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({[]=((qlv,XeF,prS,ii) (XeF) ~= ii ;;ii=ii ; Ttr=ii < ; Ttr ii == ii;; gso,zew,uox=ii,XeF[],; (zew) == zew > Ujl=,zew Ttr uox >= gso ;; Gfo=XeF[Ujl]; Gfo == ;;uox=uox + ;ii=(qlv.Mw)(qlv,Gfo,prS,ii); Ttr ii == ;;; ii;; SbV=qlv.U.next ; h_2,HbB SbV,XeF Ttr uox >= gso ;;uox=uox + ;ii=(qlv.Mw)(qlv,HbB,prS,ii); Ttr ii == ;;; ii;),[]=((vv,Qmw,ue1) qaV,Jmy=ue1[] ,ue1[] ; Jmy == Qmw[][qaV]; Jmy == qaV; Jmy == Xdi=ue1[]; Xdi ~= Xdi == vv.AnIx ;; Xdi;;vv.gYJe=vv.Kn.(((qaV + ) * + (vv.m ) + (vv.Lx )) % ,);vv.uk=((qaV + (vv.m )) % ); poO=Qmw[][qaV];vv.gYJe=; poO == vv.AnIx ue1[]=vv.AnIx; ;;ue1[]=poO == vv.AnIx poO; poO; Jmy == tdh=ue1[]; tdh ~= tdh == vv.AnIx ;; tdh;;vv.gYJe=vv.Kn.(((qaV + ) * + (vv.m ) + (vv.Lx )) % ,);vv.uk=((qaV + (vv.m )) % ); Rsv=Qmw[][qaV];vv.gYJe=;ue1[]=Rsv == vv.AnIx Rsv; Rsv;; ;),[]=((cvH,hqW,fvD) TmG;TmG,fvD=(cvH.ek)(cvH,hqW,fvD); TmG == ,fvD;; TmG % == TmG / ,fvD;; -((TmG + ) / ),fvD;),[]=((XsH,Zaq) Zaq == Zaq == Zaq ;; Yxn=XsH.U; SmZ,Pxs=,Yxn.string.sub; uni=#SmZ; #Zaq <= uni (Zaq,,uni) ~= SmZ Zaq;; loj,Eq9=(XsH.zy)(XsH,Zaq,uni + ); Moe;Moe,Eq9=(XsH.ek)(XsH,Zaq,Eq9); loj Moe == Eq9 ~= (#Zaq + ) Zaq;; rwh=(XsH.qlTw)(XsH,loj,Moe); rwh Zaq;),[]=((Gx9,UyE,Yba) Zg1,wnr,CyT,E_q=Yba[],UyE[],UyE[],(((Yba[] ) - ) * ) % ; T_j,A_x=Zg1[],Zg1[]; FyO,qsn=CyT[(A_x[] )] - (T_j[] ),E_q;CyT[qsn]=FyO; Zbu=wnr wnr[qsn]; Zbu Zbu[]=FyO;;;),[]=((aaz,r8,MlD) EE=(r8); aaz.AeZ == aaz.e ~= (aaz.Uu)(aaz,MlD (EE == r8) );; EE == MlD == MlD=r8; aaz.AeZ == aaz.e ~= (aaz.Uu)(aaz,MlD);;r8=aaz.AeZ;aaz.AeZ=;EE=(r8);; EE == Vhv=r8;r8=(aaz,MlD);EE=(r8);; (EE ~= EE ~= ) r8 == ,MlD;; r8,MlD;),[]=((Jza,sbv) (((sbv[] ) - ) * ) % ;),[]=((kcJ,JyC,ubj) Kjg,Qjk=kcJ.OgL,kcJ.wQk;(kcJ,JyC,(((ubj[] ) - ) * ) % ,(kcJ,JyC,(((((ubj[] {})[] {})))[] )));),[]=((zc1,Ec3,fb_) Xjj=zc1.qbrj; wbE,ZyF,eyW=(zc1,Ec3,(((fb_[] {})[] {}))),Ec3[],Ec3[][(((fb_[] ) - ) * ) % ]; eyW == ZyF == zc1.APd ZyF[wbE]=zc1.AnIx; ZyF[wbE]=;; ZyF[wbE]=eyW;;),[]=((Zzi,bbI) bbI[] ;),[]=((a2,Ko8,Urt) ojT,Qo9,Nc8=a2.Zo,(a2.U.table a2.U.table.unpack) a2.U.unpack,a2.RHbj; Qo9 Qo9=((alX,ahT,Dma)ahT=ahT ;Dma=Dma #alX; ahT > Dma ;; alX[ahT],(alX,ahT + ,Dma););; ohA,il0,E,saA=(((Urt[] ) - ) * ) % ,(((((Urt[] {})[] {})))[] ),Urt[],Urt[]; (E) ~= nl1,QnW=E ,;E,QnW=(a2.qc)(a2,nl1,QnW);E=E -; jto;jto,QnW=(a2.ek)(a2,nl1,QnW); (jto) == jto > saA=jto;;Urt[]=E;Urt[]=saA;; Fmh=(a2,Ko8,ohA); Fmh == Fri=; (saA) == saA > Fri= .. (saA) .. .. Fri;;(Fri,);; Q,sl2=,{}; il0 < E < E=;; Y_U=,E Q=Q + ;sl2[Q]=(a2,Ko8,ohA + Y_U);; TwE=Ko8[] (ohA + E); sjI=ohA + E + ,TwE Q=Q + ;sl2[Q]=(a2,Ko8,sjI);; P_C=,il0 Q=Q + ;sl2[Q]=(a2,Ko8,ohA + P_C);;; Qfn=a2.H a2.H[Fmh]; Qfn Ko8[]={Fmh,sl2,[]=Q};;; (...) wy4=(,...); dkt={[]=wy4}; DzF=,wy4 