aimlock

 Gb,w_,R,W,bb,dc=,bit32.bxor,,  ha,bc,J,uc,_a,ma,bd,b_,lb,Aa,k,Ua,ub,fb,U,pb,Gc,x,cc,xb,c,qa,xc,z,Vb,Na,ec,ob,Va,j,cd,wa,fc,Uc,ic,kc,B,Pc,ia,Sa;uc=(());ub,Gc,Ua=(.char),(.byte),(bit32 .bxor);ob=(pa,ba) i_,Bb,tb,zb,sb,db,ad,Xa;Xa,db=(d_,pc,cb)db[pc]=(cb,)-(d_,) db[pc],{};tb=db[-] (,-,)  tb<=   tb>=   tb<=  tb,zb=db[] (,,),zb..(((pa,(i_-)+),(ba,(i_-)%#ba+))) (ad>=  sb>Bb)((ad<  ad~=ad) sb<Bb) tb=  tb=db[-] (,-,)   tb>  zb=;tb,sb,ad,Bb=db[] (,,),,,(#pa-)+  i_=sb  Bb~=Bb  tb=db[-] (,-,) tb=db[-] (,-,)   tb>  sb=sb+ad;i_=sb  sb~=sb  tb=  tb=    zb   tb== ;k=();bd=((...){[]={...},[]=(,...)});J=((()  (sa,v,wc) v>wc     sa[v],(sa,v+,wc)  tc )());U,z=(.gsub),(.char);Pc=((Jc)Jc=(Jc,,)(Jc:(,(Vc)(Vc==)   Rc,Hc=,(():(Vc)-) m=,,-  Rc=Rc..(Hc%^m-Hc%^(m-)> )  Rc ):(,(ac)(#ac~=)   Wa=  D=,  Wa=Wa+(ac:(D,D)== ^(-D) )  (Wa))));qa,kc,xb,Aa,wa,pb,Uc,fb=uc[(,)][(,)],uc[(,)][(,)],uc[(,)][(,)],uc[(,)][(,)],uc[(,)][(,)],uc[(,)][(,)],uc[(,)][(,)],{};fc=((N) Yb=fb[N] (Yb)   Yb   oa,Pb,G,Mb,p=(,),(,),,{}, G<=#N   Bc=(N,G);G=G+  Cb=,()+   Nc=  (Bc,)~=   (G<=#N)  Nc=(N,G,G);G=G+    (G+<=#N)   ja=((,),N,G);G=G+  n_,za=#p-(ja,),(ja,(Pb-))+;Nc=(p,n_,n_+za-)  Bc=(Bc,) (Nc)  Mb[#Mb+]=Nc;p=(p..Nc,-oa)    Oc=(Mb);fb[N]=Oc  Oc ) l_,qc,Yc,xa,Kb,Wb,h,la,P,Ra,Ca,oc,Ga,Kc,Fa,Ta,t_,Lc,Sc,Zb,r_,ab,gb,Tb,mb,Fb,ka,na,Ec,yb=uc[(,)],uc[(,)],uc[(,)],uc[(,)],uc[(,)],uc[(,)],uc[(,)],uc[(,)][(,)],uc[(,)][(,)],uc[(,)][(,)],uc[(,)][(,)],uc[(,)][(,)],uc[(,)][(,)],uc[(,)][(,)],uc[(,)][(,)],uc[(,)][(,)],uc[(,)][(,)],uc[(,)][(,)],uc[(,)][(,)],uc[(,)][(,)],uc[(,)][(,)],uc[(,)],uc[(,)][(,)],uc[(,)][(,)],uc[(,)][(,)],uc[(,)][(,)],uc[(,)][(,)],uc[(,)][(,)],uc[(,)][(,)],{[]={},[]={},[]={{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,},{,,}}} eb=((Lb) Dc=yb[][Lb] Dc   