ScriptBlox Direct Execute Feature

  ((Z7,w7,e7,xn,q7,ln,jn,Pn,V7,O7,K7,F7,N7,D7,M7,en,G7,U7,hn,by,vn,d7,r7,Oy,Yn,z7,H7,m7,En,Bn,k7,Un,c7,B7,qn,E7,f7,S7,s7,J7,a7,t7,l7,A7,tn,n7,dn,j7,W7,T7,sn,Y7,L7,I7,nn,Jn,b7,P7,Q7,R7,Zn,an,Xy,y7,C7,Ny,v7,p7,g7,u7,pn,i7,zn,x7,o7,h7,X7,...) rn,Mn,An,Ln,cn=,Bn,Bn,(,,,An,Bn,,rn,,Ln,Mn,Bn,{}),Bn; (rn<) ((rn<=)) (rn~=) Ln=;rn=; Mn=;rn=;; (((,rn,))) An=Jn; rn=;; cn=; rn=;;;;;;rn=; kn,Gn,un,Fn,Wn,Sn,on,mn,Vn,Dn,In,fn,Rn,Kn=Bn,Bn,(,,,,un,Bn,Gn,,,{},),(,,,{},{},Bn,,In,{},,on),(,,,,,{},,{},Mn,Bn,Jn),Bn,(,,,,fn,{},rn,Jn,kn,,rn,,Bn),(,,,,fn,Dn,In,Gn,Mn,,{},Bn,Bn),(,,,Bn,,Ln,Fn,rn,{}),(,,,Bn,Wn,,mn,un,,,Ln,Jn),Bn,(,,,Bn,Kn,cn,,,,Ln,),Bn,((,,,,,Rn,{},,Bn,,Kn,{},Vn)); (rn<=) (((,rn,)))  (((,rn,))) ((,rn,)) (((,rn,))) kn=; rn=;; on=;rn=;;  (((,rn,))) Kn=;rn=;  Fn=;;rn=;;;;  ((rn<=)) (rn~=) In=;rn=; Sn=Pn;rn=;; un=;rn=;;;;; ((,rn,)) (((,rn,))) ((,rn,))  Wn=;;rn=; fn=Un;rn=;;  mn=Yn;; rn=;;;  ((rn<=)) (((,rn,))) Dn=; rn=;; Gn=;rn=;; (((,rn,))) Vn=an; rn=;; Rn=En; rn=;;;;;;;;; gn,Tn,yn,Qn=(,,,,{},,An,Bn,rn),Bn,Bn,(Bn); u1=,  ((,u1,)) ((,u1,)) gn=; Tn=;;  (((,u1,)))  Qn=;; yn=;;;;; rn=;; Hn,wn,Cn=(,,,,Yn,rn,{},,Bn,,un),(,,,Bn,En,,{},rn,{}),((,,,Bn,Jn,,Fn,wn,Hn));(rn<=)  ((rn<=))  (rn~=) wn=;rn=;  Hn=;;rn=;;; Cn=; rn=;;;;; C=Zn; X=nn; o=(zn  hn); w,H,Q,y,T,g=vn,en,pn,xn,dn,(tn[jn]); I,D,V=sn,N7,(O7); N,O=X7,(b7); K,R,f=C7,(,,,rn,rn,,,{},,tn,)[w7],H7; S,W=Q7,(y7);rn=; F,u,G,k,c,L,A=(,,,Bn,O7,tn,kn,u1,K,rn,hn,),(,,,y,,Bn,f,,,,K,),(,,,u,Mn,,F,Bn,T),(,,,,Bn,X,on,w7,,),(,,,Bn,N,F,{},{},{},dn,K),Bn,(,,,{},Gn,,hn,,,,,Bn);((,,,rn,,wn,zn,o,Rn,rn,Un,w7)~=) (((,rn,)))  (((,rn,))) (((,rn,))) rn=; L=g7;rn=;;  (rn==) u={};rn=;  rn=;;;;;; (((,rn,))) (((,rn,))) rn=; rn=;;  (rn~=)  G=;;rn=; F=(W  (,,,vn,Dn,{},,{},,G,{},b7,W)() T7);rn=;;;;;; L=((,,,{},{},Q,w,k,,,T7,Bn)(L,((,(,,,rn,{},sn,N7,,W,rn)({},{__mod=(yU,LU)Cn=Cn-; (LU+Cn);}),-))),K7,(xK)((xK,)==)   n9=,  (n9~=)  R7;  A=((xK,,));;;;;  wC=(((xK,)));((A))  wC;  NW=(wC,A);A=Bn; NW;;;);;rn=; M,r,B=(,,,,tn,rn,,rn,,,Bn),Bn,(Bn);((,(,,,vn,{},,yn,,rn,rn,{},{}),)) ((,rn,)) B=;rn=; (rn~=) M=() EP,hP=,(Bn);  ((EP<=))  (EP~=) hP=(L,G,G);EP=;  hP;;; G=G+; EP=;;;(f7);;; rn=;; r=() By,py,Wy,iy=(L,G,G+);G=G+; iy*+Wy*+py*+By;; rn=;;;;; rn=;; J,Y=Bn,((,,,Bn,rn,En,,rn,,,{})); (rn==) J=;rn=; Y=^;;;(f7); U={[]=};rn=; E,a,P=(,,,Bn,Ln,{},,rn,Un),Bn,((,,,,rn,rn,rn,wn,Bn,u1,));((,,,rn,rn,Gn,,Pn,rn,,V)<) ((rn<=)) (((,rn,)))  P=() h4,k4,K4,f4,m4,g4,r4=,Bn,Bn,Bn,Bn,Bn,(Bn); (h4<=) ((h4<=)) ((h4<=)) (h4~=) ((k4==  K4==))   ;;h4=; m4=(,,K4);h4=;;  (h4==) f4=(-)^(,,K4);h4=; K4=();h4=;;;;  ((h4<=)) (h4~=) (m4==) (g4~=)  MK=;  (MK~=) r4=;MK=;  m4=;;MK=;;;(MK>=);  f4*;;(m4~=)  (g4==)  f4*(/);   f4*(/);;;;h4=; k4=();h4=;; (h4~=) r4=;h4=; g4=(,,K4)*J+k4;h4=;;;;;;; f4*(^(m4-(({},{[D7]=(fQ,cQ) cQ;})+)))*(g4/Y+r4);;; rn=;; E=(qo,no,bo) Eo,io=(bo/U[qo])%U[no],();(I7) (io~=)  Eo;  Eo=Eo-Eo%;;io=;;;;rn=;; (((,rn,)))   sw=((,,,F,Bn,{},dn,,,,J)); Sw=;(I7) (Sw==)  bM=,   