dkt[DzF]=(DzF,...);; dkt;; euC=(((sl2,,Q)));(a2,Ko8,euC,euC.n);),[]=((haO,Qda,le0) AwT,hjN,rjS=haO.Iz (haO.GW)(haO),haO.Bicm,haO.U.table.concat; Et7=le0[]; (Et7) ~= Et7 == ;; yy5=haO.U; OwA,NbP,djH,IwO,Wmr=yy5.table.concat,yy5.string.char,yy5.string.byte,(Qda[] ) - (Qda[] ),haO.Kn; Von=(Qda[] ) - IwO - ; Von < ;; grD,Ymd,NwI,SgR,Tt8=#Et7,{},Von * ,yy5.math.floor,(((Von + + ) * ) + + + (Von * )) % ; ihO=,grD krL,tuM=(Tt8 / ),(Et7,grD - ihO + ); ljR=(Tt8 + (ihO * ) + NwI + ((ihO % ) * ) + krL) % ;Ymd[ihO]=(Wmr.(tuM,ljR));Tt8=(Tt8 + (tuM * ) + (ihO * ) + (Von * ) + krL) % ;; Ymd[] == ;; nn=(haO,(Ymd),Von); (nn) ~= ;;le0[]=nn[];le0[]=nn[];le0[]=nn[];le0[]=nn[];le0[]=nn[];le0[]=nn[]; le0[] haO.m=Von;;le0[]=; Jfs=le0[]; Jfs == ;; Pml=(((Von + ) * ) + ) % ; hl3,rl4=Wmr.(Jfs,) - Pml,(((Von + ) * ) + ) % ; dl5=hl3 - rl4; Sn_=(((Wmr.(dl5,) * ) + ) % ); Lah=AwT[Sn_]; Lah vik=haO.koqO; vik Lah=(le0,Von,Sn_,Lah) Lah;;le0[]=Lah; (Lah)(haO,Qda,le0);;),[]=((raI,Zia,Wrn) ujD,ll6=raI.qbrj,raI.OgL; RbG,lka=(raI,Zia,(((Wrn[] {})[] {}))),Zia[]; Vmu=lka[RbG]; Vmu == raI.AnIx (raI,Zia,(((Wrn[] ) - ) * ) % ,); Vmu ~= (raI,Zia,(((Wrn[] ) - ) * ) % ,Vmu); RbG == (raI,Zia,(((Wrn[] ) - ) * ) % ,); lka ~= raI.APd (raI,Zia,(((Wrn[] ) - ) * ) % ,); (raI,Zia,(((Wrn[] ) - ) * ) % ,raI.U[RbG]);;),[]=((Bmc,Gmm) Gmm == Gmm == {[]=,[]=};; Mpb,Zxf=(Bmc.qc)(Bmc,Gmm,); auF;auF,Zxf=(Bmc.zy)(Bmc,Gmm,Zxf); {[]=(Mpb ) - ,[]=auF };),[]=((nzl,ul7) ul7;),[]=((szu,DbK) DbK[] {};),[]=((ff,LbQ,Kmf) d9,SwN=ff.TnX,(ff.nLDt)(ff,LbQ,Kmf ); d9 d9={};ff.TnX=d9;; ZtN=d9[]; ZtN ZtN={((cl8,nsF) (ff.D)(ff,cl8,nsF);),((ml9) (ff.V)(ff,ml9);)};ZtN.n=;d9[]=ZtN;; (...) {[]=(,...),...};; nhI=((ff.ghh)(ff,SwN,ZtN)); TT=nhI.n == nhI[]; (TT) == bb=TT[]; (bb) == bb[] ~= (ff.ghh)(ff,TT); bb[] ~= TT[]=(ff.yT)(ff,bb[],bb[],bb[]); (ff.ghh)(ff,TT);;;; (TT) == TT[] == (ff.QlmJ)(ff,TT[],TT[] );; Xfh=(ff.U.table ff.U.table.unpack) ff.U.unpack ; (nhI,,nhI.n );),[]=((yoA,ArV,Jdo) Wpk,uko,cki=yoA.OgL,yoA.RHbj,yoA.qbrj;(yoA,ArV,(((Jdo[] ) - ) * ) % ,(yoA,ArV,(((Jdo[] {})[] {})))); LL=Jdo[]; (LL) ~= LL=(yoA.qc)(yoA,LL ,) ;Jdo[]=LL;;(yoA,ArV,(((((Jdo[] {})[] {})))[] ),(yoA,ArV,LL));),[ .. ]=((Ypq,Ppj,yjF) LzW=; LzW == (Ypq.Mt)(Ypq,Ppj,yjF); ;; ;),[]=((p,HnE,shN) ouW,UzY,HgD,Vpx=HnE[],(((shN[] ) - ) * ) % ,shN[],HnE[]; CzP,MzV=HgD[],HgD[]; eio; Eep=MzV; U,iuY=Eep[] ,Eep[] ; iuY == eio=ouW[U]; iuY == eio=U; iuY == xti=Eep[]; xti == p.gYJe=p.Kn.(((U + ) * + (p.m ) + (p.Lx )) % ,);p.uk=((U + ((((shN[] ) - ) * ) % ) + (p.m )) % );xti=HnE[][U];p.gYJe=; xti == p.AnIx Eep[]=p.AnIx;eio=; Eep[]=xti == p.AnIx xti;eio=xti;; xti == p.AnIx eio=; eio=xti;; iuY == ztn=Eep[]; ztn == p.gYJe=p.Kn.