Dc   jc=   () Db,ra,H,f_,qb,nc,Q,sc,Ba,q,fa_,K,Sb,A,Ha,Ub,C,I,nb,X,rb,Z,vb,Cc,Eb,e_,Rb,mc,vc,Oa,Y,ga;qb,Z=(E,M,kb)Z[E]=(kb,)-(M,) Z[E],{};X=Z[-] (-,,)  X<=   X<=   X>=   X<   X<   X<=   X>  Oa,X=Db,Z[-] (-,,)  K=K+Q;A=K  K~=K  X=Z[-] (-,,) X=Z[] (,,)   Oa=ga;Cc=(Cc,((Oa,),(mc-)*))( (Oa,)) X=Z[] (,,)  X=Z[-] (-,,)  X=Z[] (,,)  X<=   X>=   X>  A=K  Ba~=Ba  X=Z[-] (-,,) X=Z[-] (-,,)  X,C=Z[-] (-,,),(mc,)    mc==  X=Z[-] (-,,) (mc==) X=Z[] (,,)  X=Z[] (,,)  X=Z[-] (-,,)  (Ha>=  q>Cc)((Ha<  Ha~=Ha) q<Cc) X=Z[] (,,) X=    X<   X>  C=((,),Lb,jc);jc,X=jc+,Z[] (,,) X<=   X<=  e_,X=,  nb,vc,X=vb,,   ga,X=(Oa[],,Oa[]),Z[-] (-,,)  X>  X,I=,(C,)  X<  X,Cc=,Db   X<=  q=q+Ha;I=q  q~=q  X=  X=   X,nc=Z[] (,,),   X<   X>   X>=   X<=  K,X=Ba,Z[] (,,)  X,Ha=Z[-] (-,,),(I,)   Rb=((ga,),);C[],X=rb[Rb+],Z[] (,,)  X>=   X<=  I,X=,Z[] (,,) X,Oa=,(K)   X>  Db,X=(Rb,),Z[] (,,)  mc=((,),Lb,jc);jc,X=jc+,   X>=   X>  Ub,X=,Z[] (,,) X>  (Cc>=  rb>q)((Cc<  Cc~=Cc) rb<q) X=Z[-] (-,,) X=Z[-] (-,,)  X>  I=q  Cc~=Cc  X=  X=   Oa=((,),Lb,jc);jc,X=jc+,Z[-] (-,,)  X<   X<=  q=((,),Lb,jc);X,jc=Z[] (,,),jc+  X,Sb=Z[-] (-,,),   X>  (C>=  Ha>I)((C<  C~=C) Ha<I) X=Z[-] (-,,) X=   f_=((,),Lb,jc);jc,X=jc+,   X<=   X<   X<=   X>=   X>  Eb=;Ub,nc,H,X=,,,  q,X=(Cc,),    X>  Ba=((,)..Rb,Lb,jc);X,jc=,jc+Rb  C[],X=rb[C[]+],Z[-] (-,,)  X<  Db=((,),Lb,jc);jc,X=jc+,Z[] (,,) X>  mc=Ha  I~=I  X=Z[] (,,) X=   X,e_=,(f_,)   X>=   X<   X<=  X,C[]=Z[-] (-,,),rb[C[]+] H=H+nc;fa_=H  H~=H  X=Z[-] (-,,) X=    X>  Cc,X=,  C[],X=rb[C[]+],Z[] (,,)  X>=   X>  I=((,),Lb,jc);jc,X=jc+,  Oa,X=(),   X<=  mc=C  mc==  X=Z[] (,,) (mc==) X=Z[-] (-,,)  X=Z[-] (-,,)  X=  f_=e_;Rb=(Rb,((f_,),(A-)*))  (f_,) X=Z[] (,,)  