U[bM]=(,,,sw,N7,{},R,,T7);;sw=sw*;;; sw=;Sw=;;;;rn=; a=() VK,uK=(),(());(uK>=B)  uK=uK-J;;; uK*J+VK;;rn=;;;; Z={[]={[]=,,,,,,,((,({},{__div=(Yo,co) Cn=Cn+;;wn=wn+; ((co-Cn)-wn);}),V7)),,,,,,,,},{[(({},{__div=(JJ,wJ) sJ=();(I7)  (sJ~=)  wn=wn+;;sJ=;  (wJ-wn);;;;})/)]=(({},{[m7]=(bB,IB) Zi=,  (Zi<=) wn=wn+; (Zi~=) Qn=Qn+;  Hn=Hn-;;;;; (((IB-wn)+Hn)-Qn);})^-),(({},{[D7]=(ze,Fe) L0=,  (L0==) Hn=Hn+;  (Fe-Hn);;;})+),((,({},{__concat=(K9,p9)Hn=Hn+;yn=yn-; GH=,  (GH~=)   (((p9-Hn)+yn)-Cn);;  Cn=Cn+o7;;;;}),)),,,((,({},{__mul=(tm,jm) jm;}),)),,((,({},{[S7]=(kT,oT) bT=(); (I7)  (bT~=) Hn=Hn+;bT=;  (oT-Hn);;;;;}),)),,,,,,,,(({},{__div=(Bd,Jd) wd=; ((wd<=)) (wd<=) Tn=Tn-;wd=;  (wd~=) gn=gn-; wd=;; wn=wn-W7;wd=;;;; (wd~=)  Qn=Qn-;;wd=;  ((((Jd+Tn)+wn)+gn)+Qn);;;(f7);})/-)},{[]=,,,,,((,(,,,K7,y7,{},F,{},,,Qn,sn,)({},{[F7]=(CZ,OZ) Kn=Kn+;;  (OZ-Kn);;}),)),,,,,,,,((,,,{},,,un,,y7,xn,sn,,)({},{[u7]=(gv,Kv) pv=;  (pv~=) Rn=Rn+;pv=;  (Kv-Rn);;(f7);;})*),,},{[]=,,,,,((,(,,,G,{},rn,D7,,sn)({},{__sub=(MD,ED) ZD=();(I7)  ((ZD<=))  (ZD==)  (((ED+fn)+In)+Dn); In=In-; ZD=;;;; (ZD~=) Dn=Dn-;ZD=; fn=fn-; ZD=;;;;;;}),-)),,,((,({},{[G7]=(ds,ns) ns;}),)),,,,,,,},{[]=,((,,,sn,vn,rn,rn,,{},K,Gn,)({},{__add=(m3,E3) X3=;  ((X3<=)) (X3~=)  Cn=Cn-;; X3=;; Vn=Vn+k7;X3=;; (X3~=) fn=fn+;X3=;  (((E3-Vn)+Cn)-fn);;;(f7);;})+),,,,,,,,,,,,,,},{[]=,(({},{__add=(xr,pr)Dn=Dn-; kr=;  ((kr<=)) (kr~=)  ((((pr+Dn)+Rn)+Cn)-Qn); Cn=Cn-; kr=;;; (kr==) Qn=Qn+; kr=;; Rn=Rn-;kr=;;;(f7);;})+-),,,,,,((,(,,,I,{},Sn,sn,{},rn,{})({},{__add=(yR,xR) xR;}),)),,,,,,((,(,,,T,xn,,u1,,sn)({},{[(,,,Gn,L,V7,{},,,rn,D7)]=(PV,pV)mn=mn-;on=on+; ((pV+mn)-on);}),c7)),,((,({},{__sub=(l3,o3) o3;}),))},{[]=,((,(,,,{},D7,,,sn,,,An)({},{[(,,,P,u1,,Wn,m7,{},Sn)]=(ET,AT)Sn=Sn-;  (AT+Sn);;}),-)),,,,,,,,,,((,({},{__mod=(z0,A0) N0=();(I7) (N0~=) Wn=Wn-;N0=;   (A0+Wn);;;;}),-)),,,,},{[]=,,,,,,,,,,(({},{__div=(tB,NB)  NB;;})/),,,,,},{[]=,,((,,,bM,{},rn,K,W,,sn,J)({},{[G7]=(r4,n4) U4=;  (U4~=)  Fn=Fn-;;U4=;   (n4+Fn);;;;(f7);})/-),,,((,,,r,S,W,sn,{},,R,jn)({},{[D7]=(kb,Jb) H9=,  (H9~=)  (Jb-Fn); Fn=Fn+;;;})+),,,,(({},{[(,,,{},Gn,I7,,kn,rn,m7,J)]=(m1,q1) S1=(); ((S1<=)) (S1~=)  (((q1-Qn)+on)-un); un=un+;S1=;;  (S1~=) Qn=Qn+; S1=;;  on=on-;;S1=;;;;(f7);})^-),,,,((,({},{[u7]=(bL,PL) PL;}),)),,},{[]=,,,,,((,,,u1,{},,sn,zn,{})({},{__concat=(YT,QT)Gn=Gn+;kn=kn-; ((QT-Gn)+kn);})..-),,,,,,((,(,,,{},,on,,C,sn,)({},{__add=(Ob,yb) ab=();(I7)  ((ab<=))  (ab~=)  (((yb-cn)+Ln)-An); An=An+;ab=;;; (ab==) cn=cn+; ab=;; Ln=Ln-; ab=;;;;;;}),-)),,,,},{[((,,,{},u,J,F,sn,mn,kn)({},{__add=(li,si)Mn=Mn-;Tn=Tn+L7; Rn=Rn-;; (((si+Mn)-Tn)+Rn);})+-)]=,((,(,,,T7,sn,,,,X7,w7)({},{[A7]=(qd,Qd)Fn=Fn+;Hn=Hn-;Rn=Rn-; (((Qd-Fn)+Hn)+Rn);}),-)),,,,,,,,,,,,,,},{[]=(({},{[m7]=(ML,pL) Lt=,   (Lt==) Sn=Sn+;   (pL-Sn);;;;;})^),,,,,,((,(,,,bM,,sn,wn,,tn,{},gn,,M)({},{[u7]=(R9,F9)Mn=Mn+;  NH=,  (NH~=) cn=cn-;  Dn=Dn-;;;;;  uQ=,   (uQ~=)  ((((F9-Mn)+Dn)+cn)-Rn); Rn=Rn+M7;;;;;}),)),,,,,((,(,,,u7,,u,sn,,,,rn)({},{__sub=(Tw,mw) ew=();  (ew<=) (ew~=) Wn=Wn-;ew=; Mn=Mn+; ew=;;; ((ew<=)) (ew==) Sn=Sn+;ew=; fn=fn-;ew=;;  ((((mw-Mn)+Wn)-Sn)+fn);;;(f7);;}),)),,,,},{[]=,,,,,,,,,,,,,,,},{[]=,,,,,((,,,{},sn,,Wn,rn,{},rn)({},{[(,,,,,D7,{},{},H,H7)]=(Qb,ab) rq=,  ((rq<=)) (rq~=)  ((ab+An)+Dn);  Dn=Dn-;;; An=An-;;;})+-),,,,,,,,,,((,({},{[(,,,rn,rn,on,S7,Hn,,D7,rn)]=(lJ,VJ) VJ;}),))},{[]=,((,({},{[(,,,U,G,,u7,,kn,G7,{},,u7)]=(oi,Ei)cn=cn+;Wn=Wn+r7; yi=();(I7) (yi~=)  (((Ei-cn)-Wn)+wn); wn=wn-; yi=;;;;}),-)),((,,,rn,,{},rn,sn,rn)({},{__concat=(a2,j2) z2=();  ((z2<=)) (z2~=) gn=gn-;z2=;  un=un+;;z2=;;  ((j2+gn)-un);;(f7);;}).),(({},{__pow=(JC,jC)Dn=Dn-; Tn=Tn+;; An=An-;;Wn=Wn-;  ((((jC+Dn)-Tn)+An)+Wn);;})^-),,,,,,,,,,,,},{[]=,,,,,,,(({},{__add=(ut,kt)Gn=Gn+;cn=cn-; ((kt-Gn)+cn);})+),,,,,((,(,,,G,sn,,,,{},o,{},)({},{[F7]=(Ta,Da) ha=(); (I7)  (ha<=)  Rn=Rn+B7;; ha=;; (ha~=) Ln=Ln-;; wn=wn-J7;ha=;;;;;; (((Da+wn)-Rn)+Ln);}),)),,((,,,u7,,sw,{},sn,,X7,vn,,{})({},{[(,,,u7,O,f7,,rn,Sw)]=(Bk,Ek) ek=; (I7)  ((ek<=))  (ek~=)  (((Ek-Hn)-fn)-Dn); Dn=Dn+;ek=;;; (ek~=) fn=fn+; ek=;; Hn=Hn+;ek=;;;;;;})*),}}; n=((Y7  U7)); z=(,,,g,Kn,,n,rn,) (,,,n,rn,,{},{},,)[E7] (tU,SU) sU=(); mU=(Bn);(I7) ((sU<=))  (sU==) SU=SU%J;sU=; tU=tU%J;sU=;;; mU=; ;;;;sU=; VU=(Bn);(I7) ((sU<=)) (sU~=)  VU+tU*mU+SU*mU;  VU=;;sU=;;  (tU>  SU>)  xR,ZR=Bn,Bn; kR=(); ((kR<=))  (kR~=) ZR=SU%;kR=;  VU=VU+Z[xR][ZR]*mU;;kR=;;; (kR~=) xR=tU%;kR=; tU=(tU-xR)/; kR=;;;;(kR==);SU=(SU-ZR)/;mU=mU*;;; sU=;;;;; h=n  (,,,D7,,,,S7,zn,n,)[a7] (BA,OA) eA=(); ((eA<=)) (eA~=)  OA=OA%J;;eA=;  ((BA+OA)-(BA,OA))/;; BA=BA%J;eA=;;(f7);; v=n  (,,,,n,rn,W,K,,)[P7] (Ub,lb) x8=,  ((x8<=)) (x8==) lb=lb%J;  J-(J-Ub,J-lb);; Ub=Ub%J;;;; e,p,x=(,,,R,Ln,{},n,Dn,) n[Z7] (sK) J-(sK%J);,(,,,,,,,n,) n[n7],(n  (,,,{},,{},,,D,,,n)[z7]); rn=;; d,t,j,q,i,l,s,Nn,On=Bn,(,,,Rn,O7,{},{},Bn,E,rn,,F),(,,,,Yn,y,,,t,Bn,),Bn,Bn,Bn,Bn,(,,,,{},Sn,Bn,rn,X7,,rn),Bn; (rn<=) (((,rn,))) (((,rn,)))  (((,rn,))) t=(CS) vS,SS,oS=,Bn,Bn;(I7) ((vS<=))  ((vS<=)) (vS==)  zv=,SS,   Jv,gv,Xv=Bn,Bn,Bn; Av=();(Av<) ((Av<=)) (Av~=) (Xv>SS) Xv=SS;; Av=;; Xv=zv+(({},{__concat=(tt,Bt) Vt=();(Vt<) (Vt~=)  Jv=Jv-;;Vt=; gv=gv-; Vt=;;;;  ((Bt+gv)+Jv);;})..-)-; Av=;;; (Av==) Jv=; Av=;; gv=;Av=;;;; jv=({(L,G+zv-,G+Xv-)});Av=; (Av~=) (Av~=) oS=oS..((jv));Av=;  dq=,#jv   rq,fq=,(Bn);(I7) (rq<=) k=(CS*k+)%(({},{[m7]=(BK,ZK)fq=fq-; (ZK+fq);})^-);; (rq~=) fq=; rq=;; (jv)[dq]=(jv[dq],k);rq=;;;;;Av=;;;;; vS=;;  G=G+SS;;vS=;; SS=(); vS=;;;; (vS~=)  oS; oS=R7;vS=;;;;;rn=; k=(,,,rn,,,,{},r,M,U)();rn=;;; (rn~=) c=();rn=; i={};rn=;;; (((,rn,)))  (rn==)  (cy,ty,Fy) py=(ty[]); vy,Gy,dy=ty[],ty[],(ty[]); Qy,By,Wy=ty[],ty[],ty[]; Jy=ty[]; ly=({},{__mode=h7}); Sy=Bn;Sy=(...) BL,LL=,{}; bL=; hL=(W  () T7); yL=(hL==F  cy  hL); rL,xL=(...);rL=rL-; bH=,rL  ((By>bH)) ; (LL)[bH]=xL[bH+];;;(s)[]=ty; (s)[]=LL;; ( Gy) xL=Bn;((dy))   (LL)[By]={[v7]=rL>=By  rL-By+  ,(xL,By+,rL+)};;;;(yL==hL)   ((S)) T7=yL; (S)(Sy,yL);;;; ()  IR=py[BL]; DR=IR[]; BL=BL+;;(DR<) (DR<) (DR>=) ((DR>=)) ((DR>=)) ((DR<))  (DR==)  (LL)[IR[]]=(LL[IR[]],LL[IR[]]);;  G0=LL[IR[]]; ((G0)) LL[IR[]]=G0; BL=BL+;;;;; (DR==)  zi=(IR[]); Mi=(zi+); Li=zi+;(LL)[zi]=+LL[zi];LL[Mi]=+LL[Mi]; LL[Li]=+LL[Li];;(LL)[zi]=LL[zi]-LL[Li];BL=IR[]; ((IR[]<=LL[IR[]]))  BL=BL+;;;;;  ((DR>=)) (DR==)  nr=(IR[]); Xr=(LL[IR[]]);LL[nr+]=Xr;LL[nr]=Xr[IR[]];  eX=(IR[]);bL=eX+IR[]-;LL[eX]((LL,eX+,bL));bL=eX-;; (DR~=)  (LL)[IR[]]=(LL[IR[]],LL[IR[]]);;  kF=IR[]; NF=IR[]; bL=kF+NF-;;  S6,w6=ly,LL;((#S6>))   zh={}; k9,D9  ln,S6   HR,GR  ln,D9   ((GR[]==w6  GR[]>=))   ml=(GR[]);(( zh[ml]))  (zh)[ml]={w6[ml]};; GR[]=zh[ml];;(GR)[]=;;;;;;(I7); LL[kF]((LL,kF+,bL));;;;; ((DR<)) ((DR<)) (DR==)  Bx=IR[]/IR[];(LL)[IR[]]=Bx-Bx%;   NF,kF=ly,LL;(#NF>)  rZ={}; Yw,Ow  ln,NF   Ak,Ik  ln,Ow  ((Ik[]==kF  Ik[]>=))   lo=(Ik[]);(( rZ[lo]))  (rZ)[lo]={kF[lo]};;(Ik)[]=rZ[lo];(Ik)[]=;;;;;(I7); LL[IR[]]();;  (DR~=) (IR[]==)  BL=BL-;;py[BL]={[]=(IR[]-)%,[]=,[]=(IR[]-)%};    yg,Yg=ly,LL; (#yg>)  TT={}; Cy,My  ln,yg    cb,Rb  ln,My  ((Rb[]==Yg  Rb[]>=))   HP=Rb[];(( TT[HP]))   (TT)[HP]={Yg[HP]};;; Rb[]=TT[HP];; (Rb)[]=;;;;;;;;(I7);;;;  LL[IR[]]=(LL[IR[]],IR[]);;;;; (DR<) (DR==)  LL[IR[]]=IR[]/LL[IR[]];; (LL[IR[]]~=LL[IR[]])  BL=BL+;;; (DR~=) (IR[]==) BL=BL-; py[BL]={[]=,[]=(IR[]-)%,[]=(IR[]-)%};;(IR[]==) BL=BL-;py[BL]={[]=(IR[]-)%,[]=,[]=(IR[]-)%};(IR[]~=)   RL,EL=ly,(LL);(#RL>)  S3=({}); MW,iW  ln,RL   Bo,wo  ln,iW  ((wo[]==EL  wo[]>=))   oy=(wo[]);(( S3[oy]))  S3[oy]={EL[oy]};; wo[]=S3[oy];;(wo)[]=;;;;;(I7); LL[IR[]];  BL=BL-;;(py)[BL]={[]=(IR[]-)%,[]=,[]=(IR[]-)%};; BL=IR[];;;;; ((DR<)) ((DR>=)) ((DR>=)) (DR==) (LL)[IR[]]={({},,IR[])};  vY=(IR[]); LL[IR[]]=LL[vY]..LL[vY+];;; (DR==) LL[IR[]]=IR[]>LL[IR[]]; LL[IR[]]=(LL[IR[]],IR[]);;;  (DR<) (DR==)  MR=LL[IR[]]/LL[IR[]];(LL)[IR[]]=MR-MR%;  G4=IR[]; LL[G4]=LL[G4]((LL,G4+,bL));; bL=G4;;; (DR==) LL[IR[]]=IR[]~=LL[IR[]];  (LL)[IR[]]=LL[IR[]]<=IR[];;;;;; ((DR>=)) ((DR>=)) (DR~=) (((LL[IR[]]<=IR[])))   BL=BL+;;; ((LL[IR[]]))  BL=BL+;;; (DR==)  ((LL[IR[]]<LL[IR[]])) BL=BL+;;;  Lz=(IR[]/LL[IR[]]);(LL)[IR[]]=Lz-Lz%;;;  (DR<) (DR~=)  LA,UA,yA=IR[],LL[IR[]],LL[IR[]];(LL)[LA+]=UA;LL[LA]=UA[yA]; (LL)[IR[]]=(LL[IR[]]);; (DR~=) LL[IR[]][LL[IR[]]]=LL[IR[]]; LL[IR[]]=I7;;;;;;; ((DR<)) ((DR<))  ((DR<)) ((DR<)) (DR==)  et=IR[]; LL[et]=LL[et](LL[et+]);;bL=et;  kG=(IR[]); bL=kG+IR[]-;;(LL)[kG]=LL[kG]((LL,kG+,bL));bL=kG;; (DR==) (LL)[IR[]]=Bn;  Cw=(IR[]); gg=Cw,Cw+(IR[]-)  LL[gg]=xL[By+(gg-Cw)+];;;; (DR>=) (DR~=) LL[IR[]]=LL[IR[]]-LL[IR[]]; (LL)[IR[]]=LL[IR[]]^LL[IR[]];;  (DR~=) (LL)[IR[]]=LL[IR[]]>LL[IR[]]; (LL)[IR[]]=IR[]^LL[IR[]];;;;;; ((DR<)) ((DR>=)) (DR~=)   ry,xy=ly,(LL);((#ry>))   et={}; qh,Ih  ln,ry   TP,uP  ln,Ih  ((uP[]==xy  uP[]>=))   Gm=(uP[]);(( et[Gm]))  et[Gm]={xy[Gm]};;(uP)[]=et[Gm];uP[]=;;;;;(I7); P2=(IR[]); LL[P2]((LL,P2+,bL));  yL[IR[]]=LL[IR[]];;; (DR==) LL[IR[]]=IR[]-LL[IR[]];  i9=(IR[]); C9=(LL[i9]); mJ=i9+,IR[]  C9=C9..LL[mJ];; LL[IR[]]=C9;;;;  ((DR>=)) (DR~=)  (LL)[IR[]]=yL[IR[]];; (LL[IR[]]==IR[])  