(((U + ) * + (p.m ) + (p.Lx )) % ,);p.uk=((U + ((((shN[] ) - ) * ) % ) + (p.m )) % );ztn=HnE[][U];p.gYJe=; ztn == p.AnIx Eep[]=p.AnIx;eio=; Eep[]=ztn == p.AnIx ztn;eio=ztn;; ztn == p.AnIx eio=; eio=ztn;; eio=;;; lee; Tev=CzP; C,nuP=Tev[] ,Tev[] ; nuP == lee=ouW[C]; nuP == lee=C; nuP == _ts=Tev[]; _ts == p.gYJe=p.Kn.(((C + ) * + (p.m ) + (p.Lx )) % ,);p.uk=((C + ((((shN[] ) - ) * ) % ) + (p.m )) % );_ts=HnE[][C];p.gYJe=; _ts == p.AnIx Tev[]=p.AnIx;lee=; Tev[]=_ts == p.AnIx _ts;lee=_ts;; _ts == p.AnIx lee=; lee=_ts;; nuP == Eth=Tev[]; Eth == p.gYJe=p.Kn.(((C + ) * + (p.m ) + (p.Lx )) % ,);p.uk=((C + ((((shN[] ) - ) * ) % ) + (p.m )) % );Eth=HnE[][C];p.gYJe=; Eth == p.AnIx Tev[]=p.AnIx;lee=; Tev[]=Eth == p.AnIx Eth;lee=Eth;; Eth == p.AnIx lee=; lee=Eth;; lee=;;; Bpz=ouW[UzY];Bpz[eio]=lee;),[]=((gel,CbX,Gp_) mkn=gel.OgL; Xmp=Gp_[]; (Xmp) ~= Xmp=;; Nsw=gel.Kn; OrB,fks=(gel.ek)(gel,Xmp,);OrB=OrB ; zuu;zuu,fks=(gel.ek)(gel,Xmp,fks );zuu=Nsw.(zuu ,); biq;biq=(gel.zy)(gel,Xmp,fks ); (biq) ~= biq=;; anK=gel.fuCI; jaB,ssW=((anK) == #anK ) % ,; KpE,Yrs,QpT,wkh,RgL,voI=gel.U.string.byte,#ssW,gel.U.table.concat,gel.U.string.char,{},( + zuu + jaB + ( * )) % ; ykr=,#biq RnT; Yrs > RnT=(ssW,((ykr - ) % Yrs) + ) ; RnT=(jaB + ykr * + zuu) % ;; pkd=(zuu + jaB * + ykr * + RnT * + voI + * ) % ; MbZ=( + ykr * + voI * + * ) % ; hsY,JpA=(biq,ykr) ,Nsw.(pkd,MbZ);RgL[ykr]=(Nsw.(hsY,JpA));voI=((voI * ) + hsY + JpA + RnT + ykr * + * ) % ;; Zmv=(RgL);(gel,CbX,(((Gp_[] ) - ) * ) % ,gel.U.string.(Zmv,OrB,OrB + ));gel.EbaW=Zmv;),[]=((fxA,Fb0,Zdn) XpO=Fb0[]; ZpI=XpO XpO[Zdn]; ZpI ZpI[] ;),[]=((Uar,epN) pjW=Uar.U; emb,vjY,teP=,pjW.string.sub,(Uar.dQG)(Uar,epN); gij=#emb; #teP <= gij (teP,,gij) ~= emb teP;; tpS=gij + ; keu; ctV;keu,tpS=(Uar.zy)(Uar,teP,tpS);ctV,tpS=(Uar.zy)(Uar,teP,tpS); keu ctV ctV == tpS ~= (#teP + ) teP;; (Uar.dQG)(Uar,(Uar.nJcF)(Uar,keu,ctV));),[]=((eds,Wb1,vkl) bku=eds.OgL; Zfr,suV,Goh=eds.Kn,eds.U.string.byte,eds.EbaW; gkc,kkm,qkf,jkw=,,,; (Goh) == gkc=(Goh,) ;kkm=(Goh,) ;qkf=(Goh,) ;jkw=(Goh,) ;; huB,efd=(qkf * + jkw * + ) % ,(gkc * + kkm * + ) % ; HwS=(efd + huB + ) % ; Yb2=(gkc * + kkm * + qkf * + jkw * + ) % ; Pb3=(HwS * - efd + huB + Yb2 + ) % ; Vb4=Zfr.((HwS + huB + ) % ,(Pb3 + efd) % ); adr=Vb4;(eds,Wb1,(((vkl[] ) - ) * ) % ,adr);),[]=((Ssy,RwH,odd) xky,zkp=Ssy.qbrj,Ssy.OgL; idl=odd[]; (idl) ~= py6=(Ssy.ek)(Ssy,idl ,) ;idl=Ssy.Kn.(py6,);odd[]=idl;; tmg=(((odd[] {})[] {})); idl % == tmg=(((odd[] {})[] {}));;(Ssy,RwH,(((odd[] ) - ) * ) % ,(Ssy,RwH,tmg));),[]=((wxO,apH) DgU=apH[]; ((DgU) == DgU[]) {};),[]=((Hsp,amk,ruG) ndu=Hsp.JW;Hsp.JW=amk ; tfl=(Hsp.Pw)(Hsp,amk,ruG );Hsp.JW=ndu; (Hsp.ghh)(Hsp,tfl);),[]=((aeV,rsP,Prh,yy) (rsP) ~= yy ;;yy=yy ; daN=yy < ; daN yy == yy;; (Kor) (Kor) ~= ( daN yy == ) ;; _kv=Kor[] ; (aeV.m ) <= ;; _kv == Kor[] == qiz=Kor[] ;aeV.gYJe=aeV.Kn.