X=Z[] (,,)  X<=   X>   X>  K,Ba=((I,),),;Ba= K<  K  K-;Rb[],X=Ba,Z[-] (-,,) X>  rb=rb+Cc;Ha=rb  rb~=rb  X=Z[-] (-,,) X=   q=rb;Eb=(Eb,((q,),(fa_-)*))  (q,) X=Z[] (,,)  X=Z[-] (-,,)  X<=   X>  X=Z[] (,,)  X>  Oa,X=,  ga,X=,Z[-] (-,,)  Rb,K=((ga,),),((ga,),);C[]=rb[Rb+];X,C[]=Z[] (,,),rb[K+]  X<=   X<   X>  fa_=;X,q,rb,Cc=,,,  K,X=,Z[-] (-,,)  X<=  nc=nc+rb;q=nc  nc~=nc  X=  X=Z[] (,,)  sc,vb,X=Y,,   X<=  I=q  Cc~=Cc  X=Z[-] (-,,) X=   X=Z[] (,,)   X>=   X<=   X>   X<=   X<=   X>=   X<=  Ha=Ha+C;mc=Ha  Ha~=Ha  X=Z[] (,,) X=   Cc=q;Ha=(Cc);C,mc,I,X=(Cc)+,,,   q=q+Ha;I=q  q~=q  X=  X=Z[-] (-,,)   Eb=vc;H,Ub=(Eb),;fa_,X,rb,nc=(Eb)+,,,   X<  (Ub) X=Z[-] (-,,)  X=Z[-] (-,,)  X=Z[-] (-,,) X>  X,Y=Z[] (,,),(sc,)  (mc==) X=Z[-] (-,,)  X=Z[] (,,)  X=Z[] (,,)  X<   X<=   X>=   X>  fa_=H  Ub~=Ub  X=Z[] (,,) X=   I=I+mc;ga=I  I~=I  X=  X=    C=I;fa_=(fa_,((C,),(Ha-)*))( (C,)) X=Z[-] (-,,)  X=Z[-] (-,,)  X=Z[-] (-,,)  I=Ha;C=(I,);mc=yb[][C+];ga,Oa,Db=mc[],mc[],mc[];Rb={[]=,[]=Oa,[]=,[]=,[]=,[]=,[]=,[]=C,[]=,[]=,[]=,[]=,[]=,[]=,[]=};(H,Rb) ga==  X=Z[-] (-,,)  ga==  X=Z[] (,,) (ga==) X=Z[-] (-,,)  X=Z[] (,,)  X=Z[] (,,)  X>  rb,X=(q,),   X<  Cc=;Ha,X,C,I=,Z[] (,,),,  X>  ra=((,),Lb,jc);X,jc=Z[-] (-,,),jc+  X,K=,(Ba,)   X<   X<   X>  X,Ha[(ga-)]=Z[-] (-,,),() X<=  X,rb[(I-)]=Z[-] (-,,),ga  {[]=nb,[]=,[]=sc,[]=H,[]=Ha,[]=ra}  X>  fa_=nc;rb=(fa_);q,Cc,Ha,X=,(fa_)+,,Z[-] (-,,) X>=   X>   Db  X=Z[-] (-,,)  X=Z[-] (-,,) q,Cc,Ha,X=,(Eb)+,,Z[] (,,)  q=nc  fa_~=fa_  X=  X=    X<   X>  C=H[(I-)];mc=C[] mc==  X=Z[-] (-,,) (mc==) X=Z[-] (-,,)  X=Z[] (,,)  X=Z[] (,,) X<=  nb=((,),Lb,jc);X,jc=Z[-] (-,,),jc+  (mc>=  I>C)((mc<  mc~=mc) I<C) X=  X=    X<=   X<=   X>  Ba=((,),Lb,jc);X,jc=Z[-] (-,,),jc+  Ha=rb  