BL=BL+;;; (DR==)  XQ=(IR[]);(LL[XQ])((LL,XQ+,bL));bL=XQ-;  LL[IR[]]=IR[]%LL[IR[]];;;;;;; ((DR<))  ((DR>=))  ((DR>=)) (DR~=)  (LL)[IR[]]=LL[IR[]][IR[]];; (((IR[]<IR[])))  BL=BL+;;;  (DR~=)  (IR[]==) BL=BL-;py[BL]={[]=,[]=(IR[]-)%,[]=(IR[]-)%};(IR[]~=) LL[IR[]]=xL[By+]; BL=BL-;py[BL]={[]=(IR[]-)%,[]=,[]=(IR[]-)%};;;  (((LL[IR[]]<=LL[IR[]])))  BL=BL+;;;;;;; ((DR<)) (DR==)  LL[IR[]]=LL[IR[]]<=LL[IR[]];;  v2=(Fy[IR[]]); v2[][v2[]]=LL[IR[]];;; (DR~=) LL[IR[]]=LL[IR[]]<LL[IR[]];  X2=(IR[]); P2,B2=IR[],(IR[]); (B2==)   bL=P2+B2-;;;; W2,w2=Bn,Bn;(B2==) W2,w2=(LL[P2]()); W2,w2=(LL[P2]((LL,P2+,bL)));; (X2==) bL=P2-; (X2==)  W2=W2+P2-;; bL=W2;; W2=P2+X2-; bL=W2+;;; Kp=();  uE=P2,W2  Kp=Kp+; (LL)[uE]=w2[Kp];;;;;;;;;; ((DR<)) (DR>=) (DR==) (LL)[IR[]]=LL[IR[]]+LL[IR[]];  LL[IR[]]= LL[IR[]];;; (DR==) (LL)[IR[]]=IR[]*IR[]; (LL)[IR[]]=IR[]>=LL[IR[]];;; ((DR<))  (DR~=) (LL)[IR[]]=I7; BL=BL+;;  (LL)[IR[]]=IR[]*LL[IR[]];;;; (DR~=) LL[IR[]]=LL[IR[]]==LL[IR[]];  (IR[]~=)  LL[IR[]]=#LL[IR[]];;  BL=BL-;;py[BL]={[]=,[]=(IR[]-e7)%,[]=(IR[]-)%p7};;;;;;;;;  ((DR>=)) ((DR>=)) ((DR>=))  ((DR<)) (DR>=) (DR==) (( LL[IR[]]))  BL=BL+;;  ss=(IR[]); bs=(LL[ss+]); Gs=(LL[ss]+bs);(LL)[ss]=Gs;((bs>)) ((Gs>=LL[ss+]))   BL=IR[];;(LL)[ss+]=Gs;; ((Gs<=LL[ss+]))  BL=IR[]; LL[ss+]=Gs;;;;; (DR==)  ig=(IR[]);(LL[ig])(LL[ig+]);bL=ig-;   rj,zj=ly,(LL); (#rj>)  UM=({});  TJ,HJ  ln,rj   Cb,kb  ln,HJ   ((kb[]==zj  kb[]>=))   V8=kb[];( UM[V8]) UM[V8]={zj[V8]};;(kb)[]=UM[V8]; kb[]=;;;;;;;;;(I7); QR=(IR[]); (LL,QR,QR+IR[]-);;;  ((DR<)) (DR~=) (LL)[IR[]]=IR[]; (((IR[]<LL[IR[]])))  BL=BL+;;; (DR~=) (LL)[IR[]]=LL[IR[]]>IR[]; LL[IR[]]=(IR[],LL[IR[]]);;;;;; ((DR>=)) ((DR>=)) (DR~=)  kr=(LL[IR[]]);(( kr)) LL[IR[]]=kr; BL=BL+;;  LL[IR[]]=(LL[IR[]],IR[]);;; (DR~=) LL[IR[]]=LL[IR[]]%IR[]; (s)[IR[]]=LL[IR[]];;; ((DR>=)) (DR~=)  LL[IR[]]=LL[IR[]]%LL[IR[]];; LL[IR[]]=LL[IR[]]>=IR[];;  (DR==)  zo=IR[]; ro=(IR[]-)*; QW=,bL-zo  LL[zo][ro+QW]=LL[zo+QW];; LL[IR[]]=LL[IR[]]/IR[];;;;;;  ((DR>=))  ((DR<)) ((DR<))  (DR~=)  (IR[]~=) LL[IR[]]=-LL[IR[]];  BL=BL-;;(py)[BL]={[]=(IR[]-)%,[]=,[]=(IR[]-)%p7};;; (LL[IR[]]~=IR[])   BL=BL+;;;;;  (DR==) (LL)[IR[]]=LL[IR[]]~=LL[IR[]]; (LL)[IR[]]=IR[]==LL[IR[]];;;; ((DR<)) (DR==)  (((LL[IR[]]<IR[])))  BL=BL+;;;  LL[IR[]]=LL[IR[]];;; (DR==) (LL)[IR[]]=(IR[],LL[IR[]]); (IR[]~=)  AK=IR[]; RK=rL-By;(RK<) RK=-;; kE=AK,AK+RK  LL[kE]=xL[By+(kE-AK)+];;bL=AK+RK;  BL=BL-;;py[BL]={[]=(IR[]-)%,[]=,[]=(IR[]-)%};;;;;; ((DR>=)) ((DR<)) (DR==)  LL[IR[]]=LL[IR[]]>=LL[IR[]];; LL[IR[]]=IR[]>=IR[];; (DR~=)  LL[IR[]]=LL[IR[]]*LL[IR[]];;  UT=(IR[]-)*; ET=(IR[]); gW=,IR[]  (LL[ET])[UT+gW]=LL[ET+gW];;;; ((DR<)) (DR==)  Ys=Fy[IR[]]; LL[IR[]]=Ys[][Ys[]];; (LL[IR[]])[IR[]]=IR[];; (DR==)  LL[IR[]]=IR[]-IR[];; LL[IR[]]=LL[IR[]][LL[IR[]]];;;;;;; (DR<)  ((DR<)) (DR>=) ((DR<))  (DR==) (LL)[IR[]]=LL[IR[]]~=IR[];  (LL)[IR[]]=(IR[],IR[]);;;; (DR==) LL[IR[]]=IR[]<=LL[IR[]]; (LL)[IR[]]=LL[IR[]]/LL[IR[]];;; ((DR>=)) (DR==) (LL)[IR[]]=f7; (IR[]==) BL=BL-; (py)[BL]={[]=(IR[]-d7)%p7,[]=(IR[]-)%,[]=};;(IR[]~=)   