(((qiz + ) * + (aeV.m ) + (aeV.Lx )) % ,); sdc=Prh[qiz];aeV.gYJe=;Kor[]=sdc == aeV.AnIx sdc; daN yy=yy - ;;;;((aeV.Tqcb)(aeV,rsP));((aeV.c)(aeV,rsP)); opR=rsP[]; (opR) == FzB=,#opR yy=(aeV.Mw)(aeV,opR[FzB],Prh,yy); daN yy == ;;;; yy;),[]=((yxI,exw,pxN)),[]=((v,DnA,hhS) WzG,duK,LgC,ipD=(((hhS[] ) - ) * ) % ,DnA[],hhS[],DnA[]; YzK,PzQ=LgC[],LgC[]; tii; Aeb=PzQ; luQ,M=Aeb[] ,Aeb[] ; luQ == tii=duK[M]; luQ == tii=M; luQ == Atd=Aeb[]; Atd == v.gYJe=v.Kn.(((M + ) * + (v.m ) + (v.Lx )) % ,);v.uk=((M + ((((hhS[] ) - ) * ) % ) + (v.m )) % );Atd=DnA[][M];v.gYJe=; Atd == v.AnIx Aeb[]=v.AnIx;tii=; Aeb[]=Atd == v.AnIx Atd;tii=Atd;; Atd == v.AnIx tii=; tii=Atd;; luQ == Otl=Aeb[]; Otl == v.gYJe=v.Kn.(((M + ) * + (v.m ) + (v.Lx )) % ,);v.uk=((M + ((((hhS[] ) - ) * ) % ) + (v.m )) % );Otl=DnA[][M];v.gYJe=; Otl == v.AnIx Aeb[]=v.AnIx;tii=; Aeb[]=Otl == v.AnIx Otl;tii=Otl;; Otl == v.AnIx tii=; tii=Otl;; tii=;;; yes; Neq=YzK; W,ku7=Neq[] ,Neq[] ; ku7 == yes=duK[W]; ku7 == yes=W; ku7 == Utv=Neq[]; Utv == v.gYJe=v.Kn.(((W + ) * + (v.m ) + (v.Lx )) % ,);v.uk=((W + ((((hhS[] ) - ) * ) % ) + (v.m )) % );Utv=DnA[][W];v.gYJe=; Utv == v.AnIx Neq[]=v.AnIx;yes=; Neq[]=Utv == v.AnIx Utv;yes=Utv;; Utv == v.AnIx yes=; yes=Utv;; ku7 == Wtq=Neq[]; Wtq == v.gYJe=v.Kn.(((W + ) * + (v.m ) + (v.Lx )) % ,);v.uk=((W + ((((hhS[] ) - ) * ) % ) + (v.m )) % );Wtq=DnA[][W];v.gYJe=; Wtq == v.AnIx Neq[]=v.AnIx;yes=; Neq[]=Wtq == v.AnIx Wtq;yes=Wtq;; Wtq == v.AnIx yes=; yes=Wtq;; yes=;;; zq7=duK[WzG];zq7[tii]=yes;),[]=((Vx7,Ryx,tcO,jud) zlk,vgg,cxE={},Ryx[],; __k=tcO,jud cxE=cxE + ;zlk[cxE]=vgg[__k];;zlk.n=cxE;Ryx[]=zlk;),[]=((QeC,Fo1,Wo2) _lq,_q8=QeC.OgL,QeC.qbrj; Elj=Wo2[]; (Elj) ~= Spc=(QeC.ek)(QeC,Elj ,) ;Elj=QeC.Kn.(Spc,);Wo2[]=Elj;; NmX=(((Wo2[] {})[] {})); Elj % == NmX=(((Wo2[] {})[] {}));; Fbe,Xg0=(QeC,Fo1,NmX),Fo1[]; acI=Xg0[Fbe]; acI == QeC.AnIx (QeC,Fo1,(((Wo2[] ) - ) * ) % ,); acI ~= (QeC,Fo1,(((Wo2[] ) - ) * ) % ,acI); Fbe == (QeC,Fo1,(((Wo2[] ) - ) * ) % ,); Xg0 ~= QeC.APd (QeC,Fo1,(((Wo2[] ) - ) * ) % ,); (QeC,Fo1,(((Wo2[] ) - ) * ) % ,QeC.U[Fbe]);;),[]=((heJ,JeM,ocN) Ua8=heJ.Am; (Ua8) ~= (Ua8[] ~= Ua8[] ~= ) ;; (JeM) == heJ.fuCI ;;JeM=(heJ.EQ)(heJ,JeM);JeM=(heJ.V)(heJ,JeM);JeM=(heJ.wSa)(heJ,JeM); Tlx=heJ.JW;heJ.JW=JeM ; iwo=(heJ.Pw)(heJ,JeM,ocN);heJ.JW=Tlx; iwo;),[]=((VV,ww,lno) Dyz,eaj,Hh7,nwi,ksi,swn=VV.Kn,(VV.U.table VV.U.table.unpack) VV.U.unpack,VV.U.error ,VV.U.xpcall ,VV.Am,VV.Iz; Ca9=(ksi) == ksi[] ; Ca9 ~= Ca9 ~= (Ca9 == (ww) == ww[] ~= ) (,);; eaj eaj=((Alz,Fhf,icS)Fhf=Fhf ;icS=icS #Alz; Fhf > icS ;; Alz[Fhf],(Alz,Fhf + ,icS););; qt2=VV.VpRU; DD=#qt2 + ; DD > Hpm=VV.U.error ;(,);; Ytj=VV.m; (Vxh) Vxh;; lr_,hws,Rpf,Ptx,Hm0,Rm1=,,,,,;qt2[DD]=ww; (y) (y) ~= ;;y[]=;y[]=;y[]=;y[Ptx]=;y[]=;y[]=;y[]=;y[]=;y[]=;y[]=;y[]=;y[]=;y[]=;y[]=;y[]=;; (NN) Dm2,cnn=NN[],NN[]; cnn == Dm2 == cnn=;Dm2=;NN[]=cnn;NN[]=Dm2;NN[Ptx]=(NN[Ptx] ) + (cnn - Dm2) - ;; cnn - Dm2;; urE,mns=(ww),; (...) {[]=(,...),...