c44544211 bin kn vs unk

c44544211 (2111x21101)
381 types of matches

(e,n) 2(BigN-n) appeared in root of d t
(e,n) 2(BigN-n) appeared in root of d f
(e,n) 2(BigN-n) appeared in root of d u
(e,n) 2(BigN-n) appeared in root of d tri1
(e,n) 2(BigN-n) appeared in root of d tri2
(e,n) 2(BigN-n) appeared in (e,1) a[t]=BigN t
(e,n) 2(BigN-n) appeared in (e,1) a[t]=BigN d
(e,n) 2(BigN-n) appeared in (e,1) a[t]=BigN x
(e,n) 2(BigN-n) appeared in (e,1) a[t]=BigN tri2
(e,n) 2(BigN-n) appeared in (e,1) a[t]=BigN t+1 d
(e,n) 2(BigN-n) appeared in (e,1) a[t]=BigN t+1 x
(e,n) 2(BigN-n) appeared in (e,1) a[t]=BigN t+1 u
(e,n) 2(BigN-n) appeared in (e,1) a[t]=BigN t-1 d
(e,n) 2(BigN-n) appeared in (e,1) a[t]=BigN t-1 x
(e,n) 2(BigN-n) appeared in (e,1) a[t]=BigN t-1 u
(e,n) 2(BigN-n) appeared in (e,1) a[t]=BigN t-1 tri1
(e,n) 2(BigN-n) appeared in (e,1) a[t]=BigN t-1 tri2
(e,n) 2(BigN-n) appeared in (f,1) a[t]=BigN-1 d
(e,n) 2(BigN-n) appeared in (f,1) a[t]=BigN-1 a
(e,n) 2(BigN-n) appeared in (f,1) a[t]=BigN-1 b
(e,n) 2(BigN-n) appeared in (f,1) a[t]=BigN-1 j
(e,n) 2(BigN-n) appeared in (f,1) a[t]=BigN-1 c
(e,n) 2(BigN-n) appeared in (f,1) a[t]=BigN-1 f
(e,n) 2(BigN-n) appeared in (f,1) a[t]=BigN-1 u
(e,n) 2(BigN-n) appeared in (f,1) a[t]=BigN-1 t+1 t
(e,n) 2(BigN-n) appeared in (f,1) a[t]=BigN-1 t+1 d
(e,n) 2(BigN-n) appeared in (f,1) a[t]=BigN-1 t+1 a
(e,n) 2(BigN-n) appeared in (f,1) a[t]=BigN-1 t+1 b
(e,n) 2(BigN-n) appeared in (f,1) a[t]=BigN-1 t+1 j
(e,n) 2(BigN-n) appeared in (f,1) a[t]=BigN-1 t+1 c
(e,n) 2(BigN-n) appeared in (f,1) a[t]=BigN-1 t+1 f
(e,n) 2(BigN-n) appeared in (f,1) a[t]=BigN-1 t+1 tri1
(e,n) 2(BigN-n) appeared in (f,1) a[t]=BigN-1 t-1 t
(e,n) 2(BigN-n) appeared in (f,1) a[t]=BigN-1 t-1 d
(e,n) 2(BigN-n) appeared in (f,1) a[t]=BigN-1 t-1 a
(e,n) 2(BigN-n) appeared in (f,1) a[t]=BigN-1 t-1 b
(e,n) 2(BigN-n) appeared in (f,1) a[t]=BigN-1 t-1 j
(e,n) 2(BigN-n) appeared in (f,1) a[t]=BigN-1 t-1 c
(e,n) 2(BigN-n) appeared in (f,1) a[t]=BigN-1 t-1 f
(e,n) 2(BigN-n) appeared in (f,1) a[t]=BigN-1 t-1 tri2
(e,n) 2(BigN-n) appeared in (e,1) a[t]=c*BigN t
(e,n) 2(BigN-n) appeared in (e,1) a[t]=c*BigN d
(e,n) 2(BigN-n) appeared in (e,1) a[t]=c*BigN x
(e,n) 2(BigN-n) appeared in (e,1) a[t]=c*BigN tri2
(e,n) 2(BigN-n) appeared in (e,1) a[t]=c*BigN t+1 d
(e,n) 2(BigN-n) appeared in (e,1) a[t]=c*BigN t+1 x
(e,n) 2(BigN-n) appeared in (e,1) a[t]=c*BigN t+1 u
(e,n) 2(BigN-n) appeared in (e,1) a[t]=c*BigN t-1 d
(e,n) 2(BigN-n) appeared in (e,1) a[t]=c*BigN t-1 x
(e,n) 2(BigN-n) appeared in (e,1) a[t]=c*BigN t-1 u
(e,n) 2(BigN-n) appeared in (e,1) a[t]=c*BigN t-1 tri1
(e,n) 2(BigN-n) appeared in (e,1) a[t]=c*BigN t-1 tri2
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c*(BigN-1) t
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c*(BigN-1) d
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c*(BigN-1) a
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c*(BigN-1) b
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c*(BigN-1) j
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c*(BigN-1) c
