Gui

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