx1451+sxys+xyss+xx145incs+xx145incxsxss+xx145+incxsx1451incxsx+sxsx145+sxys+xys+xsx1451+xsys+xyss+xx145incs+xx145incxsxss+xx14511+xy+yxss+x145x11+xy+yxss+xx145+incxsx145+xsys+xys+incxx14511incxsxs+sxx1451+sxys+xyss+xx145incs+xx145incxsxss+xx14511+xy+yxss+x145x11+xy+yxss+xx145+incxsx1451incxsx+sxsx145+xsys+xys+sxx1451+sxys+xyss+xx145incs+xx145incxsxss+xx14511+xy+yxss+x145x11+xy+yxss+xx145+incxsx1451incxsx+sxsx145+sxys+xys+xsx1451+xsys+xyss+xx145incs+xx14511+xy+yxincs+x145xincxsxss+x145x11+xy+yxss+xx145+incxsx145+xsys+xys+incxx14511incxsxs+sxx1451+sxys+xyss+xx145incs+xx14511+xy+yxincs+x145xincxsxss+x145x11+xy+yxss+xx145+incxsx1451incxsx+sxsx145+xsys+xys+sxx1451+sxys+xyss+xx145incs+xx14511+xy+yxincs+x145xincxsxss+x145x11+xy+yxss+xx145+incxsx1451incxsx+sxsx145+sxys+xys+xsx1451+xsys+xyss+xx14500sys+0y1+0yysyy+y0+x0xyincyincxsxsy+inc0y1incxsx+s0y+sxys+xys+0y1+0yysys+x15001+x0xsx150sx150s+x152sy1+xsys+xyss+x152ys+sx152y1+sxys+xyss+x152ys+x154y1+xy+yxs+yx154+ysx154+xsys+xys+yx154incs+x156yincxsxss+x156y+incsx156y1incxsx+ssx156y+sxys+xys+sx156y1+sxys+xyss+x156yincs+x156yincxsxss+x156y11+xy+yxss+yx15611+xy+yxss+x156y+incsx156y1incxsx+ssx156y+sxys+xys+sx156y1+sxys+xyss+x156yincs+x156y11+xy+yxincs+yx156incxsxss+yx15611+xy+yxss+x156y+incsx156y1incxsx+ssx156y+sxys+xys+sx156y1+sxys+xyss+x156ys+xy+incxy1incxsx+sxy+sxys+xys+xy+0x+0yyxx+syx+sxys+xys+yxs+xy1+xy+yxs+yx+y0+x0xyy+ysx+xsys+xys+yxs+xy1+xy+yxs+yxinc+yxincxsxs+yx1+xy+yxs+xy+incxy1incxsx+sxy+sxys+xys+xyinc+yx1+xy+yxinc+xyincxsxs+xy+incxy1incxsx+sxy+sxys+xys+xyinc+yx1+xy+yxinc+xyinc+xy+incxy+incxy+incxy+incx169x1701incxsx+sx169x170+sxys+xys+x169x170s+x169x170csicsi 1.2.5 [hg: unknown](if left-linear then (cr -dup;(( lpo -quasi || (matrix -dim 1 -ib 3 -ob 4 | matrix -dim 2 -ib 2 -ob 2 | matrix -dim 3 -ib 1 -ob 2 | arctic -dim 2 -ib 2 -ob 2) || (if duplicating then fail else (bounds -rt || bounds -rt -qc))[1] || poly -ib 2 -ob 4 -nl2 -heuristic 1 || fail )[5]*);shift -lstar);(rule_labeling | rule_labeling -left)?;decreasing else fail)!