};; () KuH=ww[Ptx]; h7=KuH - urE; x=lno[h7]; x ;;ww[Ptx]=KuH + ; x[Rpf] VV.m=h7;; JJ=x[lr_]; JJ ncH=(((h7 + ) * ) + ) % ; Ol_,IlE=Dyz.(x[hws] ,) - ncH,(((h7 + ) * ) + ) % ; NlT=Ol_ - IlE; fnh=(((Dyz.(NlT,) * ) + ) % );JJ=swn[fnh]; JJ fip=VV.koqO; fip JJ=(x,h7,fnh,JJ) JJ;;x[lr_]=JJ;;; JJ ;;(VV,ww,x); jt3=ww[Hm0]; jt3 mns=mns + ; mns > (,);; ErY=ww;ww[Hm0]=; QuR=VV.H VV.H[jt3[]]; QuR ww,lno=(jt3[] {},jt3.n );urE=(ww);qt2[DD]=ww;(ErY);; Yo3=ww[Rm1]; Yo3 ww[Rm1]=; (Yo3,,Yo3.n );;;;; Bx8,SlA=((() (());),xul);(ww);qt2[DD]=;VV.m=Ytj; Bx8 (SlA,);; (SlA,,SlA.n );),[]=((tax,Fr4,reX) Ajt,Oja,dwr=tax.U.table.concat,tax.Bicm,tax.Iz (tax.GW)(tax); xt4=reX[]; (xt4) ~= xt4 == ;; Ly_=tax.U; lwd,Wbt,scR,Ijo,uwl=(Fr4[] ) - (Fr4[] ),Ly_.string.char,tax.Kn,Ly_.string.byte,Ly_.table.concat; Fot=(Fr4[] ) - lwd - ; Fot < ;; hcD,bgk,zt5,cwu,Lm3={},Ly_.math.floor,(((Fot + ) * ) + + + (Fot * )) % ,Fot * ,#xt4; Wr5=,Lm3 crT,JuD=(zt5 / ),(xt4,Wr5); Nji=(zt5 + (Wr5 * ) + cwu + crT) % ;hcD[Wr5]=(scR.(JuD,Nji));zt5=(zt5 + (JuD * ) + (Wr5 * ) + (Fot * ) + crT) % ;; hcD[] == ;; aa=(tax,(hcD),Fot); (aa) ~= ;;reX[]=aa[];reX[]=aa[];reX[]=aa[];reX[]=aa[];reX[]=aa[];reX[]=aa[]; reX[] tax.m=Fot;;reX[]=; Um4=reX[]; Um4 == ;; rcL=(((Fot + ) * ) + ) % ; HlO,RlI=(((Fot + ) * ) + ) % ,scR.(Um4,) - rcL; DlN=RlI - HlO; ynd=(((scR.(DlN,) * ) + ) % ); Ran=dwr[ynd]; Ran wiv=tax.koqO; wiv Ran=(reX,Fot,ynd,Ran) Ran;;reX[]=Ran; (Ran)(tax,Fr4,reX);;),[]=((Pbo,Yhy,Rh8) XX,Yr6,ZsR,esD=Rh8[],Yhy[],(((((Rh8[] {})[] {})))[] ),(((Rh8[] ) - ) * ) % ; (XX) == XX=XX[] (ZsR + );Rh8[]=XX; (XX) ~= XX=(Pbo.qc)(Pbo,XX ,) (ZsR + );Rh8[]=XX;; mwc=Yr6[XX]; kaP=Yr6[esD] + mwc;Yr6[esD]=kaP; pnl=Yhy[]; Vbi=pnl pnl[esD]; Vbi Vbi[]=kaP;; MyA=Yr6[ZsR]; (mwc > kaP <= MyA) (mwc < kaP >= MyA) dcU=(((((Rh8[] {})[] {})))[] ); Cm5=(Yhy[] ) - (Yhy[] );Yhy[]=Cm5 + dcU;;;),[]=((Kze,WyI,Bbn) Bxr,ggq,O_z,vnu=Bbn[],WyI[],(((Bbn[] ) - ) * ) % ,WyI[]; o_X=Bxr[]; YyN,jss=,O_z;ggq[jss]=YyN; Gbs=vnu vnu[jss]; Gbs Gbs[]=YyN;;;),[]=((Qzt,PyS,Kbh) kgj,bnc,I__,Gxd=PyS[],PyS[],(((Kbh[] ) - ) * ) % ,Kbh[]; i_Z=Gxd[]; xsh,VyH=I__,{};kgj[xsh]=VyH; Qbr=bnc bnc[xsh]; Qbr Qbr[]=VyH;;;),[]=((fwm,PnL,Jbd) Xbl,wjM=fwm.OgL,PnL[]; VnU,LlS,Po4=PnL[],(((((Jbd[] {})[] {})))[] ),(((Jbd[] ) - ) * ) % ; ByR=VnU.n #VnU; LlS < OzR=,ByR (fwm,PnL,Po4 + OzR - ,VnU[OzR]);;PnL[]=Po4 + ByR - ; IzD=,LlS (fwm,PnL,Po4 + IzD - ,VnU[IzD]);;PnL[]=Po4 + LlS - ;;),[]=((lcC,ucM,UlH) Sjn=lcC.RHbj; ClR,gnm,mrA,ebc=(((((UlH[] {})[] {})))[] ),UlH[],(((((UlH[] {})[] {})))[] ),ucM[][(((UlH[] ) - ) * ) % ]; (gnm) ~= gnm=(lcC.ek)(lcC,gnm ,) ;UlH[]=gnm;; gnm ~= ClR=ucM[] (mrA - );; Vo5=; Hjs=mrA,ClR Vo5=Vo5 + ;ebc[Vo5]=(lcC,ucM,Hjs);;),[]=((w,BnC,knf) eg2,qnw,ccF,N_E=knf[],BnC[],BnC[],(((knf[] ) - ) * ) % ; S_T,H_A=eg2[],eg2[]; O; De_=S_T; B,mcW=De_[] ,De_[] ; mcW == O=ccF[B]; mcW == O=B; mcW == Vtz=De_[]; Vtz == w.gYJe=w.Kn.