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c*(BigN-1) f
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c*(BigN-1) tri2
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c*(BigN-1) t+1 d
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c*(BigN-1) t+1 a
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c*(BigN-1) t+1 b
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c*(BigN-1) t+1 j
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c*(BigN-1) t+1 c
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c*(BigN-1) t+1 f
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c*(BigN-1) t+1 u
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c*(BigN-1) t-1 d
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c*(BigN-1) t-1 a
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c*(BigN-1) t-1 b
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c*(BigN-1) t-1 j
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c*(BigN-1) t-1 c
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c*(BigN-1) t-1 f
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c*(BigN-1) t-1 u
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c*(BigN-1) t-1 tri1
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c*(BigN-1) t-1 tri2
(e,n) 2(BigN-n) appeared in (e,1) a[t]=c(c-BigN+1) t
(e,n) 2(BigN-n) appeared in (e,1) a[t]=c(c-BigN+1) d
(e,n) 2(BigN-n) appeared in (e,1) a[t]=c(c-BigN+1) x
(e,n) 2(BigN-n) appeared in (e,1) a[t]=c(c-BigN+1) tri1
(e,n) 2(BigN-n) appeared in (e,1) a[t]=c(c-BigN+1) t+1 d
(e,n) 2(BigN-n) appeared in (e,1) a[t]=c(c-BigN+1) t+1 x
(e,n) 2(BigN-n) appeared in (e,1) a[t]=c(c-BigN+1) t+1 u
(e,n) 2(BigN-n) appeared in (e,1) a[t]=c(c-BigN+1) t+1 tri1
(e,n) 2(BigN-n) appeared in (e,1) a[t]=c(c-BigN+1) t+1 tri2
(e,n) 2(BigN-n) appeared in (e,1) a[t]=c(c-BigN+1) t-1 d
(e,n) 2(BigN-n) appeared in (e,1) a[t]=c(c-BigN+1) t-1 x
(e,n) 2(BigN-n) appeared in (e,1) a[t]=c(c-BigN+1) t-1 u
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c(c-BigN+2) d
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c(c-BigN+2) a
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c(c-BigN+2) b
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c(c-BigN+2) j
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c(c-BigN+2) c
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c(c-BigN+2) f
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c(c-BigN+2) u
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c(c-BigN+2) tri1
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c(c-BigN+2) tri2
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c(c-BigN+2) t+1 t
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c(c-BigN+2) t+1 d
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c(c-BigN+2) t+1 a
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c(c-BigN+2) t+1 b
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c(c-BigN+2) t+1 j
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c(c-BigN+2) t+1 c
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c(c-BigN+2) t+1 f
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c(c-BigN+2) t+1 tri2
