Destiny

  ((hw,AO,kw,NO,rw,Pw,Iw,zw,lw,jw,Zw,gw,pO,Kw,Cw,dw,Ew,Vw,nw,Uw,vw,Gw,Ww,aw,Yw,uw,bw,Hw,Bw,Rw,xw,Mw,Fw,sw,fw,Jw,Qw,mO,Tw,cw,Xw,pw,qw,LO,yw,eO,tw,Sw,ow,tO,Ow,Dw,iw,ww,...) Q,k=tw[pw],tw[Vw]; e,L,N,A=Tw,Qw,kw,sw; h,f,i,j,l=Bw,ww,hw,fw,iw  jw[lw]; s,B=uw,(Zw); t,p,V=Uw,Mw,(tw[Dw]); w=(jw[cw]); Z,U,M,D=Xw,Ew,Ew,Ew; Ty=,  (Ty<=) (Ty~=)   U=(Z  () zw);;; (Ty~=) D=; M={};;;; W,F=Ew,(Ew);  G8=,  (G8~=)  ;;; Aw,c,K=,Ew,(Ew); (Aw~=) c=yw; Aw=;; ;;(vw);c=((c,),Pw,(Vs) ((Vs,)~=)  mx,Sx=,(Ew);   (mx~=) Sx=((Vs,));mx=;  ((K))  Sx;  GH,qH=,Ew;(aw)  ((GH<=))  (GH==) K=Ew;GH=;   qH;;;; qH=(Sx,K);GH=;;;;;; mx=;;;;(mx>);; K=((Vs,,)); Cw;;;); X=() he,Se=,(Ew);  ((he<=)) (he==)  Se=(c,D,D);;he=; D=D+;he=;;   Se;;;(vw);;; E=() rR=(); ZR,MR,iR,JR=Ew,Ew,Ew,(Ew);  ((rR<=))  (rR~=) D=D+;rR=; ZR,MR,iR,JR=(c,D,D+);rR=;;;   JR*+iR*+MR*+ZR;;;(vw);;;Aw=; z,y,v,P,C=Ew,Ew,Ew,Ew,Ew;(Aw<) ((Aw<=)) (Aw<=) y=;Aw=; (Aw~=)  z=;;Aw=; P={[]=};Aw=;;; ((Aw<=))  (Aw==)  v=^;; Aw=;;   K2,R2=,(Ew); (K2<) (K2~=) R2=;K2=;  bD=,   BT=,  (BT==) P[bD]=R2; R2=R2*;;;;K2=;;;;;Aw=;;; C=(OE,tE,rE) hE=((rE/P[tE])%P[OE]);hE=hE-hE%;  hE;;;Aw=;;;; Aw=;; a,I,x=Ew,Ew,(Ew); (Aw<=) (Aw<=) x={[]={[]=,,,,,,,,,,,,,,,},{[]=,,,,,,,,,,,,,,,},{[]=,,,,,,,,,,,,,,,},{[]=,,,,,,,,,,,,,,,},{[]=,,,,,,,,,,,,,,,},{[]=,,,,,,,,,,,,,,,},{[]=,,,,,,,,,,,,,,,},{[]=,,,,,,,,,,,,,,,},{[]=,,,,,,,,,,,,,,,},{[]=,,,,,,,,,,,,,,,},{[]=,,,,,,,,,,,,,,,},{[]=,,,,,,,,,,,,,,,},{[]=,,,,,,,,,,,,,,,},{[]=,,,,,,,,,,,,,,,},{[]=,,,,,,,,,,,,,,,},{[]=,,,,,,,,,,,,,,,}};Aw=;  (Aw~=) a=() bs,Ds,rs=,Ew,(Ew);(bs<=)  (bs~=) ((rs>=z))  rs=rs-y;; bs=;; Ds,rs=(),(); bs=;;;;; rs*y+Ds;;Aw=; I=() JI=(()); OI,aI,xI,eI=,Ew,Ew,Ew;  ((OI<=))  (OI~=) aI=();OI=; xI=(-)^(,,aI); OI=;;;; (OI~=) ((JI==  aI==))    ;;;OI=; eI=(,,aI);OI=;;;;(OI==); FI=((,,aI)*y+JI); WI=(); (eI==) (FI~=)  B3=;(aw) (B3~=) WI=;; eI=;B3=;;;  xI*;;(eI~=)   (FI~=)  xI*(/);   xI*(/);;;;;;  xI*(^(eI-))*(FI/v+WI);;; Aw=;;;;;;; o=(Iw  xw); r=o  o[ow] (zz,oz) dz,vz,Cz=,Ew,(Ew); ((dz<=))  ((dz<=))  (dz~=) (zz>  oz>)  RJ,BJ,ZJ=,Ew,Ew;(RJ~=) ((RJ<=)) (RJ~=) ZJ=oz%;RJ=; Cz=Cz+x[BJ][ZJ]*vz;RJ=;; BJ=zz%; RJ=;;;; RJ=;;(RJ~=) ((RJ<=))  (RJ~=) vz=vz*;RJ=;  oz=(oz-ZJ)/;;RJ=;;; zz=(zz-BJ)/;RJ=;;;;dz=;  vz=;;dz=;;; zz=zz%y; dz=;;;; ((dz<=))  (dz==) oz=oz%y;dz=;  Cz+zz*vz+oz*vz;;;  Cz=;;dz=;;;(vw);; H=(o  o[rw] (rI,BI) zI=();(aw) (zI==) BI=BI%y;;  rI=rI%y;;zI=;;; ((rI+BI)-(rI,BI))/;); q=o  o[Hw] (zK,hK) XK=;(aw) (XK<=) hK=hK%y;XK=; (XK~=) zK=zK%y;XK=;  y-(y-zK,y-hK);;;;; J=(o  o[qw]); O=(o  o[Sw]); S=(o  o[Ow] (Wv) y-(Wv%y);); O=O  (pZ,JZ) YZ=;(aw)  ((YZ<=)) (YZ==)  ((JZ>=))   ;;;YZ=;  (pZ*P[JZ])%y;; (JZ<)  (pZ,-JZ);;YZ=;;;;;;J=J  (Xb,Hb) lF=,  (lF~=)  ((Hb<))   (Xb,-Hb);;; ((Hb>=))   ;;;; lb=Ew; is=,  (is~=)  lb-lb%; lb=(Xb%y/P[Hb]);;;;Aw=; R,Y=Ew,(Ew);(aw) ((Aw<=)) (Aw==) W=();; R=(Nd) Zd,Bd=,(Ew);  (Zd~=) Bd={(c,D,D+)};Zd=; D=D+;;;(vw);; qd=(Bd[],F); Qd=((Bd[],F)); od=(Bd[],F); Ld=((Bd[],F));  Zc=,  (Zc~=)  Ld*+od*+Qd*+qd; F=(*F+Nd)%;;;;;Aw=;; Y=(oI) iI,wI,II=,Ew,(Ew); (iI~=) ((iI<=)) (iI~=) II=Cw;iI=; D=D+wI;iI=;; (iI==)   OA=,wI,   kA,DA,iA=,Ew,(Ew); ((kA<=)) ((kA<=)) (kA~=) iA={(c,D+OA-,D+DA-)}; kA=;; DA=OA+-; kA=;;;  ((DA>wI))   DA=wI;;;;kA=;;  (kA~=) II=II..((iA)); kA=;;   Fb=,#iA  iA[Fb]=(iA[Fb],W);W=(oI*W+)%;;;kA=;;;;(kA==);;;iI=; wI=();iI=;;;;; II;; Aw=;;;;Aw=; g,d,b=Ew,Ew,Ew;  ((Aw<=))  ((Aw<=)) (Aw~=)  g={};;Aw=;  Vq=,()   Bq=({}); op=,   (op~=)   zF=,()   pF=(); PF,yF=Ew,(Ew);(pF<) ((pF<=)) (pF~=) PF=(); pF=;; Bq[yF+]=(,,PF);pF=;; (pF~=) yF=(zF-)*;pF=; Bq[yF]=(,,PF);pF=;;;;;; g[Vq-]=Bq;;;;; Aw=;;;  d=(...) (Jw,...),{...};;;Aw=;;;  (Aw~=)  F=();; Aw=;; b={};Aw=;;;;(Aw>=);; G,mw=Ew,(Ew); zy=,   ((zy<=)) (zy~=)   mw={};;;  G=;;;;;Aw=; ew,Lw,Nw=Ew,Ew,(Ew);  (Aw<=) (Aw<=) (mw)[]=b;Aw=; (Aw~=)  b=Ew;;Aw=;  () Fy,Ky,ny,qy,Uy=,Ew,Ew,Ew,(Ew);(Fy~=) (Fy<=)  (Fy<=) (Fy==) qy={};Fy=; ny={};Fy=;; (Fy~=)  Ky[]=();;Fy=; (Ky)[]=();Fy=;;;; (Fy<=) (Fy~=) (Ky)[]=(); Fy=;; Ky={Ew,{},Ew,Ew,Ew,{},Ew,{},Ew}; Fy=;;; (Fy<=) Ky[]=(); Fy=;; (Fy~=) Ky[]=(); Fy=;; Uy=;Fy=;;;;;;Fy=;(aw) (Fy~=)  Ky[]=();;Fy=; Ky[]=();;;;(Ky)[]=();Fy=; my=(Ew);(Fy<=) ((Fy<=)) (Fy~=) my=(); Fy=;; Ky[]=();Fy=;;  (Fy==) (Ky)[]=();Fy=;  f1=,my  (Ky[])[f1-]=();;Fy=;;;;;Fy=; Hy,hy,Sy,Dy,Py=Ew,Ew,Ew,Ew,(Ew);(Fy~=) ((Fy<=)) ((Fy<=))  (Fy==) hy=();Fy=;  zQ=,Hy   JQ,FQ,XQ=,Ew,Ew; (JQ~=) XQ=();JQ=; JQ=;;(JQ>=);JQ=;(JQ~=)  ((JQ<=)) (JQ<=) (XQ==) FQ=((hy),);(XQ==) FQ=((hy),());(XQ==dw) FQ=();(XQ==Yw) FQ=aw;(XQ==) FQ=();(XQ==) FQ=((hy),);(XQ==) FQ=((hy),());(XQ==) FQ=((hy),);(XQ==)  FQ=();;(XQ==)  FQ=vw;;(XQ==) FQ=();(XQ~=)  FQ=((hy),());; JQ=;; (JQ~=)  (XQ==) FQ=((hy),);(XQ==)  FQ=((hy),());;(XQ==) FQ=();(XQ==) FQ=aw;(XQ==) FQ=();(XQ==) FQ=((hy),);(XQ==) FQ=((hy),());(XQ==)  FQ=((hy),);;(XQ==) FQ=();(XQ==) FQ=vw;(XQ==) FQ=();(XQ==) FQ=((hy),());;; JQ=;; (XQ==) FQ=((hy),);(XQ==)  FQ=((hy),());;(XQ==) FQ=();(XQ==)  FQ=aw;;(XQ==)  FQ=();;(XQ==)  FQ=((hy),);;(XQ==) FQ=((hy),());(XQ==) FQ=((hy),);(XQ==)  FQ=();;(XQ==) FQ=vw;(XQ==) FQ=();(XQ~=)  FQ=((hy),());;JQ=;;;  (JQ~=) (XQ==) FQ=((hy),);(XQ==)  FQ=((hy),());;(XQ==)  FQ=();;(XQ==Yw)  FQ=aw;;(XQ==) FQ=();(XQ==gw) FQ=((hy),);(XQ==) FQ=((hy),());(XQ==) FQ=((hy),);(XQ==)  FQ=();;(XQ==)  FQ=vw;;(XQ==)  FQ=();;(XQ~=)  FQ=((hy),());;JQ=; (XQ==)  FQ=((hy),);;(XQ==)  FQ=((hy),());;(XQ==) FQ=();(XQ==)  FQ=aw;;(XQ==)  FQ=();;(XQ==) FQ=((hy),);(XQ==) FQ=((hy),());(XQ==) FQ=((hy),);(XQ==) FQ=();(XQ==) FQ=vw;(XQ==) FQ=();(XQ==Rw) FQ=((hy),());;JQ=;;;;;;(ny)[zQ-]=Uy; NQ={FQ,{}};JQ=;(JQ<=) ((JQ<=)) (JQ~=)  ((Sy))  (b)[G]=NQ;G=G+;;;JQ=; Uy=Uy+;JQ=;; qy[Uy]=NQ; JQ=;;;;;Fy=;;; (Fy~=)  KW=,Dy   xW,EW=Ew,Ew; LM=,  (LM~=)  EW=(Py);;  xW={Ew,Ew,Ew,Ew,Ew,Ew,Ew,Ew,Ew,Ew};;;; kW=;(aw) ((kW<=)) ((kW<=))  ((kW<=)) (kW==) (xW)[]=(,,EW);kW=; (xW)[]=(,,EW);kW=;;  (kW~=) (xW)[]=(,,EW);kW=; (xW)[]=(,,EW); kW=;;;;;;  ((kW<=)) (kW==)  xW[]=(,,EW);; kW=;; (xW)[]=();kW=;;  xW[]=(,,EW);;kW=;;;; ((kW<=)) ((kW<=))  (kW~=) xW[]=(,,EW);kW=; (xW)[]=(,,EW);kW=;;; (kW==)  xW[]=();; kW=;; (xW)[]=(,,EW);kW=;;; ((kW<=)) (kW==) (xW)[]=(,,EW);kW=; (xW)[]=(,,EW);kW=;; xW[]=(,,EW);;;;;;Ky[][KW]=xW;;Fy=; Sy=()~=;Fy=;;; ((Fy<=)) (Fy~=) Dy=()-; Fy=;; Py=();Fy=;; Hy=()-;Fy=;;;; Gy=g[Ky[]];Fy=; (Fy==)  Ky[]=();;Fy=;  Oa=,Dy   Xa,xa,ha=,Ew,Ew;(Xa<) (Xa~=) ha=Gy[xa[]];Xa=; xa=Ky[][Oa];Xa=;;; qa=(ha==); Xa=;;(Xa~=) (Xa<=) (Xa==)  (ha~=)  (xa)[]=Oa+(xa[]-)+;;; Xa=;;  (((ha==  qa) xa[]>))  (xa)[]=aw; tN,YN=Ew,(Ew);  tv=,  ((tv<=)) (tv~=) ((YN))   lF,LF=,(Ew);(aw) ((lF<=)) (lF~=) (xa)[]=YN[]; lF=;; LF=YN[];lF=;; (LF)[#LF+]={xa,};;;;;  YN=qy[tN];;; tN=ny[xa[]-];;;;;;Xa=;; (Xa~=) (ha~=)   w8,a8,V8=,Ew,(Ew);  (w8~=) a8=ny[xa[]]; w8=;; V8=qy[a8]; w8=;;;(w8>=);; ((V8))  (xa)[]=V8[]; qP=(V8[]);(qP)[#qP+]={xa,};;;; Xa=;; (((ha==  qa) xa[]>))   Dn,fn=Ew,Ew; an=; ((an<=)) (an~=) Dn=ny[xa[]-];an=;  (xa)[]=aw;;an=;; (an~=) (fn)  zz,oz=,Ew;  ((zz<=)) (zz~=)  oz=fn[];; zz=;; (xa)[]=fn[];zz=;; oz[#oz+]={xa,}; zz=;;;;(zz>=);;; fn=qy[Dn];an=;;;(vw);;Xa=;;;;; Fy=;;;(Fy>=);Ky[]=();(Ky)[]=();(Ky)[]=();Fy=; uy=Ew;(Fy<) (Fy~=)  uy=();;Fy=; (Ky)[]=();Fy=;;;Ky[]=(,,uy)~=; (Ky)[]=(,,uy)~=;; Ky;; Aw=;;;;  ((Aw<=))  (Aw~=)  (Nw,U,Ew)(...);  (Ck,Xk,Ak) Hk=Ck[]; Zk=(Ck[]); ak=Ck[]; Vk,Bk,zk=Ck[],Ck[],Ck[]; gk,Uk=Ck[],Ck[]; Lk=({},{__mode=nw}); Ek=(Ew); Ek=(...) Jv,bv,Tv=,,({}); vv=(Z  () zw); Wv=((vv==U  Xk  vv)); jv,Mv=(...);jv=jv-;  NN=,jv  ((zk>NN)) ; Tv[NN]=Mv[NN+];;;;mw[]=Ck;mw[]=Tv;( Uk) Mv=Ew;(Hk) (Tv)[zk]={n=jv>=zk  jv-zk+  ,(Mv,zk+,jv+)};; (Wv~=vv)  ((Kw))  zw=Wv;; (Ek,Wv);;;;;()  GL=Vk[bv]; jL=(GL[]);bv=bv+;((jL>=))  ((jL>=)) ((jL>=)) ((jL<)) ((jL<))  ((jL<)) ((jL>=)) Tv[GL[]]=Tv[GL[]]>Tv[GL[]]; (jL==) Tv[GL[]][GL[]]=Tv[GL[]];  qy=(GL[]); ny=GL[]; ty=GL[];(qy==)   Jv=ny+qy-;;; By,ly=Ew,Ew;(qy==) By,ly=(Tv[ny]());  By,ly=(Tv[ny]((Tv,ny+,Jv)));;;(ty~=) (ty==) By=By+ny-;Jv=By; By=ny+ty-;Jv=By+;; hH=(); r4=ny,By   hH=hH+;;Tv[r4]=ly[hH];; Jv=ny-;;;; (jL==)  (GL[]==) bv=bv-;Vk[bv]={[]=(GL[]-)%,[]=(GL[]-)%,[]=};(GL[]~=)  (Tv)[GL[]]=#Tv[GL[]];;  bv=bv-;;(Vk)[bv]={[]=(GL[]-)%,[]=,[]=(GL[]-)%};;;  Hr=GL[];Tv[Hr](Tv[Hr+]); Jv=Hr-;;;;; ((jL<))  ((jL<)) (jL~=) ((Tv[GL[]]<Tv[GL[]]))   bv=bv+;;;  Ys=(GL[]);Tv[Ys]((Tv,Ys+,Jv));Jv=Ys-;; (Tv)[GL[]]=GL[]/Tv[GL[]];;;  (jL~=) (Tv)[GL[]]=GL[]~=Tv[GL[]];  (Tv)[GL[]]=vw;;;;;; (jL<) ((jL<))  (jL~=) (GL[]==) bv=bv-;Vk[bv]={[]=(GL[]-)%,[]=,[]=(GL[]-)%};(GL[]==) bv=bv-;(Vk)[bv]={[]=(GL[]-)%,[]=,[]=(GL[]-)%};(GL[]~=)   da,Va=Lk,(Tv);((#da>))   U3={}; ks,ms  j,da    np,Qp  j,ms  ((Qp[]==Va  Qp[]>=))   D6=Qp[];( U3[D6])  (U3)[D6]={Va[D6]};;;Qp[]=U3[D6]; (Qp)[]=;;;;;;;(aw); iO=(GL[]); (Tv,iO,iO+GL[]-); bv=bv-;Vk[bv]={[]=(GL[]-)%,[]=,[]=(GL[]-)%};;  