(((B + ) * + (w.m ) + (w.Lx )) % ,);w.uk=((B + ((((knf[] ) - ) * ) % ) + (w.m )) % );Vtz=BnC[][B];w.gYJe=; Vtz == w.AnIx De_[]=w.AnIx;O=; De_[]=Vtz == w.AnIx Vtz;O=Vtz;; Vtz == w.AnIx O=; O=Vtz;; mcW == Bt_=De_[]; Bt_ == w.gYJe=w.Kn.(((B + ) * + (w.m ) + (w.Lx )) % ,);w.uk=((B + ((((knf[] ) - ) * ) % ) + (w.m )) % );Bt_=BnC[][B];w.gYJe=; Bt_ == w.AnIx De_[]=w.AnIx;O=; De_[]=Bt_ == w.AnIx Bt_;O=Bt_;; Bt_ == w.AnIx O=; O=Bt_;; O=;;; j; LeE=H_A; G,fcY=LeE[] ,LeE[] ; fcY == j=ccF[G]; fcY == j=G; fcY == GtE=LeE[]; GtE == w.gYJe=w.Kn.(((G + ) * + (w.m ) + (w.Lx )) % ,);w.uk=((G + ((((knf[] ) - ) * ) % ) + (w.m )) % );GtE=BnC[][G];w.gYJe=; GtE == w.AnIx LeE[]=w.AnIx;j=; LeE[]=GtE == w.AnIx GtE;j=GtE;; GtE == w.AnIx j=; j=GtE;; fcY == KtT=LeE[]; KtT == w.gYJe=w.Kn.(((G + ) * + (w.m ) + (w.Lx )) % ,);w.uk=((G + ((((knf[] ) - ) * ) % ) + (w.m )) % );KtT=BnC[][G];w.gYJe=; KtT == w.AnIx LeE[]=w.AnIx;j=; LeE[]=KtT == w.AnIx KtT;j=KtT;; KtT == w.AnIx j=; j=KtT;; j=;;; coz=knf[]; (coz) ~= qgx=(w.ek)(w,coz ,) ;coz=w.Kn.(qgx,);knf[]=coz;; D; coz == D=O == j; coz == D=O ~= j; coz == D=O > j; coz == D=O >= j; coz == D=O < j; coz == D=O <= j; coz == D=O + j; coz == D=O - j; coz == D=O * j; coz == D=O / j; coz == FlL,frO=(O),(j); (FlL == FlL == ) (frO == frO == ) D=.(O / j); WlU=(O); Php=(WlU) == (WlU,) ; Php == wrI=(j);Php=(wrI) == (wrI,) ;;D=Php ~= (O,j) .(O / j);; coz == D=O % j; coz == D=O ^ j; coz == D=O .. j; coz == D=O j; coz == D=O j;; GyD,zsr=D,N_E;ccF[zsr]=GyD; tbm=qnw qnw[zsr]; tbm tbm[]=GyD;;;),[]=((abf,jgz,oa_,KyL) wcP=jgz[]; tsL=wcP wcP[oa_]; tsL tsL={,oa_,,}; wcP wcP[oa_]=tsL;;;tsL[]=KyL; Bhb=tsL[]; Bhb tsL[] Bhb[(abf.nuzu)(abf,tsL[])]=KyL;;),[]=((obw,ycV) ycV == ycV == ;; QyU=obw.U; TrP,pcB,Rjh,Mm6,iby,xg_=obw.jQtX,,QyU.string.byte,QyU.string.char,QyU.table.concat,QyU.math.floor; mo_,UbJ,nbp,ktt,tg3=,,{},-,; zgE=,#ycV wwf=TrP[(ycV,zgE)]; wwf ~= ktt < ktt=wwf; ktt=ktt + wwf * pcB; (ktt % ) > tg3=tg3 + ktt * ( ^ UbJ);UbJ=UbJ + ; tg3=tg3 + ktt * ( ^ UbJ);UbJ=UbJ + ;; UbJ >= mo_=mo_ + ;nbp[mo_]=(tg3 % );tg3=(tg3 / );UbJ=UbJ - ;;ktt=-;;;; ktt >= mo_=mo_ + ;nbp[mo_]=((tg3 + ktt * ( ^ UbJ)) % );; (nbp);),[]=((YlC,_gT,Djr) Ljd=YlC.OgL; vcG,foE,yww=YlC.U.string.byte,YlC.EbaW,YlC.Kn; Cju,Mjc,Fjm,Wjf=,,,; (foE) == Cju=(foE,) ;Mjc=(foE,) ;Fjm=(foE,) ;Wjf=(foE,) ;; bcK,pwy=(Fjm * + Wjf * + ) % ,(Cju * + Mjc * + ) % ; gcQ=(pwy + bcK + ) % ; EgA=(Cju * + Mjc * + Fjm * + Wjf * + ) % ; TgO=(gcQ * - pwy + bcK + EgA + ) % ; mxT=yww.((gcQ + bcK + ) % ,(TgO + pwy) % ); PlM=gcQ;(YlC,_gT,(((Djr[] ) - ) * ) % ,PlM);),[]=((_ey,AgI,hbb) Yjw=_ey.OgL; Fm7=hbb[]; (Fm7) ~= Fm7=;; asU=_ey.Kn; Pr7,Pjy=(_ey.ek)(_ey,Fm7,);Pr7=Pr7 ; XuL;XuL,Pjy=(_ey.ek)(_ey,Fm7,Pjy );XuL=asU.