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c(c-BigN+2) t-1 t
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c(c-BigN+2) t-1 d
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c(c-BigN+2) t-1 a
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c(c-BigN+2) t-1 b
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c(c-BigN+2) t-1 j
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c(c-BigN+2) t-1 c
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c(c-BigN+2) t-1 f
(e,n) 2(BigN-n) appeared in (f,1) a[t]=c(c-BigN+2) t-1 tri1
(e,n) 2(BigN-n) appeared in (e,1) x+x=2f+1 d
(e,n) 2(BigN-n) appeared in (e,1) x+x=2f+1 a
(e,n) 2(BigN-n) appeared in (e,1) x+x=2f+1 b
(e,n) 2(BigN-n) appeared in (e,1) x+x=2f+1 j
(e,n) 2(BigN-n) appeared in (e,1) x+x=2f+1 c
(e,n) 2(BigN-n) appeared in (e,1) x+x=2f+1 f
(e,n) 2(BigN-n) appeared in (e,1) x+x=2f+1 u
(e,n) 2(BigN-n) appeared in (e,1) x+x=2f+1 tri1
(e,n) 2(BigN-n) appeared in (e,1) x+x=2f+1 tri2
(e,n) 2(BigN-n) appeared in (f,1) x+x=2f+1 d
(e,n) 2(BigN-n) appeared in (f,1) x+x=2f+1 x
(e,n) 2(BigN-n) appeared in (f,1) x+x=2f+1 u
(e,n) 2(BigN-n) appeared in (f,1) x+x=2f+1 tri1
(e,n) 2(BigN-n) appeared in (f,1) x+x=2f+1 tri2
(e,n) 2(BigN-n) appeared in (e,1) x+x=2d+1 d
(e,n) 2(BigN-n) appeared in (e,1) x+x=2d+1 a
(e,n) 2(BigN-n) appeared in (e,1) x+x=2d+1 b
(e,n) 2(BigN-n) appeared in (e,1) x+x=2d+1 j
(e,n) 2(BigN-n) appeared in (e,1) x+x=2d+1 c
(e,n) 2(BigN-n) appeared in (e,1) x+x=2d+1 f
(e,n) 2(BigN-n) appeared in (e,1) x+x=2d+1 u
(e,n) 2(BigN-n) appeared in (f,1) x+x=2d+1 d
(e,n) 2(BigN-n) appeared in (f,1) x+x=2d+1 x
(e,n) 2(BigN-n) appeared in (f,1) x+x=2d+1 u
(e,n) 2(BigN-n) appeared in (e,1) x+x=BigN/-1 t
(e,n) 2(BigN-n) appeared in (e,1) x+x=BigN/-1 d
(e,n) 2(BigN-n) appeared in (e,1) x+x=BigN/-1 a
(e,n) 2(BigN-n) appeared in (e,1) x+x=BigN/-1 b
(e,n) 2(BigN-n) appeared in (e,1) x+x=BigN/-1 j
(e,n) 2(BigN-n) appeared in (e,1) x+x=BigN/-1 c
(e,n) 2(BigN-n) appeared in (e,1) x+x=BigN/-1 f
(e,n) 2(BigN-n) appeared in (e,1) x+x=BigN/-1 tri1
(e,n) 2(BigN-n) appeared in (f,1) x+x=BigN/-1 d
(e,n) 2(BigN-n) appeared in (f,1) x+x=BigN/-1 x
(e,n) 2(BigN-n) appeared in (f,1) x+x=BigN/-1 u
(e,n) 2(BigN-n) appeared in (e,1) x+x=c*BigN/-1 d
(e,n) 2(BigN-n) appeared in (e,1) x+x=c*BigN/-1 a
(e,n) 2(BigN-n) appeared in (e,1) x+x=c*BigN/-1 b
(e,n) 2(BigN-n) appeared in (e,1) x+x=c*BigN/-1 j
(e,n) 2(BigN-n) appeared in (e,1) x+x=c*BigN/-1 c
(e,n) 2(BigN-n) appeared in (e,1) x+x=c*BigN/-1 f
(e,n) 2(BigN-n) appeared in (e,1) x+x=c*BigN/-1 u
(e,n) 2(BigN-n) appeared in (f,1) x+x=c*BigN/-1 d
(e,n) 2(BigN-n) appeared in (f,1) x+x=c*BigN/-1 x
(e,n) 2(BigN-n) appeared in (f,1) x+x=c*BigN/-1 u
(e,n) 2(BigN-n) appeared in (e,1) x+x=c-BigN+1/+2 d
(e,n) 2(BigN-n) appeared in (e,1) x+x=c-BigN+1/+2 a
(e,n) 2(BigN-n) appeared in (e,1) x+x=c-BigN+1/+2 b
(e,n) 2(BigN-n) appeared in (e,1) x+x=c-BigN+1/+2 j
(e,n) 2(BigN-n) appeared in (e,1) x+x=c-BigN+1/+2 c
(e,n) 2(BigN-n) appeared in (e,1) x+x=c-BigN+1/+2 f
(e,n) 2(BigN-n) appeared in (e,1) x+x=c-BigN+1/+2 u
