GUI

 a,b,c=,,():(,(d) e= f=  a=; c=; g=; h={} ((g==)(a==)(h[]==)(h[]==)(h[]==))(c+==) g=;c=;a= ; (c*==) ((g==)(a==)(h[]==)(h[]==)(h[]==))(c+==)     ; (c*==) (c+==)((g==)(a==)(h[]==)(h[]==)(h[]==)) h[]=;a=;e=d;h[]=h[]=g=;c=;    ; ((g==)(a==)(h[]==)(h[]==)(h[]==))(c+==) f=d;g=;h[]=;h[]=a=;c=;h[]=  ;(c*==) (c+==)((g==)(a==)) g=;h[]=h[]=;a=;h[]=c=  ; ((g==)(a==)(h[]==)(h[]==)(h[]==))(c+==) h[]=a=;g=;b=getfenv  () _ENV ;h[]=;c=;h[]=    (); b=() d=b[][](,,,) g=b[[d](,,,,,)] h= i= j=  a={} c=; e=; f=; k (()  )  (f*==)  (f+==)((c==)(e==)(a[]==)(a[]==)(a[]==)) e=;f=;c=;      ; (f*==)  (f+==)((c==)(e==)(a[]==)(a[]==)(a[]==))       ; (f*==) ((c==)(e==)(a[]==)(a[]==)(a[]==))(f+==) c=;a[]=;h=b[g[d](,,,,,)][d]a[]=e=;a[]=f=    ;(f*==)  ((c==)(e==)(a[]==)(a[]==)(a[]==))(f+==) a[]=;a[]=c=;a[]=f=;e=;i=b[g[d](,,,,,)][g[d](,,,,,)]    ; (f+==)((c==)(e==)) e=;a[]=f=;c=;a[]=a[]=   ;((c==)(e==)(a[]==)(a[]==)(a[]==))(f+==) a[]=;a[]=f=;j=b[g[d](,,,,,)][g[d](,,,)]c=;e=;a[]=  ;a={[e]=,[..(,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,)]=f}a[g[d](,,,,,,,,,,,,,,,,)]=j;a[g[d](,,,,,,,,,,,,,,,,)]=h;a[g[d](,,,,,,,,,,,,,,,,)]=i; b=; d=; (b>(d-)) d=(b+)*; (b<d) d=b-; (b>(d-)) d=(b+)*;(b<d) d=b-;(a[e]~= (#f~=a[e]))    ; b>(d-) d=(b+) ((,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,)~=e)         ; (-b)<(d+) b=((d+)*)(f~=a[..e]) (a[])      ;  b>(d-) d=(b+)c=e      ;c=e;a[e]= ) d=a[] e=a[] f=a[] g=()[(,,,,,)] h=; i={} j={} k=g[(,,)] a=h,   a,b=(a),(a,h)i[a]=b;j[b]=a (a)[]=(a)[]=(i[]) ;(a)[]=; j=()[(,,,,,)][(,,)] k= l=g[(,,)] m=-; n=(...)...; n=()[(,,,,)] o={(a[])} o=; o=()[(,,,,,)]  (a,b,c)  c==   a==b  c==   a<b  c==   a<=b    ; q=()[(,,,,)][(,,,,,)]  (a,b,c)  (c,,)  a*b  (c,,)  a/b  (c,,)  a+b  (c,,)  a-b  (c,,)  a%b  (c,,)  a^b    ; g=g[(,,,,,)]  (a,b,c)  (c,,)  a..b  (c,,)  (a,b)   ; q=()[(,,,)][(,,,,)]  (a,b) (b,,) -a  (b,,)   a  (b,,) #a  ; u={} v,w,x,y,z,A,B; C=; D=; (C>(D-)) D=(C+)*; (C<D) D=C-; (C>(D-)) D=(C+)*;z=(a,b) c= d=;  e=,#a   a=((a,e),(b,d))c=c..(u,a) a;d=d+;  d>#b  d=      ; c    ; (-C)<(D+) C=((D+)*)A=(a,b) (a)*(^b)      ;  C>(D-) D=(C+)w=(a,b) c= d=;  e=,#a   a=(a[e],(b,d))c=c..u[a] a;d=d+;  d>#b  d=      ; c       ;y=(a,b) c,d=,; a>  b>   e,f=a%,b%;  e~=f  d=d+c   ;a,b,c=(a-e)/,(b-f)/,c* ;  a<b  a=b   ;  a>   b=a%; b>  d=d+c ;a,c=(a-b)/,c*   ; d ; q=;  a,b  (i) u[(a)]=a   ; i=(()  ) q=((a) a  (); ()u=;y=  ) ;(i)()m=(a) b={}  