q~=q  X=Z[] (,,) X=Z[] (,,)   (nc>=  H>Ub)((nc<  nc~=nc) H<Ub) X=Z[] (,,) X=Z[-] (-,,)   X,vc=Z[-] (-,,),(Eb,)   X>=   X<   X>   X>  Rb=Db  Rb==  X=Z[] (,,)  X=Z[-] (-,,)  X=Z[-] (-,,) X<=  rb,X=,Z[] (,,) (Ha>=  q>Cc)((Ha<  Ha~=Ha) q<Cc) X=  X=Z[-] (-,,)   X<=   X<  ga=C[];Oa,Db=(ga,),((ga,),);C[]=rb[Db+];C[]=Oa  Oa==  X=Z[] (,,) (Oa==) X=Z[-] (-,,)  X=Z[] (,,)  X=Z[-] (-,,) X<=  q,X=,Z[] (,,) X,Oa=,bd   X=Z[] (,,)   X<   X>=   X<=  Rb[]=((I,),);K=((I,),);Rb[]=K;Ba=;Ba= K<  K  K-;X,Rb[]=Z[-] (-,,),Ba  X,Sb=,(ra,)   X,ga=Z[-] (-,,),   X<   X>  K,X=,Z[] (,,) C,X=,Z[-] (-,,)  X>  Ba=K;Rb[]=Ba;(H,{});X=Z[-] (-,,) X,nc=,(fa_,)   X>   X<   X<  ga,X=(Oa,),Z[] (,,)  X>  ga=I  C~=C  X=Z[] (,,) X=   ra,X,Y=Sb,,   X<=   X>  X,ga=Z[-] (-,,),Oa  sc=((,),Lb,jc);jc,X=jc+,Z[] (,,)  (rb>=  nc>fa_)((rb<  rb~=rb) nc<fa_) X=  X=Z[-] (-,,)   X<=   X>=   X>  (Q>=  K>Ba)((Q<  Q~=Q) K<Ba) X=Z[] (,,) X=   X>  X,Ha=Z[-] (-,,),  X=Z[] (,,)   X>  Ub,X=Cc,Z[] (,,) Db,X=,   X<=   X<=  Rb=;Ba,Q,K,X=,,,  Rb[]=((I,),);Rb[]=((I,),);Rb[],X=((I,),),Z[-] (-,,)  vb,X=(nb,),Z[] (,,)   X==   Da=();yb[][Lb]=Da  Da ) ta=((hb,Qc)hb=(hb) Mc=()  (_b,Ib) _c=((...){...},(,...)) Qa;Qa=((ib,ca,zc) ca>zc     ib[ca],(ib,ca+,zc))  (Xc,ya,Ea,Ia) La,Ob,_d,Zc,hc,ua,O,Fc,Hb,T,Xb,Ya,V,Qb,Za,wb,s_,Ja,Ka,L,o_,Tc,Nb,aa;_d,Ka=(Wc,Jb,y)Ka[Jb]=(y,)-(Wc,) Ka[Jb],{};wb=Ka[] (,,) wb~=   wb<=   wb>   wb>=   wb<=   wb>   wb>=   wb>  hc=Ea[Tc];O,wb=hc[],Ka[-] (,-,) aa,Xb=ua[],hc[];Xb=(,)..Xb;Zc=;Nb,wb,L,V=,,,(#aa-)+   wb>  Zc,wb=Zc..(((aa,(s_-)+),(Xb,(s_-)%#Xb+))),Ka[-] (,-,) Xb=Xb+Nb;V=Xb  Xb~=Xb  wb=Ka[-] (,-,) wb=Ka[] (,,)   wb>=   wb<=   wb<=  aa,wb=aa..