(e,n) 2(BigN-n) appeared in (e,1) x+x=c-BigN+1/+2 tri1
(e,n) 2(BigN-n) appeared in (e,1) x+x=c-BigN+1/+2 tri2
(e,n) 2(BigN-n) appeared in (f,1) x+x=c-BigN+1/+2 d
(e,n) 2(BigN-n) appeared in (f,1) x+x=c-BigN+1/+2 x
(e,n) 2(BigN-n) appeared in (f,1) x+x=c-BigN+1/+2 u
(e,n) 2(BigN-n) appeared in (f,1) x+x=c-BigN+1/+2 tri1
(e,n) 2(BigN-n) appeared in (f,1) x+x=c-BigN+1/+2 tri2
(e,n) 2(BigN-n) appeared in (e,1) x+x=c(c-BigN+1)/+2 t
(f,n) n-1 appeared in (e,1) x+x=c(c-BigN+1)/+2 t
(e,n) 2(BigN-n) appeared in (e,1) x+x=c(c-BigN+1)/+2 d
(e,n) 2(BigN-n) appeared in (e,1) x+x=c(c-BigN+1)/+2 a
(e,n) 2(BigN-n) appeared in (e,1) x+x=c(c-BigN+1)/+2 b
(e,n) 2(BigN-n) appeared in (e,1) x+x=c(c-BigN+1)/+2 j
(e,n) 2(BigN-n) appeared in (e,1) x+x=c(c-BigN+1)/+2 c
(e,n) 2(BigN-n) appeared in (e,1) x+x=c(c-BigN+1)/+2 f
(e,n) 2(BigN-n) appeared in (e,1) x+x=c(c-BigN+1)/+2 tri1
(e,n) 2(BigN-n) appeared in (f,1) x+x=c(c-BigN+1)/+2 d
(e,n) 2(BigN-n) appeared in (f,1) x+x=c(c-BigN+1)/+2 x
(e,n) 2(BigN-n) appeared in (f,1) x+x=c(c-BigN+1)/+2 u
(e,n) 2(BigN-n) appeared in (0,n) a=1 b=cc d
(e,n) 2(BigN-n) appeared in (0,n) a=1 b=cc i
(e,n) 2(BigN-n) appeared in (0,n) a=1 b=cc f
(e,n) 2(BigN-n) appeared in (0,n) a=1 b=cc u
(e,n) 2(BigN-n) appeared in (0,n) a=c b=c t
(e,n) 2(BigN-n) appeared in (0,n) a=c b=c d
(e,n) 2(BigN-n) appeared in (0,n) a=c b=c i
(e,n) 2(BigN-n) appeared in (0,n) a=c b=c f
(e,n) 2(BigN-n) appeared in (0,n) a=c b=c tri2
(e,n) 2(BigN-n) appeared in q root of d t
(e,n) 2(BigN-n) appeared in q root of d f
(e,n) 2(BigN-n) appeared in q root of d u
(e,n) 2(BigN-n) appeared in q root of d tri1
(e,n) 2(BigN-n) appeared in q root of d tri2
(e,n) 2(BigN-n) appeared in q (e,1) a[t]=BigN t
(e,n) 2(BigN-n) appeared in q (e,1) a[t]=BigN d
(e,n) 2(BigN-n) appeared in q (e,1) a[t]=BigN x
(e,n) 2(BigN-n) appeared in q (e,1) a[t]=BigN tri2
(e,n) 2(BigN-n) appeared in q (e,1) a[t]=BigN t+1 d
(e,n) 2(BigN-n) appeared in q (e,1) a[t]=BigN t+1 x
(e,n) 2(BigN-n) appeared in q (e,1) a[t]=BigN t+1 u
(e,n) 2(BigN-n) appeared in q (e,1) a[t]=BigN t-1 d
(e,n) 2(BigN-n) appeared in q (e,1) a[t]=BigN t-1 x
(e,n) 2(BigN-n) appeared in q (e,1) a[t]=BigN t-1 u
(e,n) 2(BigN-n) appeared in q (e,1) a[t]=BigN t-1 tri1
(e,n) 2(BigN-n) appeared in q (e,1) a[t]=BigN t-1 tri2
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=BigN-1 d
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=BigN-1 a
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=BigN-1 b
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=BigN-1 j
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=BigN-1 c
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=BigN-1 f
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=BigN-1 u
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=BigN-1 t+1 t
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=BigN-1 t+1 d
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=BigN-1 t+1 a
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=BigN-1 t+1 b
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=BigN-1 t+1 j
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=BigN-1 t+1 c