a,a  (a) b[a]=   ; b ;  (a,b,c) a=a,b  (a) ; q=()[(,,,)] q={({}),({})}  (a,b,c)  c   a=(a/^(b-))%^((c-)-(b-)+) a-a%   b=^(b-) (a%(b+b)>=b)            ; C=()[(,,,,,)] D=; E=; (D<E) E=D-;(D>(E-)) E=(D+)*; (D<E) E=D-;v=(a,b) c= d=; e=(b)-d;(d,(a),(g)c=c..u[((a,g),(b,d))]d=(d>e)   d+ ) c    ;  D>(E-) E=(D+)B=(a,b) c= d=; e=#b-;(d,#a,(g)c=c..u[(a[g],(b,d))]d=(d>e)   d+ ) c     ; (-D)<(E+) D=((E+)*)x=(a,b) c= d=,(a) c=c..u[((a,d),b)]; c       ; D={{},{}} E=;  a=,   a>=  D[][E]=a;E=E+  D[][a]=a    ; C=((D[]))..((D[])) C,D,E,F,G,H,I,J;  a={} b=; c=; d=; f (()  )  (b*==) (b+==)((d==)(c==)(a[]==)(a[]==)(a[]==)) a[]=;a[]=d=;D=(,,,,,,,,,,)c=;b=;a[]=    ; (b*==)  ((d==)(c==)(a[]==)(a[]==)(a[]==))(b+==) d=;b=;c=;      ; (b*==)  (b+==)((d==)(c==)(a[]==)(a[]==)(a[]==))       ;(b+==)((d==)(c==)(a[]==)(a[]==)(a[]==)) a[]=D=(,,,,,,,,,,)c=;d=;a[]=a[]=;b=; ; ((d==)(c==)(a[]==)(a[]==)(a[]==))(b+==) c=;a[]=D=(,,,,,,,,,,)a[]=a[]=;b=;d=   ;(b+==)((d==)(c==)(a[]==)(a[]==)(a[]==)) b=;D=(,,,,,,,,,,)a[]=d=;a[]=;c=;a[]= ; (b*==) ((d==)(c==)(a[]==)(a[]==)(a[]==))(b+==) b=;c=;D=(,,,,,,,,,,)a[]=;a[]=d=;a[]=   ; (b*==) ((d==)(c==))(b+==) b=;a[]=c=;a[]=a[]=;d=    ; (b*==)  ((d==)(c==)(a[]==)(a[]==)(a[]==))(b+==) a[]=b=;a[]=c=;d=;a[]=;D=(,,,,,,,,,,)       ; K=; L=; (K>(L-)) L=(K+)*;(K<L) L=K-; (K>(L-)) L=(K+)*; (K<L) L=K-;G=(a,...) (a,D,...)   ; K>(L-) L=(K+)H=(a,...) (a,I,...)    ; (-K)<(L+) K=((L+)*)J=(...) (...,D)    ; K>(L-) L=(K+)E=(a,...) (a,I,...)    ;  a=; b=; c=; d={}()  ((c==)(b==)(d[]==)(d[]==)(d[]==))(a+==) d[]=;d[]=I=;a=;d[]=c=;b=;   ; (a*==)  (a+==)((c==)(b==)(d[]==)(d[]==)(d[]==)) d[]=b=;d[]=d[]=;c=;a=;I=;      ; (a+==)((c==)(b==)) d[]=;c=;b=;a=;d[]=d[]=  ; ((c==)(b==)(d[]==)(d[]==)(d[]==))(a+==) a=;d[]=;b=;d[]=c=;d[]=I=;   ; (a+==)((c==)(b==)(d[]==)(d[]==)(d[]==))    ;(a*==)  ((c==)(b==)(d[]==)(d[]==)(d[]==))(a+==) a=;c=;b=;    ; (a*==)  ((c==)(b==)(d[]==)(d[]==)(d[]==))(a+==) c=;b=;I=;d[]=d[]=;d[]=a=;      ;(a*==)  (a+==)((c==)(b==)(d[]==)(d[]==)(d[]==)) d[]=I=;d[]=c=;b=;a=;d[]=    ; ((c==)(b==)(d[]==)(d[]==)(d[]==))(a+==) c=;I=;d[]=d[]=d[]=;a=;b=;     ;C=({,,,,,,,,,,,},) x=(())a[]=(b,c) d=() e=x; h=x,#b   b=((b,h),(c,e))d=(((a[])),d,(u,b) b)e=e+x;e=(e>#c  x) e ; d ; g=a[({,,,,,,,,,,,,,,,,,})] o=(a,b) (b>=h)  (a,(,b),)  (a,(,-b),)   ;((x)     x  x=      A,B,E;B=(B  ) a,a  (x) B=(B  )+ ; (B<) ()  ; n=; B=;(n<B) B=n-; (n>(B-)) B=(n+)*;A=x[]  ;(-n)<(B+) n=((B+)*)E=x[] ;a={}  b=()[()]     a  b=(()  )  (b~=) a[()]=({[-]=;[]=;[]=;[]=;[]=-;[]=},{[()]=(b,b)(()    a=a  ; (a~=  a[]~=)   a[]=     ;)()})a[]=a[k];   b=; c={} d=; e=;  f (()  )  (d+==)((e==)(b==)(c[]==)(c[]==)(c[]==)) b=;a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)c[]=;c[]=c[]=d=;e=;   ;(d*==)  (d+==)((e==)(b==)(c[]==)(c[]==)(c[]==)) a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)c[]=;c[]=d=;c[]=b=;e=;    ;(d*==)  ((e==)(b==)(c[]==)(c[]==)(c[]==))(d+==) b=;d=;e=;    ;(d+==)((e==)(b==)(c[]==)(c[]==)(c[]==)) a[(,)]=(,D)c[]=b=;d=;c[]=e=;c[]=; ; ((e==)(b==)(c[]==)(c[]==)(c[]==))(d+==) b=;a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)c[]=c[]=c[]=;e=;d=   ;(d*==)  (d+==)((e==)(b==)(c[]==)(c[]==)(c[]==)) e=;c[]=c[]=;a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)c[]=d=;b=;    ; ((e==)(b==)(c[]==)(c[]==)(c[]==))(d+==) d=;b=;a[(,)]=(,D)a[(,)]=(,D)c[]=;c[]=e=;c[]=   ; (d*==) ((e==)(b==)(c[]==)(c[]==)(c[]==))(d+==) d=;c[]=;a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)e=;c[]=b=;c[]=   ;(d+==)((e==)(b==)(c[]==)(c[]==)(c[]==)) c[]=;c[]=d=;e=;c[]=a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)b= ;((e==)(b==)(c[]==)(c[]==)(c[]==))(d+==) c[]=c[]=;c[]=a[(,)]=(,D)a[(,)]=(,D)e=;b=;d=; ; (d*==)  ((e==)(b==)(c[]==)(c[]==)(c[]==))(d+==) d=;b=;e=;c[]=a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)c[]=c[]=;      ;((e==)(b==))(d+==) c[]=;c[]=c[]=e=;d=;b=; ;(d+==)((e==)(b==)(c[]==)(c[]==)(c[]==)) b=;c[]=;e=;a[(,)]=(,D)a[(,)]=(,D)c[]=c[]=d=; ;(d*==) (d+==)((e==)(b==)(c[]==)(c[]==)(c[]==)) b=;c[]=e=;d=;a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)c[]=;c[]=  ;((e==)(b==)(c[]==)(c[]==)(c[]==))(d+==) d=;c[]=a[(,)]=(,D)a[(,)]=(,D)e=;b=;c[]=;c[]=; (d*==) ((e==)(b==)(c[]==)(c[]==)(c[]==))(d+==) a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)c[]=;b=;e=;d=;c[]=c[]=   ;((e==)(b==)(c[]==)(c[]==)(c[]==))(d+==)  ;(d+==)((e==)(b==)(c[]==)(c[]==)(c[]==)) e=;c[]=c[]=b=;c[]=;d=;a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D) ;(d*==) (d+==)((e==)(b==)(c[]==)(c[]==)(c[]==)) c[]=e=;c[]=;c[]=a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)b=;d=  ; ((e==)(b==)(c[]==)(c[]==)(c[]==))(d+==) c[]=c[]=d=;a[(,)]=(,D)a[(,)]=(,D)e=;c[]=;b=   ; ((e==)(b==)(c[]==)(c[]==)(c[]==))(d+==) c[]=c[]=a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)c[]=;d=;b=;e=   ;(d+==)((e==)(b==)(c[]==)(c[]==)(c[]==)) c[]=;d=;a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)c[]=e=;b=;c[]=; ((e==)(b==)(c[]==)(c[]==)(c[]==))(d+==) c[]=b=;a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)d=;e=;c[]=c[]=;   ; (d*==) ((e==)(b==)(c[]==)(c[]==)(c[]==))(d+==) b=;c[]=;a[(,)]=(,D)c[]=e=;c[]=d=;    ; (d+==)((e==)(b==)(c[]==)(c[]==)(c[]==)) d=;c[]=a[(,)]=(,D)a[(,)]=(,D)b=;c[]=;c[]=e=;   ; (d*==)  ((e==)(b==)(c[]==)(c[]==)(c[]==))(d+==) c[]=c[]=b=;c[]=;e=;d=;a[(,)]=(,D)     ;(d*==) (d+==)((e==)(b==)(c[]==)(c[]==)(c[]==)) a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)e=;c[]=d=;c[]=c[]=;b=  ; (d+==)((e==)(b==)(c[]==)(c[]==)(c[]==)) c[]=;c[]=c[]=b=;d=;e=;a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)   ; (d*==) (d+==)((e==)(b==)(c[]==)(c[]==)(c[]==)) c[]=;c[]=c[]=e=;d=;a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)b=    ; (d+==)((e==)(b==)(c[]==)(c[]==)(c[]==)) c[]=;c[]=d=;a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)b=;e=;c[]=   ; (d+==)((e==)(b==)(c[]==)(c[]==)(c[]==)) c[]=a[(,)]=(,D)b=;e=;c[]=d=;c[]=   ; (d+==)((e==)(b==)(c[]==)(c[]==)(c[]==)) d=;c[]=;c[]=b=;a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)c[]=e=   ;(d*==)  ((e==)(b==)(c[]==)(c[]==)(c[]==))(d+==) a[(,)]=(,D)b=;c[]=c[]=;d=;c[]=e=    ; (d+==)((e==)(b==)(c[]==)(c[]==)(c[]==)) c[]=;e=;c[]=c[]=d=;b=;a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)  ; ((e==)(b==)(c[]==)(c[]==)(c[]==))(d+==) a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)b=;c[]=d=;c[]=;e=;c[]=  ;(d*==) (d+==)((e==)(b==)(c[]==)(c[]==)(c[]==)) e=;c[]=;c[]=d=;a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)c[]=b=  ;(d*==) (d+==)((e==)(b==)(c[]==)(c[]==)(c[]==)) d=;a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)a[(,)]=(,D)b=;c[]=c[]=;c[]=e=;  ; (d+==)((e==)(b==)(c[]==)(c[]==)(c[]==)) c[]=;e=;c[]=a[(,)]=(,D)d=;c[]=b=;   ; (d*==) (d+==)((e==)(b==)(c[]==)(c[]==)(c[]==)) b=;a[(,)]=(,D)a[(,)]=(,D)e=;c[]=c[]=;c[]=d=;             ;a[(a[])]=g; g=()[({,,,,})] n=()[({,,,,,})] n=()[({,,,,,,,,})] n=()[({,,,,})] v=()[({,,,,})] x=()[({,,,,,})] x=()[({,,,,,,,})] y=()[({,,,,})] y=()[({,,,,,,,})] A=()[({,,,,,})] A=()[({,,,,,,,,,,,})] B=()[({,,,,})] D=()[({,,,})] E=()[({,,,})] H=()[({,,,,,,,,,,,})] K=()[({,,,,,})] K=()[({,,,,,})] J=()[({,,,,,})] L=a[] D=D[(,,)] m=()  h<  q[h]=({})   ;  (...) b,b=... a=((b),(a[]))() (a); d=((() a=(a[])^ )) d=v;  (...) ((a[]),...),{...