(((o_,(V-)+),(La,(V-)%#La+))),Ka[-] (,-,) (Xb);Ja[aa],wb=,Ka[-] (,-,)   (Xc,Hb,Hb+La-)  wb<=  Za=;Tc+=  O>  wb=Ka[-] (,-,)  wb=Ka[-] (,-,)  wb=Ka[] (,,) (Nb>=  Xb>Zc)((Nb<  Nb~=Nb) Xb<Zc) wb=Ka[] (,,) wb=    wb>=   wb<=   wb>=   wb<=   O>  wb=Ka[-] (,-,)  wb=Ka[] (,,)  wb=Ka[-] (,-,) aa,Xb=(o_,La);La=aa  La==  wb=  wb=Ka[-] (,-,)    T==  wb=Ka[-] (,-,)  wb=Ka[-] (,-,)  L=Zc  Nb~=Nb  wb=Ka[-] (,-,) wb=Ka[-] (,-,)   wb>=   wb<=  Tc-=;wb,Ea[Tc]=Ka[] (,,),{[]=,[]=(hc[],),[]=(hc[],),[]=} Tc-=;wb,Ea[Tc]=Ka[] (,,),{[]=,[]=(hc[],),[]=(hc[],),[]=}  Zc,wb=Zc..(((aa,(s_-)+),(Xb,(s_-)%#Xb+))),Ka[] (,,)  wb<   wb>=   wb>=   wb<=  wb,ua=Ka[-] (,-,),aa   wb,La=,   wb<=  Hb,ua=,(hc[],);Hb= ua<  ua  ua-;o_=Hb;La=ya[o_+];aa=La[];Xb=(aa);Xc[(hc[],)]=(La,Xb);wb,Nb,V,Zc=Ka[-] (,-,),(aa)+,,  Tc-=;wb,Ea[Tc]=Ka[] (,,),{[]=,[]=(hc[],),[]=(hc[],),[]=}  wb<  (L>=  Nb>V)((L<  L~=L) Nb<V) wb=Ka[-] (,-,) wb=Ka[] (,,)  wb<=  wb=Ka[] (,,)  Ya={[]=Fc,[]=Xc};wb,Qb[Fc]=Ka[-] (,-,),Ya   wb<=   wb<   wb>  Tc-=;wb,Ea[Tc]=Ka[] (,,),{[]=,[]=(hc[],),[]=(hc[],),[]=} Xc[hc[]],wb=hc[],Ka[-] (,-,)  wb>  aa,Xb=(o_,La);La=aa  La==  wb=Ka[-] (,-,) wb=Ka[-] (,-,)  wb>  Tc-=;Ea[Tc],wb={[]=,[]=(hc[],),[]=(hc[],),[]=},Ka[-] (,-,) Tc-=;Ea[Tc],wb={[]=,[]=(hc[],),[]=(hc[],),[]=},Ka[-] (,-,)  wb>=   wb>  s_=Ea[Tc];Tc+=;T=s_[] T==  wb=Ka[-] (,-,) (T==) wb=Ka[] (,,)  wb=Ka[] (,,)  wb=Ka[-] (,-,) o_,La=Hb[],hc[];La=(,)..La;aa=;wb,Nb,Zc,Xb=,,(#o_-)+,   hc[]=;Tc+=;wb=Ka[] (,,)  wb>   wb>   wb<=   wb>  Hb,ua=hc[],hc[]-  ua==-  wb=Ka[] (,,)  wb=  wb>   O>  wb=Ka[] (,,)  wb=Ka[] (,,)  wb=Ka[-] (,-,) wb<=  ((ua)==(,)) wb=Ka[-] (,-,)  wb=Ka[] (,,)  wb=Ka[-] (,-,) ua[],wb=aa,Ka[-] (,-,)  wb<=   wb<=   Hb==  wb=Ka[-] (,-,)  wb=Ka[] (,,) ua,o_,La=Hb[(,)](ua);wb=Ka[] (,,)  V=V+s_;T=V  V~=V  wb=Ka[-] (,-,) wb=Ka[-] (,-,)   wb<   wb<   