RK,KK,UK=ly,LL,IR[];((#RK>))   P5=({}); ZS,OS  ln,RK    y1,x1  ln,OS  ((x1[]==KK  x1[]>=UK))   uS=x1[];( P5[uS])  P5[uS]={KK[uS]};;;(x1)[]=P5[uS];x1[]=;;;;;;(I7);  BL=BL-;;py[BL]={[]=(IR[]-)%p7,[]=(IR[]-)%,[]=t7};;; (DR~=) (LL)[IR[]]=IR[]~=IR[]; (LL[IR[]]==LL[IR[]])   BL=BL+;;;;;; ((DR>=)) (DR<) (DR==)  (LL[IR[]])[IR[]]=LL[IR[]];; (IR[]~=)  hp=IR[],IR[]   (LL)[hp]=Bn;;;  BL=BL-;; (py)[BL]={[]=,[]=(IR[]-)%,[]=(IR[]-)%};;;; (DR==) (LL)[IR[]]=IR[]<IR[]; bL=IR[];(LL[bL])();bL=bL-;;; (DR>=)  (DR==) (LL)[IR[]]=(IR[],IR[]);  LL[IR[]]=s[IR[]];;;; (DR~=x7) LL[IR[]]=(IR[],IR[]); LL[IR[]]=(IR[],IR[]);;;;;;  ((DR<))  ((DR<))  ((DR<)) ((DR>=))  LL[IR[]]=IR[];; (DR~=)  (LL)[IR[]]=(IR[],LL[IR[]]);;  ND=IR[];(LL[ND])(LL[ND+],LL[ND+]);bL=ND-;;;  (DR==) (LL)[IR[]]=IR[]^IR[]; LL[IR[]]=IR[]%IR[];;;;; ((DR>=))  (DR==)   TC,OC=ly,(LL);((#TC>))   sv={};  cm,Sm  ln,TC   IM,rM  ln,Sm  ((rM[]==OC  rM[]>=))   KT=(rM[]);(( sv[KT]))   sv[KT]={OC[KT]};;;(rM)[]=sv[KT];(rM)[]=;;;;;;(I7); (LL,IR[],bL);  LL[IR[]]={};;;;  (DR==j7)  T0=(Bn); n0=(Qy[IR[]]); m0=(n0[]);((m0>))  T0={}; RU=,m0-   SU=py[BL]; cU=SU[];(cU~=) (T0)[RU]=Fy[SU[]];  (T0)[RU]={LL,SU[]};;; BL=BL+;;;(f)(ly,T0);;(LL)[IR[]]=(yL,n0,T0);  (LL)[IR[]]=(LL[IR[]],IR[]);;;;;;; ((DR>=)) ((DR>=)) (DR==) LL[IR[]]=LL[IR[]]==IR[];  bL=IR[];;LL[bL]=LL[bL]();; (DR==)  ES=(IR[]); (LL)[ES]=LL[ES](LL[ES+],LL[ES+]);;bL=ES; LL[IR[]]=(IR[],LL[IR[]]);;; ((DR<)) (DR==)  NQ=IR[]; hQ,qQ=NQ+,(NQ+); TQ={LL[NQ](LL[NQ+],LL[hQ])}; rK=,IR[]   LL[hQ+rK]=TQ[rK];;; DQ=LL[qQ];(DQ==Bn) BL=BL+; (LL)[hQ]=DQ;; (LL)[IR[]]=(LL[IR[]],IR[]);; (DR~=)  (LL[IR[]])[LL[IR[]]]=IR[];; LL[IR[]]=(LL[IR[]],LL[IR[]]);;;;;;;;;;;;; ((S))  (S)(Sy,cy);;; Sy;; rn=;; j={};rn=;;; s={}; rn=;;;; ((rn<=)) (((,rn,)))  (rn~=)  d=(rA) PA,DA,nA,cA=,Bn,Bn,(Bn); ((PA<=)) (PA~=) nA={(L,G,G+)};PA=; DA=;PA=;; (PA~=)  G=G+;; PA=;; cA=(nA[],c); ;;;;(f7); IA=((nA[],c)); bA=(nA[],c); gA=((nA[],c));c=(*c+rA)%;  gA*(({},{[m7]=(OZ,MZ)DA=DA+; (MZ-DA);})^Xy)+bA*+IA*p7+cA;;;;rn=;  p=(,,,,p,,O,jn,E,,,{},Kn) (Wr,Tr) (Tr>=)  ;;; Pr=; (I7)  (Pr~=)   (Wr*U[Tr])%J;; (Tr<)  (Wr,-Tr);; Pr=;;;;;;;;rn=;;;  (((,rn,)))  jC=,(,,,T,,Sw,M,an,)()   KC=; cC={};(KC<) (((,KC,)))  t1=,()   B1,U1=Bn,((,,,,{},,,,,Bn)); Mk=,   (((,Mk,)))  (((,Mk,)))  (cC)[U1+(({},{[m7]=(Bb,vb) vb;})^)]=(,,,F,E,,u,,{},T)(,,(,,,,zn,KC,,{},B1,rn,rn,Cn));;  cC[U1]=(,,,O,,B1,E,,rn)(,,B1);;;; (Mk~=)  U1=((,t1,))*;;  B1=();;;;;;;KC=; j[jC-]=cC;KC=;;;;rn=; x=x  (eL,yL) rL=(Bn); JA=,  ((JA<=))  (JA~=)  rL-rL%; rL=(eL%J/U[yL]);;;  (JA~=) (yL<)  (eL,-yL);; (yL>=)  ;;;;;;;rn=;;;;  (rn<=) (((,rn,)))  () S8=; C8,J8,N8,H8,q8,U8,r8,n8=Bn,Bn,Bn,Bn,Bn,Bn,Bn,(Bn); I8,E8=,();(S8<=) ((S8<=)) ((S8<=))  ((S8<=)) ((S8<=)) (S8~=)  C8[(({},{__div=(YX,zX) mX=; ((mX<=)) (mX~=) I8=I8+;mX=;  ((zX-E8)-I8);;  E8=E8+i7;;mX=;;(f7);})/)]=();;S8=;  (C8)[]=();;S8=;; (C8)[]=();S8=;;  ((S8<=)) (S8==) C8[]=(); S8=;; C8[]=(); S8=;;; r8=()-(({},{[u7]=(X_,T_) I8=I8-q7;;E8=E8+; ((T_+I8)-E8);})*-);S8=;;;;; ((S8<=)) ((S8<=)) (S8~=) n8=();S8=;  