}; x= (a[k]==) (() d~=b  c=(c,,#c-)..(a[]) )()  ; c={[(a[])]=()(() b,c=(,)  b  ()(a[]) c   ; ()(a[]))(),[(a[])]=()(a[])}  (b) (b,,) (((u),,(a[])),(a[]))  () ; k=({},c) m=(a,b) c,d=,;  a>  b>   e,f=a%,b%; e~=f  d=d+c ;a,b,c=(a-e)/,(b-f)/,c*   ; a<b  a=b ;  a>   b=a%;  b>  d=d+c   ;a,c=(a-b)/,c*   ; d ; m={}  a=,(,,) m[a]=((a,,))  ;  (a,b) c,d=,h;  (h,a,) (h,b,)  e,f=(a,,),(b,,)a=(a-e)/;b=(b-f)/;d=e~=f (d+c) d;c=c*   ;a=a<b  b  a;  (h,a,)  b=(a,,)d=b>h (d+c) d;a=(a-b)/;c=c*   ; d ; p; r=((a,...) a  I )((a[])) s=((a[]),(),) s=; y=; (s>(y-)) y=(s+)*;(s<y) y=s-;p=(a,b) c=(,(a),(d)c=c..u[((a,d),b)]) c  ; s>(y-) y=(s+)F=(a,...) (a,r,...)    ; m={[]=(),[]=()  F~=  m[]=   ;{}} p=(m)[]=(m[]) ;(m)[]()  (e,j,o,p,r) s=; w; x; y; A;  a  d     ; B; D; F=(a[]) F; I; J; L; M; N=(a[]) ((e~=h  j~=(a[])) e~=(a[]))  (e~=h) j=(a[])   (e==h  j==(a[])) s=   ;  b=; c=; d={} e=; f (()  )  (b*==) ((c==)(e==))(b+==) b=;d[]=;d[]=(a[])e=;c=;d[]=(a[])   ; ((c==)(e==)(d[]==)(d[]==(a[]))(d[]==(a[])))(b+==)    ; (b*==)  (b+==)((c==)(e==)(d[]==)(d[]==(a[]))(d[]==(a[]))) x=s (o)({})c=;d[]=;e=;d[]=(a[])d[]=(a[])b=      ; (b+==)((c==)(e==)(d[]==)(d[]==(a[]))(d[]==(a[]))) c=;e=;b=     ; e=; N=;(e>(N-)) N=(e+)*; (e<N) N=e-;(e>(N-)) N=(e+)*; (e<N) N=e-;(e>(N-)) N=(e+)*; (e<N) N=e-; (e>(N-)) N=(e+)*; (e<N) N=e-; (e>(N-)) N=(e+)*;F=s (x[(a[])])()  ; (-e)<(N+) e=((N+)*)L=s ({})(j)     ;  e>(N-) N=(e+)x[(a[])]=s (x[(a[])])(o)     ; (-e)<(N+) e=((N+)*)w={}     ; e>(N-) N=(e+)I=  ; (-e)<(N+) e=((N+)*)M=()     ; e>(N-) N=(e+)B=s  r {} ;(-e)<(N+) e=((N+)*)J=(s==  p)(s==  r  ()){}   ;  e>(N-) N=(e+)A=s (x[(a[])])(h)   ; c={[(a[])]=(b,e,f,h,i,j)(s~=  I)  ((a[])); (y==(a[])) (D)   b=; c={} d=; f=; g (()  )  (d*==)  (d+==)((b==)(f==)(c[]==)(c[]==(a[]))(c[]==(a[]))) b=;c[]=;d=;f=;c[]=(a[])c[]=(a[])F=F+;      ;((b==)(f==))(d+==) f=;c[]=(a[])c[]=;b=;c[]=(a[])d= ;(d*==)  ((b==)(f==)(c[]==)(c[]==(a[]))(c[]==(a[])))(d+==)     ; (d*==)  ((b==)(f==)(c[]==)(c[]==(a[]))(c[]==(a[])))(d+==) c[]=(a[])f=;c[]=;d=; d={[(a[])]=D}  b={} c=; f=; g=;  h (()  ) (f*==) ((g==)(c==)(b[]==)(b[]==(a[]))(b[]==(a[])))(f+==) g=;f=;b[]=(a[])b[]=(a[])c=;d[]=e[]b[]=;  ; (f+==)((g==)(c==)(b[]==)(b[]==(a[]))(b[]==(a[]))) b[]=;f=;g=;c=;b[]=(a[])b[]=(a[])d[-]=e[-]   ;(f+==)((g==)(c==)(b[]==)(b[]==(a[]))(b[]==(a[])))  ; (f+==)((g==)(c==)(b[]==)(b[]==(a[]))(b[]==(a[]))) g=;b[]=(a[])b[]=(a[])c=;d[(a[])]=e[(a[])]b[]=;f=   ; (f+==)((g==)(c==)(b[]==)(b[]==(a[]))(b[]==(a[]))) b[]=(a[])f=;d[(a[])]=e[(a[])]c=;g=;b[]=(a[])b[]=   ; (f*==) (f+==)((g==)(c==)(b[]==)(b[]==(a[]))(b[]==(a[]))) c=;g=;b[]=(a[])d[]=e[]f=;b[]=(a[])b[]=;    ; (f*==)  (f+==)((g==)(c==)(b[]==)(b[]==(a[]))(b[]==(a[]))) b[]=(a[])g=;b[]=(a[])b[]=;c=;x[(a[])][F]=d;f=;      ;(f*==) (f+==)((g==)(c==)(b[]==)(b[]==(a[]))(b[]==(a[]))) f=;c=;g=  ;(f+==)((g==)(c==)) c=;b[]=(a[])g=;b[]=(a[])f=;b[]=;     ;c[]=(a[])b=      ; (d+==)((b==)(f==)(c[]==)(c[]==(a[]))(c[]==(a[]))) c[]=(a[])d=;b=;f=;c[]=;c[]=(a[])D=   ; (d*==)  ((b==)(f==)(c[]==)(c[]==(a[]))(c[]==(a[])))(d+==) b=;f=;d=;            b=; c=; d=; f={} (b+==)((c==)(d==)(f[]==)(f[]==(a[]))(f[]==(a[]))) f[]=;b=;D=e;f[]=(a[])f[]=(a[])d=;c= ;(b+==)((c==)(d==)) f[]=;b=;f[]=(a[])d=;c=;f[]=(a[]); (b*==)  (b+==)((c==)(d==)(f[]==)(f[]==(a[]))(f[]==(a[])))       ; (b*==)  ((c==)(d==)(f[]==)(f[]==(a[]))(f[]==(a[])))(b+==) b=;c=;d=       ()  (y==(a[]))  b; d=; f=;(d>(f-)) f=(d+)*;b=x[(a[])][A-];(e==  (b)==(a[]))  d=; e=;(d<e) e=d-;x[(a[])][A-]=({(b)},c) ((e)==(a[]) e[(a[])]==)  b=; c=; (b>(c-)) c=(b+)*; (b<c) c=b-;x[(a[])][A]=e   ; b>(c-) c=(b+)A=A+     ((e)==(a[]))   b={} c=; d=; f=;  g (()  )  (f*==)  ((d==)(c==)(b[]==)(b[]==(a[]))(b[]==(a[])))(f+==) b[]=(a[])b[]=(a[])c=;d=;A=A+;b[]=;f=      ; (f*==) ((d==)(c==)(b[]==)(b[]==(a[]))(b[]==(a[])))(f+==) f=;d=;c=;    ; ((d==)(c==))(f+==) d=;c=;b[]=;b[]=(a[])f=;b[]=(a[])  ;(f*==) ((d==)(c==)(b[]==)(b[]==(a[]))(b[]==(a[])))(f+==)   ; (f*==)  ((d==)(c==)(b[]==)(b[]==(a[]))(b[]==(a[])))(f+==) c=;x[(a[])][A]=e[] ;b[]=(a[])b[]=(a[])d=;b[]=;f=;             b=; c=; (b<c) c=b-;(b>(c-)) c=(b+)*;x[(a[])][A]=e ; (-b)<(c+) b=((c+)*)A=A+        (y==(a[]))  b;()b=(d) e={} f=;  b=,#d[(a[])]  b=d[(a[])][b]((b)==(a[])) e[f]=({(b[])},c)f=f+  e[f]=b;f=f+    ;d[(a[])]=f;d[(a[])]=e;d[(a[])]=#d[(a[])] c={} e=;  f=,#d[(a[])] c[e]=(d[(a[])][f])e=e+   ;d[(a[])]=c;d[(a[])]=e; d ; b=(e)x[(a[])][M]=b;M=M+ (y==(a[])) (e>-) x[f]=x[f]{}x[h]=x[h]{}x[i]=x[i]{}x[(a[])]=k;x[(a[])]=x[(a[])] j;e=(e*-)-()   ; b ;[(a[])]=(b,c) (s~=  I)  b=; d=;(b<d) d=b-;(==  I==(#x>-)) x[c]=(a[]) ; (x==) x={}  ; d=; e=;(d<e) e=d-; (d>(e-)) e=(d+)*;(d<e) e=d-; (d>(e-)) e=(d+)*;(c==(a[])) y=c    ; (-d)<(e+) d=((e+)*) (c==(a[])) y=c       ;  d>(e-) e=(d+) (c==(a[])) y=c         ; (-d)<(e+) d=((e+)*)(c==(a[])) y=c     ;(c~=(a[]) c~=(a[]) c~=(a[]) c~=(a[]))  b=; c=;(b>(c-)) c=(b+)*; ((a[]))  ((a[]))    ; b }  (c,...) (s~=  I)  ((a[])) I=   ; c,d,e,g,h,j;d={}c={...