wb>  Fc={[]=Xc[s_[]],[]=};Fc[]=Fc;Xb[(L-)],wb=Fc,Ka[-] (,-,) Zc=Zc+V;L=Zc  Zc~=Zc  wb=Ka[-] (,-,) wb=    wb<=  (O>) wb=Ka[] (,,)  wb=Ka[-] (,-,)  wb=Ka[] (,,)   Za  wb=Ka[-] (,-,)  wb=Ka[-] (,-,)  wb<=   wb<  (O>) wb=Ka[-] (,-,)  wb=Ka[-] (,-,)  wb=Ka[] (,,) wb>  ua,o_,La=Hb[(,)](ua);wb=Ka[-] (,-,) La,wb=Zc,Ka[-] (,-,)   (V>=  Zc>Nb)((V<  V~=V) Zc<Nb) wb=Ka[] (,,) wb=    wb<   wb>   wb>  (O>) wb=Ka[-] (,-,)  wb=Ka[] (,,)  wb=Ka[] (,,) wb<=  (s_>=  V>L)((s_<  s_~=s_) V<L) wb=Ka[-] (,-,) wb=   o_,wb=Xb,Ka[-] (,-,)   wb>   wb<=   hc[]==  wb=Ka[] (,,) (hc[]==) wb=Ka[-] (,-,)  wb=Ka[-] (,-,)  wb=Ka[] (,,) aa,Xb=ua[],hc[];Xb=(,)..Xb;Zc=;wb,Nb,L,V=,,,(#aa-)+   wb<  Hb,ua=hc[],hc[];o_=Mc[ua] yb[][ua] Hb==  wb=Ka[-] (,-,) (Hb==) wb=Ka[-] (,-,)  wb=Ka[] (,,)  wb=  wb<=  Hb,wb,ua,o_=hc[],Ka[-] (,-,),Ea[Tc+],  Hb,ua=,(hc[],);Hb= ua<  ua  ua-;o_=Hb;wb,Xc[(hc[],)]=Ka[-] (,-,),o_   wb>   wb>  ua[]=o_ (Hb==) wb=Ka[-] (,-,)  wb=Ka[] (,,)  wb=  wb<  Hb=Ib[hc[]+];Xc[hc[]],wb=Hb[][Hb[]],Ka[] (,,) wb<=  aa,wb=Nb,Ka[] (,,)  La,wb=Ob-Hb+,Ka[-] (,-,)  wb<   wb>  Hb=hc[];Xc[hc[]]=Xc[hc[]][Hb];Tc+=;wb=Ka[] (,,) Hb,ua,o_=hc[],hc[],hc[];La=Xc[ua];Xc[Hb+]=La;Xc[Hb]=La[o_];Tc+=;wb=Ka[] (,,)  wb>   O>  wb=Ka[-] (,-,)  wb=Ka[] (,,)  wb=Ka[-] (,-,) wb<=  Zc,wb=o_-,Ka[] (,,) wb,Xb[(L-)]=Ka[] (,,),Ya   wb>=   wb>=   wb>=   wb>   wb>=   wb<=  Tc+=;wb=Ka[] (,,) ua,o_,La=(ua);wb=Ka[-] (,-,)  Xb,Zc=ua[],hc[];Zc=(,)..Zc;Nb=;L,V,s_,wb=(#Xb-)+,,,   wb<   wb<=  s_=Nb  V~=V  wb=Ka[] (,,) wb=Ka[] (,,)  wb,Nb=Ka[-] (,-,),Nb..(((Xb,(T-)+),(Zc,(T-)%#Zc+)))  wb>=   wb<=  (O>) wb=Ka[] (,,)  wb=Ka[-] (,-,)  wb=Ka[] (,,) Nb=Nb+L;s_=Nb  Nb~=Nb  wb=Ka[-] (,-,) wb=     O>  wb=Ka[] (,,)  wb=Ka[-] (,-,)  wb=Ka[-] (,-,)  wb<=   wb<=   wb>  Hb=(ua)(Hb~=  Hb[(,)]~=) wb=Ka[-] (,-,)  wb=Ka[-] (,-,)  wb=Ka[-] (,-,) wb<=  wb,Xb=Ka[-] (,-,),Xb..