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=BigN-1 t+1 f
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=BigN-1 t+1 tri1
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=BigN-1 t-1 t
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=BigN-1 t-1 d
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=BigN-1 t-1 a
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=BigN-1 t-1 b
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=BigN-1 t-1 j
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=BigN-1 t-1 c
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=BigN-1 t-1 f
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=BigN-1 t-1 tri2
(e,n) 2(BigN-n) appeared in q (e,1) a[t]=c*BigN t
(e,n) 2(BigN-n) appeared in q (e,1) a[t]=c*BigN d
(e,n) 2(BigN-n) appeared in q (e,1) a[t]=c*BigN x
(e,n) 2(BigN-n) appeared in q (e,1) a[t]=c*BigN tri1
(e,n) 2(BigN-n) appeared in q (e,1) a[t]=c*BigN t+1 d
(e,n) 2(BigN-n) appeared in q (e,1) a[t]=c*BigN t+1 x
(e,n) 2(BigN-n) appeared in q (e,1) a[t]=c*BigN t+1 u
(e,n) 2(BigN-n) appeared in q (e,1) a[t]=c*BigN t+1 tri1
(e,n) 2(BigN-n) appeared in q (e,1) a[t]=c*BigN t+1 tri2
(e,n) 2(BigN-n) appeared in q (e,1) a[t]=c*BigN t-1 d
(e,n) 2(BigN-n) appeared in q (e,1) a[t]=c*BigN t-1 x
(e,n) 2(BigN-n) appeared in q (e,1) a[t]=c*BigN t-1 u
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c*(BigN-1) t
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c*(BigN-1) d
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c*(BigN-1) a
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c*(BigN-1) b
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c*(BigN-1) j
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c*(BigN-1) c
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c*(BigN-1) f
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c*(BigN-1) tri1
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c*(BigN-1) t+1 d
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c*(BigN-1) t+1 a
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c*(BigN-1) t+1 b
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c*(BigN-1) t+1 j
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c*(BigN-1) t+1 c
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c*(BigN-1) t+1 f
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c*(BigN-1) t+1 u
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c*(BigN-1) t+1 tri1
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c*(BigN-1) t+1 tri2
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c*(BigN-1) t-1 d
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c*(BigN-1) t-1 a
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c*(BigN-1) t-1 b
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c*(BigN-1) t-1 j
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c*(BigN-1) t-1 c
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c*(BigN-1) t-1 f
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c*(BigN-1) t-1 u
(e,n) 2(BigN-n) appeared in q (e,1) a[t]=c(c-BigN+1) t