Ag=,U8   C8[][Ag-]=();;;S8=;; q8=(); S8=;;; ((S8<=)) (S8~=) C8[]=();S8=; N8={};S8=;; C8[]=();S8=;;;; (S8<=) ((S8<=)) (S8<=) (C8)[]=();S8=;  (S8~=) U8=(); S8=;;  S8=;;;;;  ((S8<=)) (S8==) C8={Bn,{},Bn,Bn,Bn,Bn,Bn,{},{}};S8=; C8[]=(); S8=;;;  (C8)[(({},{[D7]=(gx,ax)  ax;;})+)]=(,,q8)~=;; S8=;;;;; ((S8<=)) ((S8<=)) (S8~=)  C8[]=();;S8=;  C8[]=();;S8=;; H8=;S8=;;  (S8<=) C8[]=(,,q8)~=;S8=; (S8~=) (C8)[]=(); S8=;; J8={};S8=;;;;;;;; k8=Bn;  d1=,   (d1~=)  k8=()-;;   hG=,r8   QG,mG=Bn,Bn; oG=; (oG~=) QG=; oG=;; mG={Bn,Bn,Bn,Bn,Bn,Bn,Bn,Bn,Bn,Bn};oG=;;(oG==); tG=(n8);oG=;(oG~=) ((oG<=)) ((oG<=)) ((oG<=)) (oG~=) mG[]=();oG=; (mG)[]=(,,tG); oG=;;; (oG~=) mG[]=((({},{[S7]=(SQ,OQ) tQ=;(I7) (tQ~=) QG=QG+;tQ=;  (OQ-QG);;;}).),,tG);oG=; (mG)[]=((({},{[S7]=(SQ,OQ) tQ=(); (I7) (tQ==)  (OQ-QG);  QG=QG+;; tQ=;;;;;}).),,tG);oG=;;; ((oG<=)) (oG==) (mG)[]=(,,tG); oG=;;  mG[]=(,,tG);;oG=;; (oG~=) (mG)[]=(,,tG);oG=;  mG[]=(,,tG);; oG=;;;;; ((oG<=)) ((oG<=)) (oG~=) mG[]=(,,tG);oG=;  (mG)[(({},{[m7]=(p4,A4) A4;})^)]=(,,tG);;oG=;; (oG~=) mG[]=((({},{[S7]=(SQ,OQ) tQ=();(I7) (tQ~=)  QG=QG+;;tQ=;   (OQ-QG);;;;}).),,tG);oG=;  (mG)[]=();;oG=;;; ((oG<=))  (oG~=)  (mG)[]=(,,tG);;oG=; mG[]=();oG=;;;  (oG~=) (mG)[(({},{[m7]=(p4,A4) A4;})^)]=(,,tG); oG=;;  mG[(({},{[m7]=(p4,A4) A4;})^)]=(,,tG);; oG=;;;;;;;;C8[][hG]=mG;;;;;;;S8=; O8,W8=Bn,(Bn);(S8~=)  ((S8<=)) (S8~=)  Da=,k8   xa,Ma,Ja,ia,Xa=Bn,Bn,Bn,Bn,(Bn); cG=,  ((cG<=)) ((cG<=)) (cG~=) Xa=(); ;  Ja=;;; (cG~=) Ma=; xa=;;;; Za=;(Za<)  ((Za<=)) (Za~=) (Xa==)  ia=((O8),()+());;(Xa==) ia=((O8),()+());(Xa==) ia=I7;(Xa==) ia=f7;(Xa==) ia=();(Xa==) ia=();(Xa==)  ia=((O8),);;(Xa==) ia=((O8),());(Xa==) ia=((O8),());(Xa~=)  ia=();;Za=; (Xa==) ia=((O8),()+());(Xa==) ia=((O8),()+());(Xa==)  ia=I7;;(Xa==) ia=f7;(Xa==) ia=();(Xa==)  ia=();;(Xa==) ia=((O8),);(Xa==) ia=((O8),());(Xa==) ia=((O8),());(Xa==) ia=();;Za=;; (Za~=)  (Xa==) ia=((O8),()+());(Xa==) ia=((O8),()+());(Xa==)  ia=I7;;(Xa==) ia=f7;(Xa==) ia=();(Xa==) ia=();(Xa==) ia=((O8),);(Xa==) ia=((O8),());(Xa==)  ia=((O8),());;(Xa~=)  ia=();;;Za=; (Xa==) ia=((O8),()+());(Xa==) ia=((O8),()+());(Xa==) ia=I7;(Xa==)  ia=f7;;(Xa==)  ia=();;(Xa==) ia=();(Xa==)  ia=((O8),);;(Xa==) ia=((O8),());(Xa==) ia=((O8),());(Xa==) ia=();;Za=;;;;; J8[Da-]=H8;; ka={ia,{}}; Za=;;  (Za<=) (N8)[H8]=ka;Za=;  (Za~=) ((W8))   Wo,Oo=Bn,Bn; Eo=;(I7) ((Eo<=)) (Eo~=) Wo=;Eo=; Oo=;Eo=;; (Eo~=)  l=l+(({},{__mod=(vb,Ub) Jb=(); ((Jb<=)) (Jb~=) Wo=Wo+;Jb=; Oo=Oo+;Jb=;;   ((Ub-Oo)-Wo);;;(f7);})%);;; (i)[l]=ka; Eo=;;;;;; ;; H8=H8+(({},{__mul=(Me,he) Ja=Ja+;; Ne=();  ((Ne<=))  (Ne==) xa=xa+;Ne=;  Ma=Ma+;;Ne=;;;  (((he-Ja)-Ma)-xa);;(f7);;})*);Za=;;;;;(f7);;S8=; O8=();S8=;; W8=()~=;S8=;;;; a8=j[C8[]];  Jj=,  (Jj~=)  C8;  fg=,r8   Zg,Fg,tg=,Bn,Bn; (Zg~=)  (Zg~=) tg=;Zg=; Fg=; Zg=;;;;;; cg=; ag=C8[(({},{__concat=(bI,WI) cg=cg-;; (WI+cg);})..