(((La,(L-)+),(aa,(L-)%#aa+))) (O>) wb=Ka[-] (,-,)  wb=Ka[-] (,-,)  wb=Ka[-] (,-,)  wb<=  La,aa=ua[],hc[];aa=(,)..aa;Xb=;wb,V,Nb,Zc=,,(#La-)+,   O>  wb=Ka[-] (,-,)  wb=Ka[] (,,)  wb=Ka[-] (,-,)  wb>   O>  wb=Ka[-] (,-,)  wb=Ka[-] (,-,)  wb=Ka[] (,,) wb>  Zc=Zc+V;L=Zc  Zc~=Zc  wb=Ka[-] (,-,) wb=Ka[-] (,-,)  wb,Xb[(L-)]=Ka[] (,,),Ib[s_[]+]  wb>   wb<=   wb>  wb,Ob,Tc,Qb,Ja,Za=,-,,({},{[(,)]=(,)}),({},{[(,)]=(,)}),  wb<=   wb>  Hb[]=ua;hc[],wb=,Ka[-] (,-,) (Xb,,Zc,Hb,Xc);wb=Ka[] (,,)  T=V  L~=L  wb=Ka[] (,,) wb=    wb>=   wb<=  (O>) wb=Ka[-] (,-,)  wb=Ka[] (,,)  wb=Ka[-] (,-,) Hb,ua=hc[],hc[];o_=ua- (o_==-) wb=Ka[-] (,-,)  wb=Ka[-] (,-,)  wb=   ua[]=La;wb,aa=Ka[-] (,-,),   wb>=   wb<   wb<=  La,wb=ua-,Ka[-] (,-,)  O>  wb=Ka[] (,,)  wb=Ka[] (,,)  wb=Ka[-] (,-,)  wb<=  Xc[hc[]],wb=o_,Ka[-] (,-,) Xc[hc[]],wb=o_[hc[]],Ka[] (,,)  wb<=   wb<=   wb>  L=Zc  Nb~=Nb  wb=Ka[-] (,-,) wb=   (O>) wb=Ka[-] (,-,)  wb=Ka[] (,,)  wb=Ka[-] (,-,)   hc[]==  wb=Ka[] (,,)  hc[]==  wb=Ka[-] (,-,)  wb=Ka[-] (,-,)  wb=Ka[] (,,)  (Hb==) wb=Ka[-] (,-,)  wb=Ka[-] (,-,)  wb=Ka[-] (,-,)  wb<   wb>=   wb<=   wb<   wb>  ua[],wb=La,Ka[] (,,)  hc[]==  wb=Ka[-] (,-,)  wb=Ka[] (,,)  wb=Ka[] (,,)  wb<  Fc=s_[];Ya=Qb[Fc] Ya==  wb=Ka[-] (,-,)  wb=Ka[-] (,-,) wb<=  ua=Ia[];Ob,wb=Hb+ua-,Ka[-] (,-,) ua,o_,La=Qb  (ua)~=(,) wb=Ka[] (,,)  wb=Ka[-] (,-,)  wb<=   wb>  wb,Xc[hc[]]=Ka[-] (,-,),o_[hc[]][hc[]] wb,La=Ka[] (,,),Zc    Xc[hc[]]=hc[]==;Tc+=hc[];wb=Ka[] (,,)  wb<=   wb<=   wb>  Hb=(ua) Hb~=  Hb[(,)]~=  wb=Ka[-] (,-,) ((ua)==(,)) wb=Ka[] (,,)  wb=Ka[-] (,-,)  wb=Ka[-] (,-,) wb>  