(e,n) 2(BigN-n) appeared in q (e,1) a[t]=c(c-BigN+1) d
(e,n) 2(BigN-n) appeared in q (e,1) a[t]=c(c-BigN+1) x
(e,n) 2(BigN-n) appeared in q (e,1) a[t]=c(c-BigN+1) tri2
(e,n) 2(BigN-n) appeared in q (e,1) a[t]=c(c-BigN+1) t+1 d
(e,n) 2(BigN-n) appeared in q (e,1) a[t]=c(c-BigN+1) t+1 x
(e,n) 2(BigN-n) appeared in q (e,1) a[t]=c(c-BigN+1) t+1 u
(e,n) 2(BigN-n) appeared in q (e,1) a[t]=c(c-BigN+1) t-1 d
(e,n) 2(BigN-n) appeared in q (e,1) a[t]=c(c-BigN+1) t-1 x
(e,n) 2(BigN-n) appeared in q (e,1) a[t]=c(c-BigN+1) t-1 u
(e,n) 2(BigN-n) appeared in q (e,1) a[t]=c(c-BigN+1) t-1 tri1
(e,n) 2(BigN-n) appeared in q (e,1) a[t]=c(c-BigN+1) t-1 tri2
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c(c-BigN+2) d
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c(c-BigN+2) a
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c(c-BigN+2) b
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c(c-BigN+2) j
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c(c-BigN+2) c
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c(c-BigN+2) f
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c(c-BigN+2) u
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c(c-BigN+2) t+1 t
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c(c-BigN+2) t+1 d
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c(c-BigN+2) t+1 a
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c(c-BigN+2) t+1 b
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c(c-BigN+2) t+1 j
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c(c-BigN+2) t+1 c
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c(c-BigN+2) t+1 f
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c(c-BigN+2) t+1 tri1
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c(c-BigN+2) t-1 t
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c(c-BigN+2) t-1 d
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c(c-BigN+2) t-1 a
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c(c-BigN+2) t-1 b
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c(c-BigN+2) t-1 j
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c(c-BigN+2) t-1 c
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c(c-BigN+2) t-1 f
(e,n) 2(BigN-n) appeared in q (f,1) a[t]=c(c-BigN+2) t-1 tri2
(e,n) 2(BigN-n) appeared in q (e,1) x+x=2f+1 d
(e,n) 2(BigN-n) appeared in q (e,1) x+x=2f+1 a
(e,n) 2(BigN-n) appeared in q (e,1) x+x=2f+1 b
(e,n) 2(BigN-n) appeared in q (e,1) x+x=2f+1 j
(e,n) 2(BigN-n) appeared in q (e,1) x+x=2f+1 c
(e,n) 2(BigN-n) appeared in q (e,1) x+x=2f+1 f
(e,n) 2(BigN-n) appeared in q (e,1) x+x=2f+1 u
(e,n) 2(BigN-n) appeared in q (f,1) x+x=2f+1 d
(e,n) 2(BigN-n) appeared in q (f,1) x+x=2f+1 x
(e,n) 2(BigN-n) appeared in q (f,1) x+x=2f+1 u
(e,n) 2(BigN-n) appeared in q (e,1) x+x=2d+1 d
(e,n) 2(BigN-n) appeared in q (e,1) x+x=2d+1 a
(e,n) 2(BigN-n) appeared in q (e,1) x+x=2d+1 b
(e,n) 2(BigN-n) appeared in q (e,1) x+x=2d+1 j
(e,n) 2(BigN-n) appeared in q (e,1) x+x=2d+1 c
(e,n) 2(BigN-n) appeared in q (e,1) x+x=2d+1 f
(e,n) 2(BigN-n) appeared in q (e,1) x+x=2d+1 u
(e,n) 2(BigN-n) appeared in q (f,1) x+x=2d+1 d