(XuL ,); jny;jny=(_ey.zy)(_ey,Fm7,Pjy ); (jny) ~= jny=;; _sd=_ey.fuCI; Woa,Ghg=((_sd) == #_sd ) % ,; rbg,dbk,Bo6,Vjp,ag4,yrN=_ey.U.string.byte,_ey.U.table.concat,( + XuL + Woa + ( * )) % ,_ey.U.string.char,{},#Ghg; Bjv=,#jny GnM; yrN > GnM=(Ghg,((Bjv - ) % yrN) + ) ; GnM=(Woa + Bjv * + XuL) % ;; Gjb=(XuL + Woa * + Bjv * + GnM * + Bo6 + * ) % ; OgN=( + Bjv * + Bo6 * + * ) % ; Khk,lbq=(jny,Bjv) ,asU.(Gjb,OgN);ag4[Bjv]=(asU.(Khk,lbq));Bo6=((Bo6 * ) + Khk + lbq + GnM + Bjv * + * ) % ;; Wm8=(ag4);(_ey,AgI,(((hbb[] ) - ) * ) % ,_ey.U.string.(Wm8,Pr7,Pr7 + ));_ey.EbaW=Wm8;),[]=((osC,VlF) VlF == {};; qcX,Lpy,BlW,og5=osC.Kn,#VlF,,{}; BlW <= Lpy Qhq; woT; xnp;Qhq,BlW=(osC.ek)(osC,VlF,BlW);woT,BlW=(osC.ek)(osC,VlF,BlW);xnp,BlW=(osC.ek)(osC,VlF,BlW); Qhq == woT == xnp == ;;Qhq=qcX.(Qhq,);woT=qcX.(woT,);xnp=qcX.(xnp,);og5[Qhq - ]={woT - ,xnp - };; og5;),[]=((isM,Vr8,GlY) Jjq,cbx=isM.RHbj,isM.Zo; QtA=GlY[]; (QtA) ~= QtA=(isM.ek)(isM,QtA ,) ;GlY[]=QtA;; QtA == (isM,Vr8,{},);;; Jhj,vwp=(((((GlY[] {})[] {})))[] ),(((GlY[] ) - ) * ) % ; (((((GlY[] {})[] {})))[] ) ~= Jhj=(Vr8[] (vwp - )) - vwp + ; Jhj < Jhj=;;; ig6={}; NzL=,Jhj ig6[NzL]=(isM,Vr8,vwp + NzL - );;(isM,Vr8,ig6,Jhj);),[]=((Xzo,Br9,mbz) Br9[][(((mbz[] ) - ) * ) % ] jcZ=(((((mbz[] {})[] {})))[] ); Ym9=(Br9[] ) - (Br9[] );Br9[]=Ym9 + jcZ;;;),[]=((rr,Gde,xc0) Kxl,XyM,znv,R_O=xc0[],Gde[],Gde[],(((xc0[] ) - ) * ) % ; D_I=Kxl[]; bed; UeT=D_I; _c2,K=UeT[] ,UeT[] ; _c2 == bed=XyM[K]; _c2 == bed=K; _c2 == JtO=UeT[]; JtO == rr.gYJe=rr.Kn.(((K + ) * + (rr.m ) + (rr.Lx )) % ,);rr.uk=((K + ((((xc0[] ) - ) * ) % ) + (rr.m )) % );JtO=Gde[][K];rr.gYJe=; JtO == rr.AnIx UeT[]=rr.AnIx;bed=; UeT[]=JtO == rr.AnIx JtO;bed=JtO;; JtO == rr.AnIx bed=; bed=JtO;; _c2 == XtI=UeT[]; XtI == rr.gYJe=rr.Kn.(((K + ) * + (rr.m ) + (rr.Lx )) % ,);rr.uk=((K + ((((xc0[] ) - ) * ) % ) + (rr.m )) % );XtI=Gde[][K];rr.gYJe=; XtI == rr.AnIx UeT[]=rr.AnIx;bed=; UeT[]=XtI == rr.AnIx XtI;bed=XtI;; XtI == rr.AnIx bed=; bed=XtI;; bed=;;; tyY,Esl=bed,R_O;XyM[Esl]=tyY; ybT=znv znv[Esl]; ybT ybT[]=tyY;;;),[]=((iaE,Kdt,deZ) bwv,Zjx,ejz=iaE.Iz (iaE.GW)(iaE),iaE.U.table.concat,iaE.Bicm; _t6=deZ[]; (_t6) ~= _t6 == ;; pbA=iaE.U; tj_,gwb,kwg,Tc4,vbO=pbA.string.byte,(Kdt[] ) - (Kdt[] ),pbA.table.concat,iaE.Kn,pbA.string.char; Yoo=(Kdt[] ) - gwb - ; Yoo < ;; qwk,vrH,Ac5,Go7=Yoo * ,#_t6,{},(((Yoo + + ) * ) + + + (Yoo * )) % ; Xhx=,vrH Dh9,ajE=(_t6,vrH - Xhx + ),(Go7 + (Xhx * ) + qwk + ((Xhx % ) * )) % ;Ac5[Xhx]=(Tc4.(Dh9,ajE));Go7=(Go7 + (Dh9 * ) + (Xhx * ) + Yoo + ((Dh9 % ) * )) % ;; Ac5[] == ;; oo=(iaE,(Ac5),Yoo); (oo) ~= ;;deZ[]=oo[];deZ[]=oo[];deZ[]=oo[];deZ[]=oo[];deZ[]=oo[];deZ[]=oo[]; deZ[] iaE.m=Yoo;;deZ[]=; Pfe=deZ[]; Pfe == ;; Oc6=(((Yoo + ) * ) + ) % ; KlP,QlV=(((Yoo + ) * ) + ) % ,Tc4.