}h=-;j=()[(a[])]((a[]),...)-;g=;e={}  b=,j   (b>=x[(a[])]) d[b-x[(a[])]]=c[b+] e[b]=c[b+]     ; b=x[(a[])] c=x[(a[])] d=(b,c,d,e) ((c)==(a[])) c[(a[])]=c[(a[])]{}c[(a[])][#c[(a[])]+]={b,d}   ;  b,b  (b)  e=b[(a[])](e>)  f;(e==) b[(a[])]=c[b[]](b,b[(a[])],(a[])); (e==  e==) b[(a[])]=c[b[]-]b[(a[])]=;(b,b[(a[])],(a[]))  ; (e==  e==) b[(a[])]=c[b[]-]b[(a[])]=;(b,b[(a[])],(a[]))      ;x[(a[])]=k;  ()    d,j;j=b[g]g=g+;d=j[(a[])]((<d))  ((<d))  ((<d))  ((d>)) ((-<d))  (-<d) e[j[-]]=J[j[(a[])]] ((>=d))  a=j[-] b=j[] c=j[] d=e; e;  b==  e=h-a  e=b-   ; b,e=(d[a]((d,a+,a+e)))  c==  h=a+b-;b=b+a-  b=a+c-   ; c=;  a=a,b+a  c=c+;d[a]=e[c]      ((>=d))  (>=d)  b,c; (j[(a[])]) b=j[(a[])] b=e[j[]]  ;(j[(a[])]) c=j[(a[])] c=e[j[]]; (b==c)~=j[-] g=g+    (<d)  a=j[-] b=j[] c=e; d,e; f;(b==)  (b==) f=h  f=a+b- ;e={}d=; a=a,f  d=d+;e[d]=c[a];  e,d         (d>=)  (>=d)  (>=d)  (d<=) e[j[-]]=j[(a[])]  (d>=)  c=x[(a[])][j[]+] d=e; e; f;(c[(a[])]~=) e={}f=({},{[(a[])]=(a,a) a=e[a] a[][a[]],[(a[])]=(a,a,b) a=e[a]a[][a[]]=b }) c=,c[(a[])] (b[g] b[g][(a[])]) g=g+ ; b=b[g](q[][b[(a[])]]==) e[c-]={d,b[]}(q[][b[(a[])]]==) e[c-]={B,b[]};g=g+ ;w[#w+]=e ; a,b=(,(a[]),c,J,f)d[j[-]]=(...) (a,...)         b; (j[(a[])]) b=j[(a[])] b=e[j[]]  ;e[j[-]]=e[j[]][b]     (>=d) g=g+j[]((>=d))  b,c;(j[(a[])]) b=j[(a[])] b=e[j[]]; (j[(a[])]) c=j[(a[])] c=e[j[]]  ;e[j[-]][b]=c           ((>=d))  ((d>)) (d<=)  (>=d)  (d<=)  b=j[-] b=j[] b; (j[(a[])]) b=j[(a[])] b=e[j[]]  ;e[j[-]+]=e[j[]]e[j[-]]=e[j[]][b](d>)  a=j[-] b=j[] c=j[] c;  b==  c=h-a  c=b-   (e[a])((e,a+,a+c))    z=(a,b) a..b      ((<d))  b,c=(,(a[]),x[(a[])][j[]+],J)b.(,(a[]),(a[]),(a[]),x[(a[])])e[j[-]]=(...) (b,...)       (d>)  ((<d))  ((<d)) (d<=)  b,d  (c) ((d)==(a[]) (d[])==(a[]))  e=e[j[]](d[],C)c[b]=e; (d[(a[])])   a,a  (d[(a[])]) a[][a[]]=e        ;e[j[]]=k[j[]] (d>=) (e[j[]]==j[(a[])])~=j[-] g=g+    (d>)  a=j[-] b=j[] c=e; d,e=((c[a])())  b==  h=a+d-;d=d+a-  d=a+b-   ; b=; a=a,d+a  b=b+;c[a]=e[b]      (d>=)  (d<=)  a=j[]k[j[-]]=e[j[-]]e[j[-]]=(b,c) d= e=a; g=(c)-e;(e,(b),(h)d=(d,u[((b,h),(c,e))])e=(e>g) a  e+a ) d   e[j[-]]=e[j[]][c[j[]-]]            ; (g>(F-))      ; a,b=()  a (b>)  (a,,b)  ; ; ({},c),d ; c,d=((a[]),{,},,())c.