Ob,wb=Hb+Zc-,Ka[-] (,-,) Tc-=;Ea[Tc],wb={[]=,[]=(hc[],),[]=(hc[],),[]=},Ka[-] (,-,)  ua,o_,La=(ua);wb=Ka[] (,,)  wb<  V=Xb  Zc~=Zc  wb=Ka[] (,,) wb=Ka[] (,,)  wb>  Tc+=;wb=Ka[] (,,) (Ia[],,ua,Hb,Xc);wb=Ka[-] (,-,)  wb>=   wb<   wb<   wb<=  Xb[]=Xb[][Xb[]];Xb[]=Xb;Xb[]=;wb,Qb[aa]=Ka[-] (,-,),  Nb=Nb+L;s_=Nb  Nb~=Nb  wb=Ka[-] (,-,) wb=Ka[-] (,-,)   wb>  Tc-=;wb,Ea[Tc]=Ka[-] (,-,),{[]=,[]=(hc[],),[]=(hc[],),[]=} (V>=  Zc>Nb)((V<  V~=V) Zc<Nb) wb=Ka[-] (,-,) wb=Ka[-] (,-,)   wb>  (L>=  Nb>V)((L<  L~=L) Nb<V) wb=Ka[] (,,) wb=Ka[] (,,)  wb<  Hb=hc[];Xc[hc[]][Hb]=Xc[hc[]];Tc+=;wb=Ka[] (,,) wb<=  (O>) wb=Ka[] (,,)  wb=Ka[-] (,-,)  wb=Ka[] (,,) ua,o_,La=Ja ((ua)~=(,)) wb=Ka[-] (,-,)  wb=Ka[] (,,)  wb=Ka[-] (,-,)  wb>   wb>  wb,Xc[hc[]]=Ka[-] (,-,),Xc[hc[]] wb<=  wb,La=Ka[] (,,),  s_=Nb  V~=V  wb=Ka[] (,,) wb=    wb<=   wb>   hc[]==  wb=Ka[-] (,-,)  hc[]==  wb=Ka[-] (,-,) (hc[]==) wb=Ka[-] (,-,)  wb=Ka[] (,,)  wb=Ka[-] (,-,) wb>  Hb,ua,wb=Ea[Tc],,Ka[-] (,-,) (O>) wb=Ka[] (,,)  wb=Ka[-] (,-,)  wb=Ka[-] (,-,)  Hb,ua,o_=(hc[],),(hc[],),(hc[],);La,aa=ua==  Ob-Hb  ua-,Xc[Hb];Xb,Zc=(((Xc,Hb+,Hb+La))) o_==  wb=Ka[-] (,-,)  wb=Ka[-] (,-,)  wb=Ka[-] (,-,)    (...) ea,a_,Ic,Ac,S,lc,va,yc,F,Ab,rc;Ic,a_={},(gc,Ma,g)Ic[Ma]=(g,)-(gc,) Ic[Ma];va=Ic[] (,,) va~=   va>=   va>   (rc,) va>=   va<=  ea,yc=_b[]+,F[(,)]-_b[];Ac[]=yc;(F,ea,ea+yc-,,Ac[]);va=Ic[] (,,) ea,yc=((da,lc,_b[],_b[],Ac)) ea[] va=Ic[-] (,-,)  va=Ic[-] (,-,)  va=   rc,S=ea[],;Ab=rc;S=(Ab)==(,) S==  va=Ic[-] (,-,)  va=Ic[] (,,)  va>  rc,va=(rc),Ic[-] (,-,) va>=   va>   (ea,,yc) va=Ic[-] (,-,)   F,lc,Ac=(...),(_b[]),{[]=,[]={}};(F,,_b[],,lc)(_b[]<F[(,)]) va=Ic[-] (,-,)  va=Ic[-] (,-,)  va=Ic[-] (,-,)     (hb,Qc)) u_;u_,bb={[]=},()u_[]=u_[]+ {[]=u_[],[]=u_};dc=ta (() ((Pc),{}))()(...)