dQ=(GL[]); xQ=(Tv[dQ+]); MQ=Tv[dQ]+xQ;(Tv)[dQ]=MQ;((xQ>)) ((MQ>=Tv[dQ+]))  bv=GL[]; (Tv)[dQ+]=MQ;;; ((MQ<=Tv[dQ+]))  bv=GL[]; (Tv)[dQ+]=MQ;;;;;; (jL==)  (Tv)[GL[]]=Tv[GL[]]~=Tv[GL[]];;  Tv[GL[]]=Tv[GL[]]*Tv[GL[]];;;; ((jL>=)) (jL~=) zw=Tv[GL[]];  AQ=(Tv[GL[]]/GL[]);(Tv)[GL[]]=AQ-AQ%;; ((jL>=))  Tv[GL[]]=GL[]+Tv[GL[]];; (jL~=)  kN=(GL[]); Tv[kN]=Tv[kN](Tv[kN+],Tv[kN+]);;Jv=kN; (Tv)[GL[]]=GL[];;;;;; ((jL>=)) ((jL<)) ((jL<)) (jL>=) (jL==)  (GL[]==Tv[GL[]])  bv=bv+;;; ((Tv[GL[]]<=GL[]))  bv=bv+;;;   mS,BS,xS=Lk,Tv,GL[];(#mS>)  SD=({}); jr,Zr  j,mS   bu,mu  j,Zr   ((mu[]==BS  mu[]>=xS))   Zd=mu[];( SD[Zd]) SD[Zd]={BS[Zd]};; (mu)[]=SD[Zd];;(mu)[]=;;;;;;(aw);; (jL==) (Tv)[GL[]]=GL[]%Tv[GL[]]; Tv[GL[]]=(Tv[GL[]],GL[]);;; ((jL<)) ((jL>=)) Tv[GL[]]=Tv[GL[]]+GL[]; (jL~=) (((GL[]<GL[])))  bv=bv+;; (Tv)[GL[]]=Tv[GL[]]/Tv[GL[]];;; (jL~=) (Tv)[GL[]]=(Tv[GL[]],Tv[GL[]]);  (Tv)[GL[]]=(Tv[GL[]],GL[]);;;;; (jL<) ((jL>=))  (jL==) Tv[GL[]]=(Tv[GL[]]); Tv[GL[]]=GL[];;; ((jL<)) (jL==) Tv[GL[]]=Tv[GL[]]-GL[];  (Tv)[GL[]]=aw;;; Tv[GL[]]={({},,GL[])};;; ((jL<))  ((jL>=)) Tv[GL[]]=GL[]>=GL[];  (jL~=) (Tv[GL[]]==Tv[GL[]]) bv=bv+;;  JX,ZX=GL[],(Tv[GL[]]); yX=Tv[GL[]]; Tv[JX+]=ZX;;Tv[JX]=ZX[yX];;;;; (jL~=)  Lb=Ak[GL[]];Tv[GL[]]=Lb[][Lb[]]; (Tv)[GL[]]=GL[]<Tv[GL[]];;;;;; ((jL<))  (jL<) ((jL<))  ((jL>=))  (jL==)  U1=(Tv[GL[]]/Tv[GL[]]);(Tv)[GL[]]=U1-U1%; Tv[GL[]]=GL[]^GL[];;; ((jL>=)) Tv[GL[]][Tv[GL[]]]=Tv[GL[]]; (jL==)  (Tv)[GL[]]=Tv[GL[]][GL[]];;  (Tv)[GL[]]={};;;;;; (jL<) (jL~=)  FC=GL[];Jv=FC+GL[]-;Tv[FC]((Tv,FC+,Jv));Jv=FC-;  (Tv)[GL[]]=GL[]/GL[];;; ((jL>=))  Tv[GL[]]=(GL[],GL[]);; (jL==) Tv[GL[]][GL[]]=GL[];  (Tv)[GL[]]=GL[]*GL[];;;;;;  ((jL<)) ((jL>=)) (jL~=) (GL[]==)  bv=bv-;;Vk[bv]={[]=(GL[]-)%,[]=(GL[]-)%,[]=};   kJ,MJ=Lk,(Tv);((#kJ>))   qK={}; MC,qC  j,kJ    K0,V0  j,qC   ((V0[]==MJ  V0[]>=))   PT=V0[];(( qK[PT]))  qK[PT]={MJ[PT]};;V0[]=qK[PT];V0[]=;;;;;;;(aw);  (Tv,GL[],Jv);;;  bV=(GL[]/GL[]);(Tv)[GL[]]=bV-bV%;;  ((jL<)) (jL==) (Tv)[GL[]]=Tv[GL[]]/GL[]; Tv[GL[]]=(Tv[GL[]],Tv[GL[]]);; (((GL[]<Tv[GL[]])))  bv=bv+;;;;; ((jL<))  ((jL<)) (jL~=)  (Tv)[GL[]]=(GL[],GL[]);; ((Tv[GL[]]<GL[]))   bv=bv+;;;; Tv[GL[]]=aw;bv=bv+;;; (jL==) Tv[GL[]]=GL[]==Tv[GL[]]; ((Tv[GL[]]<=Tv[GL[]]))   bv=bv+;;;;;;;;; ((jL>=)) ((jL>=))  (jL<)  (jL==) (GL[]==) bv=bv-;(Vk)[bv]={[]=,[]=(GL[]-)%,[]=(GL[]-)%};(GL[]==) bv=bv-;(Vk)[bv]={[]=tO,[]=(GL[]-)%,[]=(GL[]-)%};(GL[]==) bv=bv-;Vk[bv]={[]=(GL[]-)%,[]=,[]=(GL[]-pO)%};   mg,Vg=Lk,(Tv);((#mg>))   QV=({});  Na,Za  j,mg    cr,Er  j,Za  ((Er[]==Vg  Er[]>=))   Hp=(Er[]);( QV[Hp]) QV[Hp]={Vg[Hp]};;Er[]=QV[Hp]; (Er)[]=;;;;;;;;(aw);;;  Tv[GL[]]=GL[]-GL[];;;; ((jL>=)) bv=GL[];  (jL~=)  sV=Tv[GL[]];((sV)) (Tv)[GL[]]=sV; bv=bv+;; (((Tv[GL[]]<Tv[GL[]])))  bv=bv+;;;;;;; (jL>=) (jL>=)  (jL~=)  (Wv)[GL[]]=Tv[GL[]];; (Tv)[GL[]]=GL[]*Tv[GL[]];;;  (Tv)[GL[]]=Tv[GL[]]<Tv[GL[]];;;  (jL~=) (Tv)[GL[]]=Tv[GL[]]<GL[]; (GL[]~=AO)  mj=GL[];  Jp=mj,mj+(GL[]-)  (Tv)[Jp]=Mv[zk+(Jp-mj)+];;; bv=bv-;(Vk)[bv]={[]=(GL[]-)%,[]=,[]=(GL[]-)%};;;;;; (jL>=) ((jL<)) ((jL<)) (jL~=) (Tv)[GL[]]=(Tv[GL[]],GL[]); (((Tv[GL[]]<=Tv[GL[]])))   bv=bv+;;;;  Fq=Ak[GL[]];Fq[][Fq[]]=Tv[GL[]];; (jL==) (Tv[GL[]]==GL[])  bv=bv+;; (Tv)[GL[]]=GL[]==GL[];;;  ((jL>=)) (jL==) Tv[GL[]]=Tv[GL[]]^GL[]; (GL[]==GL[])  bv=bv+;;; (jL>=) (jL==)  zG=(GL[]);Tv[zG]=Tv[zG](Tv[zG+]);Jv=zG;  EW=(GL[]); eW=Tv[EW]; xC=EW+,GL[]  eW=eW..Tv[xC];; Tv[GL[]]=eW;;; (GL[]~=)  ((Tv[GL[]]))  bv=bv+;;; bv=bv-;Vk[bv]={[]=(GL[]-)%,[]=,[]=(GL[]-)%};;;;;;;;;; ((jL>=)) (jL<) ((jL<)) ((jL>=)) ((jL>=)) (jL~=)  mw[GL[]]=Tv[GL[]];; Jv=GL[];Tv[Jv]=Tv[Jv]();; ((jL>=)) (Tv)[GL[]]=GL[]; (jL==) (Tv)[GL[]]=(GL[],GL[]); (Tv)[GL[]]=GL[]>=Tv[GL[]];;;; ((jL<))  ((jL<)) (jL~=) (Tv)[GL[]]=(Tv[GL[]],Tv[GL[]]);   hy,Gy=Lk,Tv; ((#hy>))   MO=({});  LT,DT  j,hy    Yf,lf  j,DT   ((lf[]==Gy  lf[]>=))   bx=(lf[]);(( MO[bx]))  MO[bx]={Gy[bx]};;(lf)[]=MO[bx];lf[]=;;;;;;;;;(aw);  Tv[GL[]];;; Tv[GL[]]=Tv[GL[]]==Tv[GL[]];;;  (jL==)  WR=(GL[]);(Tv)[GL[]]=Tv[WR]..Tv[WR+]; (Tv)[GL[]]=(Tv[GL[]],Tv[GL[]]);;;;; ((jL>=))  (jL>=) ((jL<)) (jL==) (((GL[]<=Tv[GL[]])))  bv=bv+;;  D4=GL[];Jv=D4+GL[]-; Tv[D4]=Tv[D4]((Tv,D4+,Jv));;Jv=D4;;  (Tv)[GL[]]=Tv[GL[]]<=Tv[GL[]];;; (jL~=) Jv=GL[];Tv[Jv]();Jv=Jv-;  ((GL[]<=Tv[GL[]]))   bv=bv+;;;;;;; ((jL>=)) (jL==)  (GL[]==)  bv=bv-;;(Vk)[bv]={[]=(GL[]-)%,[]=(GL[]-)%,[]=};(GL[]~=)  (Tv)[GL[]]= Tv[GL[]];; bv=bv-;(Vk)[bv]={[]=(GL[]-)%,[]=,[]=(GL[]-)%};;; (Tv)[GL[]]=Wv[GL[]];; ((jL<))  (jL==)  WV=(GL[]/Tv[GL[]]); (Tv)[GL[]]=WV-WV%;;  l5=GL[]; Y5=l5+; w5=l5+; B5=({Tv[l5](Tv[l5+],Tv[Y5])}); s8=,GL[]  (Tv)[Y5+s8]=B5[s8];; Z5=(Tv[w5]); (Z5==Ew) bv=bv+; (Tv)[Y5]=Z5;;;;;  (Tv)[GL[]]=Tv[GL[]]^Tv[GL[]];;;;;; (jL>=)  ((jL<)) ((jL>=)) (jL~=NO)    uA,qA=Lk,(Tv);((#uA>))   ty={};  hQ,jQ  j,uA    DL,kL  j,jQ  ((kL[]==qA  kL[]>=))   xz=(kL[]); ( ty[xz]) ty[xz]={qA[xz]};;;(kL)[]=ty[xz];(kL)[]=;;;;;;;(aw);; kd=(GL[]); Tv[kd](Tv[kd+]); (Tv)[GL[]]=Tv[GL[]]<=GL[];; ((jL>=)) (GL[]~=)  du=GL[],GL[]  (Tv)[du]=Ew;; bv=bv-;(Vk)[bv]={[]=(GL[]-)%,[]=,[]=(GL[]-)%};; (jL~=)  BO=GL[]; kO=(GL[]-)*; ka=,Jv-BO  Tv[BO][kO+ka]=Tv[BO+ka];; (GL[]~=) (( Tv[GL[]]))  bv=bv+;; bv=bv-;(Vk)[bv]={[]=(GL[]-)%,[]=,[]=(GL[]-)%};;;;;  ((jL>=)) (jL~=)  (GL[]~=Tv[GL[]])  bv=bv+;;; Tv[GL[]]=(Tv[GL[]],GL[]);; ((jL>=)) Tv[GL[]]=(GL[],GL[]);  (jL==)   PC,XC=Lk,(Tv);((#PC>))   n7=({});  jK,DK  j,PC   Tm,cm  j,DK  ((cm[]==XC  cm[]>=))   lH=cm[];(( n7[lH]))  n7[lH]={XC[lH]};;(cm)[]=n7[lH];(cm)[]=;;;;;;(aw); Tv[GL[]]();  (Tv)[GL[]]=mw[GL[]];;;;;;;;; ((jL>=)) (jL>=)  (jL>=) (jL==) ((GL[]<Tv[GL[]]))   bv=bv+;;; (Tv)[GL[]]=GL[]<=GL[];;   yt,et=Lk,Tv;((#yt>))   jF={};  pq,Sq  j,yt   T4,C4  j,Sq  ((C4[]==et  C4[]>=))   lr=C4[]; (( jF[lr]))  (jF)[lr]={et[lr]};;; C4[]=jF[lr];;C4[]=;;;;;;(aw); K5=GL[]; Tv[K5]((Tv,K5+,Jv));;; (jL==)  NZ=GL[]; HZ,TZ=NZ+,(NZ+); (Tv)[NZ]=+Tv[NZ];; Tv[HZ]=+Tv[HZ];;Tv[TZ]=+Tv[TZ];(Tv)[NZ]=Tv[NZ]-Tv[TZ];bv=GL[];  (Tv)[GL[]]=Tv[GL[]]%GL[];;;; ((jL<)) (jL>=) (jL~=) (Tv)[GL[]]=GL[]~=GL[]; Tv[GL[]]=Tv[GL[]]+Tv[GL[]];; Tv[GL[]]=Tv[GL[]]-Tv[GL[]];; (jL==) (Tv)[GL[]]=(GL[],Tv[GL[]]); Tv[GL[]]=Tv[GL[]]*GL[];;;;;; ((jL>=)) ((jL<))  (jL<) ((jL>=)) (jL==) (Tv)[GL[]]=(GL[],Tv[GL[]]); Tv[GL[]]=GL[]-Tv[GL[]];; ((jL>=mO)) (Tv)[GL[]]=Tv[GL[]]==GL[]; (jL~=)  Sk,Jk=Bk[GL[]],Ew; nk=(Sk[]);((nk>))  Jk={}; aE=,nk-   mE=Vk[bv]; IE=mE[];(IE==) Jk[aE]={Tv,mE[]}; Jk[aE]=Ak[mE[]];; bv=bv+;;;(w)(Lk,Jk);;Tv[GL[]]=(Sk,Wv,Jk);  (Tv)[GL[]]=GL[]+GL[];;;;; ((jL>=eO)) (jL~=)  (Tv)[GL[]]=GL[]^Tv[GL[]];; (Tv)[GL[]]=GL[]%GL[];; ((jL>=)) Tv[GL[]]=Ew; (jL==LO) ((GL[]<=GL[]))  bv=bv+;;;  (Tv)[GL[]]=Tv[GL[]]>=GL[];;;;;;; ((jL<)) ((jL>=)) (jL==) Tv[GL[]]=(Tv[GL[]],GL[]); (Tv)[GL[]]=(GL[],Tv[GL[]]);;  ((jL>=)) Tv[GL[]]=GL[]>Tv[GL[]]; (jL==) (GL[]==) bv=bv-; (Vk)[bv]={[]=,[]=(GL[]-)%,[]=(GL[]-)%};;(GL[]~=)  CS,vS=GL[],(jv-zk);(vS<) vS=-;; Ui=CS,CS+vS   Tv[Ui]=Mv[zk+(Ui-CS)+];;; Jv=CS+vS;; bv=bv-;Vk[bv]={[]=,[]=(GL[]-)%,[]=(GL[]-)%};; Tv[GL[]]=Tv[GL[]][Tv[GL[]]];;;;; ((jL>=)) (jL~=) (((Tv[GL[]]<=GL[])))  bv=bv+;;  iP,dP=GL[],Tv[GL[]]; Tv[iP+]=dP;;Tv[iP]=dP[GL[]];;  ((jL<)) (jL~=)  Hj=Tv[GL[]];(( Hj)) Tv[GL[]]=Hj; bv=bv+;;  (Tv)[GL[]]=Tv[GL[]];;; (Tv)[GL[]]=(GL[],GL[]);;;;;; (jL<) ((jL>=)) ((jL<)) ((jL>=))  (((Tv[GL[]]<GL[])))  bv=bv+;;;  (jL~=)  Il=(GL[]); vl=GL[];Jv=Il+vl-;  MJ,BJ=Lk,(Tv);((#MJ>))   gG={};  as,Hs  j,MJ   TE,PE  j,Hs   ((PE[]==BJ  PE[]>=))   tR=(PE[]);(( gG[tR]))   (gG)[tR]={BJ[tR]};;;PE[]=gG[tR];PE[]=;;;;;;;(aw); Tv[Il]((Tv,Il+,Jv)); (Tv)[GL[]]=GL[]<=Tv[GL[]];;;; (jL==) Tv[GL[]]=GL[]<GL[];  (GL[]~=)  Tv[GL[]]=Mv[zk+];; bv=bv-;(Vk)[bv]={[]=,[]=(GL[]-)%,[]=(GL[]-)%};;;;; ((jL<)) ((jL>=)) (Tv[GL[]]==GL[]) bv=bv+;; (jL~=) (GL[]==) bv=bv-;Vk[bv]={[]=(GL[]-bw)%,[]=,[]=(GL[]-)%};(GL[]~=) (Tv)[GL[]]=-Tv[GL[]]; bv=bv-;Vk[bv]={[]=(GL[]-)%,[]=(GL[]-)%,[]=Gw};; Tv[GL[]]=(GL[],Tv[GL[]]);;; (jL~=)  Tv[GL[]]=(Tv[GL[]],Tv[GL[]]);;  (Tv[GL[]]==Tv[GL[]])  bv=bv+;;;;;; ((jL<)) ((jL<)) ((jL<)) (jL==) Tv[GL[]]=Tv[GL[]]%Tv[GL[]];  Tv[GL[]]=Tv[GL[]]~=GL[];;;  SA=(GL[]);Tv[SA](Tv[SA+],Tv[SA+]);Jv=SA-;;  (jL==)  (Tv)[GL[]]=GL[]>GL[];; (Tv)[GL[]]=Tv[GL[]]>=Tv[GL[]];;;;  ((jL>=)) (jL==)  (Tv)[GL[]]=(GL[],Tv[GL[]]);;  BQ,oQ=GL[],((GL[]-)*); CE=,GL[]  (Tv[BQ])[oQ+CE]=Tv[BQ+CE];;;  ((jL>=)) Tv[GL[]][Tv[GL[]]]=GL[];  (jL==) Tv[GL[]]=Tv[GL[]]>GL[];  cv=(GL[]);Tv[cv]=Tv[cv]((Tv,cv+,Jv));Jv=cv;;;;;;;;;;;;;;;((Kw))  (Kw)(Ek,Xk);; Ek;; Aw=;;;; Nw=();Aw=;;;;;(vw);)(,,,,,,bit,_ENV,,,.match,,,setfenv,,,,,,,,,.byte,,,.gsub,,,,,bit32,,assert,,,,,,,,getfenv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