-)][fg]; Kg=(a8[ag[]]); lg=Kg==;(Kg==)  QS,mS=Bn,(Bn); TC=,  ((TC<=)) (TC~=)  ((mS))   dR,uR,JR=Bn,Bn,Bn; hb=,  (hb<=) (hb~=)  uR=;; dR=;; ((hb<=)) (hb~=) JR[#JR+]={ag,}; JR=mS[(({},{__mod=(fR,pR) ER=(); (I7)  ((ER<=)) (ER~=)  uR=uR+;; ER=;;  ((pR-uR)+dR);; dR=dR-;ER=;;;;;})%-)];; (ag)[]=mS[];;;;;; mS=N8[QS];;  QS=J8[ag[]];;;;; ((Kg==  lg) ag[]>)  di,Pi,Oi,Ki=,Bn,Bn,Bn;(di<)  ((di<=)) ((di<=)) (di~=) Ki=N8[Oi];di=;  ag[]=I7;;di=;;  Oi=J8[ag[(({},{__sub=(UC,bC)Pi=Pi-; (bC+Pi);})- -)]-];;di=;; (di~=) ((Ki))   Nv,Ev,zv,av=,Bn,Bn,Bn; (Nv<=) ((Nv<=)) ((Nv<=)) (Nv~=) zv=;Nv=;  av=Ki[(({},{[u7]=(rS,fS)zv=zv-;Ev=Ev-; ((fS+zv)+Ev);})*-)];;Nv=;; Ev=;Nv=;;  (Nv==) av[#av+]={ag,}; Nv=;; (ag)[]=Ki[];Nv=;;;;;;;di=;  Pi=;;di=;;;;;;; Zg=;;(Zg<) (Zg~=) (((Kg==  lg) ag[]>))   IJ,VJ=,Bn;  (IJ==) VJ=J8[ag[]-];IJ=;  (ag)[]=I7;; IJ=;;;(IJ>=);; wJ=(N8[VJ]); ((wJ))   (ag)[]=wJ[];; Zr=(wJ[]); (Zr)[#Zr+(({},{[u7]=(BR,GR)  GR;;})*)]={ag,};;;;;Zg=; (Kg~=(({},{[G7]=(jJ,WJ) tJ=(); (tJ~=) cg=cg+;tJ=; tg=tg+;;;(f7);Fg=Fg+l7; (((WJ-cg)-tg)-Fg);})/s7))  (ag)[]=fg+(ag[]-Ny)+;;Zg=;;;;;;;;; rn=;; ((,rn,)) q=(...) (Oy,...),{...};;rn=; l=;rn=;;;;;;((,,,F,f7,,E7,K7,,,Y,Mn)); Xn=(,,,{},On,,Sw,Hn,{},u1,,jn,)();s[]=i; i=(,,,,on,I,mn,,Bn,,{});;  (ip) Ap=();ip=((ip,),K7,(qs) ((qs,));); gp,Qp,Sp,up,Up=Bn,Bn,Bn,Bn,Bn;  DQ=,   ((DQ<=)) ((DQ<=)) (DQ~=) up,Up=,; Sp={};;  (FQ,iQ,sQ,HQ) gQ=();  ((gQ<=)) (gQ==) iQ[(HQ,sQ)]=FQ;gQ=; (HQ>=(({},{[G7]=(Wj,Nj) Nj;})/))  SN=;(SN<=) (SN==)  HQ,sQ=,sQ+(({},{[m7]=(ns,Is) Is;})^);;SN=; (sQ>=p7)   FR=,   (FR~=) sQ=; iQ={};;;;;;SN=;;;;gQ=;; (gQ==)   iQ,HQ,sQ;; HQ=HQ+;gQ=;;;(f7);;;; (DQ~=)   QY=(({},{__mul=(C9,k9)Ap=Ap-; (k9+Ap);})*-),   (gp)[(QY,)]=(QY);;;; gp={};;;;;; ep,Xp,Yp,hp,Op=,Bn,Bn,Bn,Bn; ((ep<=)) (ep<=) (ep~=) hp=#ip; ep=;; Yp=Yp+;ep=;;  (ep~=) Xp={};ep=; Yp=(({},{__concat=(Fo,qo) Ap=Ap+;; (qo-Ap);}).); ep=;;;;; ((ep<=)) (ep~=) (Xp)[Yp]=gp[Op] Sp[Op];ep=; Op=(ip,,); ep=;;;  Ab=,hp,   zb=; sb,rb=Bn,(Bn);(zb~=) (zb~=) sb=(ip,Ab,Ab+(({},{__add=(lJ,zJ) zJ;})+)); zb=;;  rb=gp[Op] Sp[Op];;zb=;;; Eb=gp[sb] Sp[sb];zb=; (zb~=) (zb~=) Op=sb;zb=; ((Eb))  u3,R3=,Bn;(u3<=) ((u3<=))  (u3~=) Yp=Yp+; u3=;; R3=rb..(rb,,); u3=;;;;  Xp[Yp]=R3;;u3=;;;Sp,up,Up=(R3,Sp,Up,up);  zL=; YL=; uL=;(I7)  ((YL<=))  (YL~=) Sp,up,Up=(rb..(Eb,(({},{[F7]=(eC,qC) yZ=,  ((yZ<=)) (yZ~=)  ((qC-uL)-zL);  zL=zL+;;; uL=uL+;;;})-),),Sp,Up,up);; Yp=Yp+;YL=;;; (Xp)[Yp]=Eb;YL=;;;;;zb=;;;;;ep=;;;(ep>=); Xp;;  (F,(,,,pn,rn,,rn,,,Xn,{}),(,,,c7,,,Bn,rn,{},,{},un,A7))(bn,...);;)(,,,.byte,,,,,,,,,,,,,,bit32,.unpack,(U,r,x,...) (U<=) ((U<=))  ((U<=)) ((U<=)) (U~=)   ({...})[];;   ({...})[];;;   r<=x;;; (U~=)  ({...})[];  ({...})[];;;; ((U<=)) (U<=)  ({...})[]; (U~=)   ({...})[];;   ({...})[];;;; (U~=)  r==x;  ({...})[];;;; (U<=) ((U<=))  (U<=)   r~=x;;  (U~=)  r..x;  r/x;;;;;  (U~=)  r%x;  ({...})[];;;;  ((U<=)) ((U<=)) (U~=)  r^x;  r+x;;   ({...})[];;;  (U~=)  r-x;  r*x;;;;;;;;,,,,,,,.insert,,,,,,,,,,,,,,,,,,,,.char,,,_ENV,,bit,,,,,,,setfenv,,,,,getfenv,.gsub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