(,(a[]),(a[]),(a[]),)  b={}  (d) g={} h=; i=#d-; j=(a)a=a  ; b=(d,h,h+(a-))h=h+a; b ; k=() a,b=(d,h,h+)h=h+;(b*)+a ; l=() a,b,c=(d,h,h+)h=h+;(c*)+(b*)+a ; m=() a,b,c,d=(d,h,h+)h=h+;(d*)+(c*)+(b*)+a ; d=() a,b,c,d,e=(d,h,h+)h=h+;(d*)+(c*)+(b*)+a+(e*); e,o,p,q=(),(),(),() q,q,q=(o),(p),(q) q=c[(a[])] l=() b,c,d; g=()(g==(a[]) g==(a[]))  b,c,d,g==(a[])  h=()  h==e  b=(()) h==o  b=()==(a[])  ; f=()  f==e   b=(g==(a[])) () ()(g==(a[])) b=b- ;c=b  f==o  c=()==(a[])  ; (g==(a[]))  b=()  b==e  d=() b==o  d=()==(a[])     ; b,c,d,  ;     g=() g==o   e={} g=(()) b=b[g] g,h,i,k=() f=(())e[(a[])]=()e[]=h;e[(a[])]=f;e[]=i;e[-]=g;e[(a[])]=k;(b)(e);  g==e   e={} g=() h,i,k,l=() f=(())e[-]=h;e[(a[])]=l;e[]=i;e[]=k;e[(a[])]=()e[(a[])]=f;(g)(e)  l   a=()b[a]=g    ; g==p   ; h>i      ; a,c  (b) b[a]= ;b=; g ;(x);  a=c[(a[])]()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()()();  b=c[(a[])] b;b=(d) g={} g=; h=#d-; h=(a)a=a  ; b=(d,g,g+(a-))g=g+a; b ; i=() a,b,c,d,e=(d,g,g+)g=g+;(d*)+(c*)+(b*)+a+(e*); k=() a,b,c=(d,g,g+)g=g+;(c*)+(b*)+a ; l=() a,b,c,d=(d,g,g+)g=g+;(d*)+(c*)+(b*)+a ; d=() a,b=(d,g,g+)g=g+;(b*)+a ; g=() a=() b=() c=; a=((b,,)*(^))+a; d=(b,,) b=((-)^(b,)) (d==) (a==)  b*  d=;c=  (d==)  (a==)  b*(/)  b*(/)     ; (b,d-)*(c+(a/(^))); m=() ()*+(); e,m,n,o=(),(),(),() n,n,n=(m),(n),(o) c=c[(a[])] c=() a,b,c; d=(())(d==  d==)  a,b,c,d==   g=()  g==e  a=(()) g==m  a=(())==   ; g=() g==e   a=(d==) () () (d==) a=a-   ;b=a  g==m  b=(())== ;(d==)  a=()  a==e  c=() a==m  c=(())==    ; a,b,c  ; k,n,o=,,; p={[(a[])]={},[(a[])]={},[(a[])]={}}p[(a[])]=():()p[(a[])]=():() q={}()  r=(()) (r==)  b=() b=,b-   b=; b=(()) c=; d=; (c>(d-)) d=(c+)*; (c<d) d=c-;(c>(d-)) d=(c+)*; (c<d) d=c-; (c>(d-)) d=(c+)*;(c<d) d=c-;(b==) o=o+;p[(a[])][o]=  ;  c>(d-) d=(c+) (b==) o=o+;p[(a[])][o]=         ; (-c)<(d+) c=((d+)*)(b==) o=o+;p[(a[])][o]=       ; c>(d-) d=(c+)(b==) o=o+;p[(a[])][o]=()  ; (-c)<(d+) c=((d+)*) (b==) o=o+; b=()p[(a[])][o]=(b)        ; c>(d-) d=(c+) (b==) o=o+; b=()p[(a[])][o]={((b),,-)}          ;(r==)  b=() b=,b-   b=(())  b==(e) n=n+; b={} d=() c,e,g,j=() f=(())b[]=g;b[(a[])]=d;b[(a[])]=()b[-]=c;b[(a[])]=f;b[(a[])]=j;b[]=e;p[(a[])][n]=b;   j   a=()q[a]=d      ;  b==(m) n=n+; b={} d=(()) d=q[d] c,e,g=() f=(())b[(a[])]=()b[(a[])]=f;b[-]=c;b[(a[])]=d;b[]=e;b[]=g;p[(a[])][n]=b     ; (r==)  c=() c=,c-  k=k+;() c=()p[(a[])][k]=((c))   ; (r==)     ; p 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