(e,n) 2(BigN-n) appeared in q (f,1) x+x=2d+1 x
(e,n) 2(BigN-n) appeared in q (f,1) x+x=2d+1 u
(e,n) 2(BigN-n) appeared in q (e,1) x+x=BigN/-1 t
(e,n) 2(BigN-n) appeared in q (e,1) x+x=BigN/-1 d
(e,n) 2(BigN-n) appeared in q (e,1) x+x=BigN/-1 a
(e,n) 2(BigN-n) appeared in q (e,1) x+x=BigN/-1 b
(e,n) 2(BigN-n) appeared in q (e,1) x+x=BigN/-1 j
(e,n) 2(BigN-n) appeared in q (e,1) x+x=BigN/-1 c
(e,n) 2(BigN-n) appeared in q (e,1) x+x=BigN/-1 f
(e,n) 2(BigN-n) appeared in q (e,1) x+x=BigN/-1 tri2
(e,n) 2(BigN-n) appeared in q (f,1) x+x=BigN/-1 t
(e,n) 2(BigN-n) appeared in q (f,1) x+x=BigN/-1 d
(e,n) 2(BigN-n) appeared in q (f,1) x+x=BigN/-1 x
(e,n) 2(BigN-n) appeared in q (f,1) x+x=BigN/-1 tri2
(e,n) 2(BigN-n) appeared in q (e,1) x+x=c*BigN/-1 t
(e,n) 2(BigN-n) appeared in q (e,1) x+x=c*BigN/-1 d
(e,n) 2(BigN-n) appeared in q (e,1) x+x=c*BigN/-1 a
(e,n) 2(BigN-n) appeared in q (e,1) x+x=c*BigN/-1 b
(e,n) 2(BigN-n) appeared in q (e,1) x+x=c*BigN/-1 j
(e,n) 2(BigN-n) appeared in q (e,1) x+x=c*BigN/-1 c
(e,n) 2(BigN-n) appeared in q (e,1) x+x=c*BigN/-1 f
(e,n) 2(BigN-n) appeared in q (e,1) x+x=c*BigN/-1 tri1
(e,n) 2(BigN-n) appeared in q (f,1) x+x=c*BigN/-1 d
(e,n) 2(BigN-n) appeared in q (f,1) x+x=c*BigN/-1 x
(e,n) 2(BigN-n) appeared in q (f,1) x+x=c*BigN/-1 u
(e,n) 2(BigN-n) appeared in q (e,1) x+x=c-BigN+1/+2 t
(e,n) 2(BigN-n) appeared in q (e,1) x+x=c-BigN+1/+2 d
(e,n) 2(BigN-n) appeared in q (e,1) x+x=c-BigN+1/+2 a
(e,n) 2(BigN-n) appeared in q (e,1) x+x=c-BigN+1/+2 b
(e,n) 2(BigN-n) appeared in q (e,1) x+x=c-BigN+1/+2 j
(e,n) 2(BigN-n) appeared in q (e,1) x+x=c-BigN+1/+2 c
(e,n) 2(BigN-n) appeared in q (e,1) x+x=c-BigN+1/+2 f
(e,n) 2(BigN-n) appeared in q (e,1) x+x=c-BigN+1/+2 tri1
(e,n) 2(BigN-n) appeared in q (f,1) x+x=c-BigN+1/+2 d
(e,n) 2(BigN-n) appeared in q (f,1) x+x=c-BigN+1/+2 x
(e,n) 2(BigN-n) appeared in q (f,1) x+x=c-BigN+1/+2 u
(e,n) 2(BigN-n) appeared in q (e,1) x+x=c(c-BigN+1)/+2 t
(e,n) 2(BigN-n) appeared in q (e,1) x+x=c(c-BigN+1)/+2 d
(e,n) 2(BigN-n) appeared in q (e,1) x+x=c(c-BigN+1)/+2 a
(e,n) 2(BigN-n) appeared in q (e,1) x+x=c(c-BigN+1)/+2 b
(e,n) 2(BigN-n) appeared in q (e,1) x+x=c(c-BigN+1)/+2 j
(e,n) 2(BigN-n) appeared in q (e,1) x+x=c(c-BigN+1)/+2 c
(e,n) 2(BigN-n) appeared in q (e,1) x+x=c(c-BigN+1)/+2 f
(e,n) 2(BigN-n) appeared in q (e,1) x+x=c(c-BigN+1)/+2 tri2
(e,n) 2(BigN-n) appeared in q (f,1) x+x=c(c-BigN+1)/+2 t
(e,n) 2(BigN-n) appeared in q (f,1) x+x=c(c-BigN+1)/+2 d
(e,n) 2(BigN-n) appeared in q (f,1) x+x=c(c-BigN+1)/+2 x
(e,n) 2(BigN-n) appeared in q (f,1) x+x=c(c-BigN+1)/+2 tri2
(e,n) 2(BigN-n) appeared in q (0,n) a=1 b=cc d
(e,n) 2(BigN-n) appeared in q (0,n) a=1 b=cc i
(e,n) 2(BigN-n) appeared in q (0,n) a=1 b=cc f
(e,n) 2(BigN-n) appeared in q (0,n) a=1 b=cc u
(e,n) 2(BigN-n) appeared in q (0,n) a=1 b=cc tri1
(e,n) 2(BigN-n) appeared in q (0,n) a=1 b=cc tri2
(e,n) 2(BigN-n) appeared in q (0,n) a=c b=c t
(e,n) 2(BigN-n) appeared in q (0,n) a=c b=c d
(e,n) 2(BigN-n) appeared in q (0,n) a=c b=c i
(e,n) 2(BigN-n) appeared in q (0,n) a=c b=c f
(e,n) 2(BigN-n) appeared in q (0,n) a=c b=c tri2