(Pfe,) - Oc6; JlB=QlV - KlP; _nb=(((Tc4.(JlB,) * ) + ) % ); Das=bwv[_nb]; Das yib=iaE.koqO; yib Das=(deZ,Yoo,_nb,Das) Das;;deZ[]=Das; (Das)(iaE,Kdt,deZ);;),[]=((stC,Qxu) stC.Am ~= ;; Tsu=stC.e; (Tsu) ~= Tsu == ;;stC.e=;stC.U=Qxu stC.U (_ENV (getfenv ()) );Tsu=(stC.V)(stC,Tsu); uu=stC.U; ng7,jwq=((uu uu.string) ).sub,((uu uu.string) ).byte; #Tsu < ;; ayP=(uu uu.bit32) .bit32; Ic7=ayP ayP.bxor; Ic7 Ic7=((Lre,KnF) XlG,gbN=,;Lre=((Lre) ) % ;KnF=((KnF) ) % ; n_0=, Lre % ~= KnF % XlG=XlG + gbN;;Lre=(Lre - Lre % ) / ;KnF=(KnF - KnF % ) / ;gbN=gbN * ;; XlG;);; (xwj,Upp) (xwj) ~= ;; Zhz,eh_=(Upp ) % ,#xwj; eh_ == Zhz;; IgS=eh_ < eh_ ; SzU=,IgS ZlK=((Zhz + (SzU * )) % eh_) + ; NgH=(xwj,ZlK) ;Zhz=(Zhz * + NgH * (SzU + ) + ZlK * + ) % ;; Zhz;; kbS,qbH,jbR,zwx,elQ,ijA=,,,,,; () Sc9,oyV=(Tsu,jbR),(Tsu,jbR + ); Sc9 oyV Sc9 < Sc9 > oyV < oyV > ;;jbR=jbR + ; ((Sc9 - ) * ) + (oyV - );; Vft=(); Vft == ;; (_wz) tlJ,Hme,Rmt=,(qbH + (_wz * elQ)) % ,; HzC=, ZuU=(); ZuU ;; Jxc=(ijA + Hme + (HzC * kbS) + (_wz * elQ)) % ; sg8=(ZuU,Jxc);Rmt=Rmt + (sg8 * tlJ);tlJ=tlJ * ;Hme=(Hme + sg8 + zwx + (HzC * _wz)) % ;; Rmt;; Cra,Eng=(),(); Cra Eng ;; Vft ~= (,(Cra + Eng + qbH) % ) ;; brR=jbR; Poi=brR + Cra; Bfa=Poi + Eng - ; Bfa ~= #Tsu ;; Xit,olZ,naT=(Tsu,brR,Poi - ),(stC) .. (uu),(Tsu,Poi,Bfa); ZeW=(olZ,); qta=(Xit,ZeW + (#Xit * ));qta=(qta + (naT,ZeW + (#naT * ))) % ; Mro=((ZeW * ) + (qta * ) + (#olZ * ) + ) % ; Mro == Mro=;;stC.AeZ=Xit;stC.b=naT;stC.Am={,uu,Mro,qta,ZeW};),[]=((ezn,iyB,xbD) nyG,RzM,Xxm,Tnk=iyB[],(((xbD[] ) - ) * ) % ,xbD[],iyB[]; s_1=Xxm[]; syK,Asc= nyG[RzM],RzM;nyG[Asc]=syK; zbL=Tnk Tnk[Asc]; zbL zbL[]=syK;;;),[]=((tzs,hyQ,_bU) L_N,hg9,Anq,ryJ=(((_bU[] ) - ) * ) % ,_bU[],hyQ[],hyQ[]; U_S,C_H=hg9[],hg9[]; Osm,dyX=L_N,ryJ[(C_H[] )] + (U_S[] );ryJ[Osm]=dyX; EbC=Anq Anq[Osm]; EbC EbC[]=dyX;;;),[]=((azh,lyZ,Onj,uy0)lyZ[][Onj]=uy0; Inx=lyZ[]; TbM=Inx Inx[Onj]; TbM TbM[]=uy0;;),[]=((Lmo,AbF,Umi) Ew_=(Lmo.nLDt)(Lmo,AbF,Umi ); (Lmo.ghh)(Lmo,Ew_);),[]=((ozr,Cmn,njO) Mms=(((((njO[] {})[] {})))[] ); Kfi=(Cmn[] ) - (Cmn[] );Cmn[]=Kfi + Mms;;),[]=((izd,cy1,ObW) M_R,rke,Nnz,my2=(((ObW[] ) - ) * ) % ,ObW[],cy1[],cy1[]; F_D,W_L=rke[],rke[]; Isf,fy3=M_R,my2[(F_D[] )] / (W_L[] );my2[Isf]=fy3; IbY=Nnz Nnz[Isf]; IbY IbY[]=fy3;;;),[ .. 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The code is scrambled, so you can't read what it does. Common for key systems, but take care.
It has Hitbox expander from that one script but it's fixed unlike that version(head, humanoid root part), esp (team check, shock check, dread check, kit esp) and fast lancer charge and other features like multiple perk switch(buggy) fullbright, remove fog. Other features not listed here are still wip

Grave/Digger