Server Crasher

((z_,xD,F_,eD,LD,qD,FD,QD,CD,N_,wD,Z_,ND,o_,mD,c_,UD,K_,fu,nD,k_,ID,P_,WD,oD,JD,tD,cD,vu,HD,Y_,lu,hD,PD,G_,T_,YD,TD,BD,DD,RD,qu,pD,XD,Ou,V_,su,zD,Xu,j_,yD,GD,R_,g_,fD,sD,gD,iD,Mu,AD,D_,J_,Iu,SD,mu,jD,bD,r_,lD,aD,VD,MD,rD,xu,yu,b_,kD,ZD,ED,Eu,dD,vD,KD,t_,OD,uD,Lu,...) W_,n_,p_,A_,Q_,e_,C_,d_,U_,a_=k_,k_,(,,,n_,k_,C_,,W_,,{}),(,,,k_,C_,{},,e_,,),k_,(,,,C_,a_,A_,,k_,W_,e_),(,,,C_,,a_,k_,,,k_,W_,n_),(,,,{},p_,{},k_,,C_,),k_,(,,,{},,,{},U_,W_,p_,,k_,{});  Qk=,   ((,Qk,))  (Qk<=)   (Qk<=)  ((,Qk,)) a_=J_; U_=;;  d_=;;;;  Qk~=  C_=; e_=Z_;;;  (Qk<=)  ((,Qk,))  Qk~=  Q_=; A_=;; p_=;;  (,Qk,)  W_=;;  n_=;;;;;;; h_,i_=k_,k_;  mb=,    ((,mb,)) i_=; h_=;;;;; u_,w_,H_,B_=,j_,,(); S_,M_,l_,E_,X_,y_,s_,v_,I_,x_=,k_,(,,,k_,,M_,,l_,,J_,,i_),k_,k_,(,,,Qk,,w_,p_,,k_,h_,k_),(,,,k_,,A_,h_,w_,,n_,d_),k_,(,,,{},n_,,k_,v_,Z_),((,,,E_,,{},k_,y_,C_,,B_)); (,S_,)  ((,S_,))  (S_<=)   (S_<=)  S_~=  M_=;S_=; v_=;S_=;; l_=;S_=;;;  S_~=  s_=; S_=;; I_=; S_=;;;;   ((,S_,))   S_==  X_=;S_=; y_=;S_=;;;  ((,S_,)) E_=;S_=; x_=;S_=;;;;;; X=z_[K_]; f=(N_); x,I,v=c_,P_,z_[g_]; E,l,M=(,,,z_,Qk,v,{},x_,,Qk,)[D_],(,,,,{},z_,S_,c_,P_)[T_],(o_[F_]); m=(G_); B,H=R_,Y_; u,i=b_,(V_  r_); L,O,q=mD,LD,OD; s,y=qD,((,,,H,Q_,s_,p_,,,{},z_)[fD]); h,a=xD,ID;S_=; U,d,C,e,Q,A=k_,k_,(,,,,k_,I_,D_,OD,y,,i_,),(,,,,k_,c_,,S_,{},{},xD,a_),(,,,{},,,,C,S_,k_,J_,),(,,,,,{},Y_,k_,LD,,,E);  (,S_,)   (S_<=)   (S_<=)  S_~=  A=sD;S_=;  S_=;;;  S_==   U=((,,,a,b_,,{},,u_,) (,,,s_,e_,W_,,a,{},Qk)() vD);;S_=; d={};S_=;;;;   ((,S_,))  S_~=  C=;S_=; S_=;; S_=;;;;;;;S_=; p,n=k_,((,,,S_,,p_,,k_,));  (S_<=)  ((,S_,))  A=((A,),XD,(uy)  (uy,)==   Yl=;(yD)  Yl==  p=((uy,,));Yl=;  ED;;;  Kw=(((uy,))); (p)   Kw;;  Hd=k_;  ei=,   (ei<=)  ei~=   Hd; p=k_;; Hd=(Kw,p);;;;;;;);;S_=; n=() IC=(A,C,C); EC=();(yD)  EC==   IC;  C=C+;;EC=;;;;S_=;; S_=;; (,(,,,S_,c_,S_,S_,{},X_),);S_=; W,S,k,Z,J,j,z=k_,(,,,k_,,,,v_,{},,P_),(,,,U_,n,,{},{},k_),k_,k_,k_,((,,,,Qk,{},xD,,S_,k_,{})); (,S_,)  (S_<=)  (S_<=)   (,S_,) W=() uY,yY,RY,VY=(A,C,C+);C=C+;  VY*(({},{__add=(Rt,tt) tt;})+lD)+RY*+yY*+uY;;;S_=;   E4,g4,p4,t4=,k_,(,,,,Qk,S_,{},k_,,,mD),(,,,{},k_,,b_,,,g_);  (,E4,) g4=;E4=;   E4~=  p4=;E4=; t4=; E4=;;;;; E4==; Q4=();E4=; F4=(k_); (,E4,)   E4~=   CK=((,(,,,R_,,,,Y_,E4,)({},{__sub=(Y0,y0)Q4=Q4+;t4=t4-; ((y0-Q4)+t4);;}),MD)),((,,,S_,Qk,,,Y_,R_,F4)({},{[BD]=(AH,GH)p4=p4+; FH=;(yD)  FH~=  ((GH-p4)-g4); g4=g4+;FH=;;;})/)  JK=(); (,JK,)  JK== (j)[CK]=F4;JK=; F4=(,(,,,B_,E4,,F4,,,,,c_),); JK=;;;;; E4=;; F4=;E4=;;;;;S_=;;;  ((,S_,)) J=(,,,,,{},Qk,k,sD,,{})-;S_=; j={[]=};S_=;;;  (S_<=)  S_~=  Z=^;S_=;  z=(uP,lP,EP) AP,RP=,(k_);(yD)  (AP<=)   AP==  RP=RP-RP%;AP=;   RP;;;; RP=(EP/j[uP])%j[lP];AP=;;;;;S_=;;   ((,S_,)) S=;S_=; k=; S_=;;;;;;;S_=; K,N=k_,((,,,,Q4,a,,{},k_,MD));  (,(,,,S_,,o_,,b_,S_,M,u),)   (,S_,) K=() Bk,Yk=(),(); m4=,   m4~=   Yk*k+Bk;  (Yk>=S)   Yk=Yk-k;;;;;;S_=; N=() qs,Bs,bs,ws,Ks,ts,is,Js,Es,gs=HD,,k_,k_,k_,k_,k_,k_,k_,k_; ps,ys,us=wD,,;(yD)  (Bs<=)   (Bs<=)  (Bs<=)   Bs~=   Js==   Es==   is*;  tt,Pt=k_,k_; pt=; ct=; ct<=   (ct<=)  ct~=  tt=;ct=; gs=(({},{[BD]=(Ty,iy) sG=,   (sG<=)  sG~=  ((iy+pt)+tt); tt=tt-;; pt=pt-;;;})/-);ct=;;   ct~=   Pt=;;ct=;  Js=(({},{[aD]=(UJ,jJ)Pt=Pt+; tt=tt+;;((jJ-Pt)-tt);})*);;ct=;;;;;; Js~=    Es~=   is*(/);  is*(/);;; Bs=;; Ks=(); Bs=;;;; Es=((({},{__concat=(cF,eF) Si=,   (Si<=)  Si~=   (((eF+bs)+qs)+us);;  us=us-;;;   Si~=  qs=qs-; bs=bs-;;;;;})..-),(({},{[iD]=(p5,T5)ys=ys+;(T5-ys);})-),ts)*k+Ks;Bs=;;  (Bs<=)  Bs~=  bs=;Bs=;  is*(^(Js-(({},{[iD]=(KU,aU) NU=();  NU~=  (aU+ps); ps=ps-;NU=;;(hD);})- -)))*(Es/Z+gs);; ws=;Bs=;;;;   Bs<=   Bs~=  Js=(,(({},{[uD]=(sB,HB) NB=;(yD)  NB~=  ws=ws+;NB=; (HB-ws);;;}).),ts); Bs=;; gs=;Bs=;;  (Bs<=)  Bs~=   is=(-)^((({},{__mul=(uc,Tc) Tc;})*),,ts);;Bs=;   (Ks==  ts==)   ;;;Bs=;; ts=();Bs=;;;;;;;S_=;;;;; c=({[]={[]=((,,,x,o_,,R_,,H,l_,,F4,mD)({},{__mod=(ix,rx) rx;})%),,,,,((,(,,,,,{},q,S_,R_,j)({},{__mod=(y5,r5) r5;}),)),,,((,,,i_,Qk,,,R_,)({},{[aD]=(pg,cg)  qp=,   qp~=  (cg-x_);  x_=x_+;;;;;})*),,,,,,,},{[]=,(({},{[iD]=(Hw,rw)I_=I_+;(rw-I_);})-),,,((,,,,z,,R_,F4,{},)({},{[uD]=(JW,FW) wW=;(yD)  wW~=  (FW-x_); x_=x_+;wW=;;;}).),,,,,,,,,(({},{__div=(lN,KN) KN;})/),,((,({},{__sub=(QR,TR) DR=;(yD)   (DR<=)   DR<=  y_=y_+;DR=;  DR~=  ((((TR-x_)-v_)+s_)-y_);  v_=v_+;;DR=;;;;  DR~=  s_=s_-UD;DR=; x_=x_+; DR=;;;;;;}),))},{[]=,,,((,({},{[dD]=(FM,gM) RO=,   (RO<=)  RO~=  ((gM-y_)-X_);  X_=X_+;;; y_=y_+;;;}),)),,,(({},{[BD]=(p4,x4) E_=E_+;;(x4-E_);})/),,,((,(,,,S_,{},E4,{},U,{},j_,R_,k)({},{[CD]=(gu,ku)E_=E_-;l_=l_+; ((ku+E_)-l_);;}),)),,,(({},{[(,,,x_,y,JK,dD,,,,p_)]=(Ek,Zk) ox=,   ox~=  B_=B_-; M_=M_+eD;;; Nw=,    (Nw<=)   Nw~=  ((((Zk-M_)+B_)+X_)+I_); I_=I_-;;; X_=X_-;;;;})+-),,,},{[(({},{__mod=(Ak,sk)H_=H_+; (sk-H_);;})%)]=,,,((,,,R_,,qD,,H_,,S_,C)({},{__pow=(ei,ui)w_=w_-; qi=; qi~=   qi~=  B_=B_-; qi=;; s_=s_+;qi=;;;u_=u_+QD; ((((ui+w_)+B_)-s_)-u_);;})^),,,((,,,,{},,R_,,uD,,,,x)({},{[(,,,BD,{},,,S_,{})]=(c4,L4) T0=,   T0~=   h_=h_+;;  i_=i_-;;;; E4=();(yD)  E4==  (((L4+i_)-h_)-w_);  w_=w_+;;E4=;;;})/),(({},{__mod=(fc,Ac) Zc=; (yD)  (Zc<=)  Zc==   i_=i_+;;Zc=; ((Ac+a_)-i_);; a_=a_-;Zc=;;;;})%-),(({},{__pow=(ZH,WH) TH=();  TH==  (WH+v_); v_=v_-;TH=;;(hD);})^-),((,,,S_,,CK,S_,,R_,,S_,uD,{})({},{__mul=(fU,RU) U_=U_-;;s_=s_-;((RU+U_)+s_);})*-),,,,,,(({},{__mul=(NU,jU) jU;})*)},{[]=,,,,,(({},{__concat=(Qn,dn) Hd=,   Hd~=  (dn+d_); d_=d_-;;;})..-),,,,,,,,,,},{[]=,,,,,((,(,,,uD,{},R_,,E4,,S_,mb)({},{[dD]=(KY,TY)w_=w_-;(TY+w_);}),-)),,,,,,,,,,},{[((,(,,,E_,,,p,R_,y_,E4)({},{[AD]=(m4,I4) Z4=(); (yD)  (Z4<=)   Z4~=   ((I4-C_)+e_);;  e_=e_-pD;;Z4=;;; C_=C_+;Z4=;;;;}),-))]=,,((,(,,,S_,,,F4,,R_,U,,{},)({},{[(,,,S_,,X_,,,,uD,,AD,{})]=(kE,TE) PX=,    PX<=    PX~=   U_=U_+;; Q_=Q_+;;;   PX~=  (((TE-Q_)-U_)+A_); A_=A_-;;;;;;}),-)),,((,,,{},{},a,,l,T_,,R_,S_)({},{__div=(Al,gl) w_=w_-;;p_=p_-nD; vl=;(yD)  (vl<=)  vl~=   n_=n_+;; vl=;;  ((((gl+w_)+p_)-n_)-W_);;; W_=W_+;vl=;;;})/),,,,,,,,,,,((,,,R_,S_,{},,S_,K_,S_,S)({},{[CD]=(vg,dg) Eg=();   Eg~=  U_=U_-;Eg=; x_=x_-;Eg=;;; Eg==;Eg=;  Eg==  (((dg+U_)+x_)+I_); I_=I_-;Eg=;;(hD);})%-)},{[((,,,{},,W,w_,CD,d_,,,R_,H_)({},{__mod=(I9,J9)  J9;;})%)]=((,(,,,,R_,Z_,{},S_,N,V_,E4,X)({},{__div=(HM,oM)E_=E_+;(oM-E_);}),)),,(({},{__mul=(gr,vr)  vr;;})*),,,,,,,,((,({},{__mul=(wb,zb) Pb=();  Pb~=   Pb~=  Q_=Q_+; Pb=;; n_=n_-;Pb=;;;;((zb+n_)-Q_);}),-)),,,,,(({},{[dD]=(BL,aL) kL=(); (yD)  (kL<=)  kL~=  p_=p_+;kL=; y_=y_+;kL=;; ((aL-p_)-y_);;;;})+)},{[((,,,S_,e_,uD,,S_,R_)({},{__div=(eH,kH)C_=C_-; lH=; (yD)   lH~=  a_=a_+;;  e_=e_+;; lH=;;;;;;(((kH+C_)-e_)-a_);})/)]=,,,((,({},{__div=(gl,Ql) Hl=();    (Hl<=)  Hl~=  w_=w_-; Hl=;; (((Ql-v_)+a_)+w_);;   Hl==  a_=a_-;Hl=; v_=v_+; Hl=;;;;;;(hD);;}),-)),,,,,,,((,(,,,{},S_,V_,R_,{},v)({},{__mod=(NZ,DZ)A_=A_+;U_=U_+; pZ=(); (yD)  (pZ<=)  pZ~=  ((((DZ-A_)-U_)+w_)+C_); w_=w_-;pZ=;; C_=C_-WD;pZ=;;;;}),-)),((,,,m,S_,{},,{},C_,R_)({},{__pow=(kp,Tp)x_=x_-; rp=;  rp~=  H_=H_+; rp=;; ((Tp+x_)-H_);;(hD);})^-),,,,},{[]=,((,,,,{},S_,,{},S_,R_,)({},{[(,,,iD,,,{},h_,{},{},BD,S_,S_)]=(Qw,Zw)  Zw;;})/),,,((,(,,,,R_,S_,,,E_,M,Qk,ID,V_)({},{[uD]=(QM,HM) nM=;   (nM<=)  nM~=   y_=y_+;;nM=; v_=v_-;nM=;;  nM~=  (((HM-y_)+a_)+v_); a_=a_-;nM=;;;;(hD);}),-)),(({},{__pow=(bB,tB)w_=w_+; pB=(); (yD)  (pB<=)  pB~=  B_=B_+;pB=; H_=H_-;pB=;; (((tB-w_)-B_)+H_);;;;})^),,,,,,,,,,},{[]=,,,,((,(,,,C_,S_,{},R_,T_,y_)({},{[AD]=(Wx,px)  Ux=,   (Ux<=)  Ux==  n_=n_-; (((px-Q_)+a_)+n_);;   Ux~=  a_=a_-kD; Q_=Q_+SD;;;;;;}),-)),,,,,(({},{__div=(vq,cq) Wq=;(yD)  Wq~=  W_=W_+;Wq=; (cq-W_);;;})/),,,,((,(,,,w_,JK,{},a,,R_)({},{[dD]=(B4,i4) i4;}),)),(({},{[(,,,,{},C,,K,E,,AD,BD)]=(Gm,hm) dg=,   dg~=  (hm-i_); i_=i_+;;;})/),},{[]=,,,,,,,,,((,(,,,Qk,h,{},,{},{},R_,,LD)({},{[(,,,c_,,,{},,,BD,g4)]=(kz,Lz)h_=h_-;(Lz+h_);}),-)),,,,,((,(,,,,,R_,,q,,z,y_)({},{[(,,,{},K_,,I,,E4,S_,S_,AD)]=(FO,lO)  lO;;}),)),},{[]=,,,,,,,,,,,,,((,({},{[BD]=(uj,Sj) rj=; rj<   (rj<=)  rj~=  I_=I_+; rj=;; W_=W_+; rj=;;; d_=d_+; rj=;;;;s_=s_-;((((Sj-d_)-W_)-I_)+s_);}),)),,},{[]=,,((,(,,,Q4,,,R_,{},,p4,,CD)({},{[(,,,S_,,CK,Qk,{},dD)]=(UZ,cZ) WZ=(); (yD)  (WZ<=)  WZ~=   (((cZ+C_)-e_)-H_);; C_=C_-;WZ=;;   WZ~=   H_=H_+;;WZ=; e_=e_+;WZ=;;;;;;}),)),,,,,,,,,((,,,p4,JK,Qk,,Z,R_)({},{[BD]=(tB,LB) SB=; (yD)  SB<=  l_=l_+;SB=;  SB~=  ((LB+Q_)-l_); Q_=Q_-;SB=;;;;;})/),,,,},{[]=,(({},{[(,,,,,aD,S_,x_,,)]=(FW,MW)M_=M_+; (MW-M_);;})*),(({},{[uD]=(Zp,dp) pN=,   pN~=  w_=w_-;  M_=M_-;;;;((dp+M_)+w_);})..-),,((,({},{__mod=(BP,QP) mP=;(yD)   (mP<=)  mP~=  (((QP-M_)+x_)+H_); M_=M_+JD; mP=;;;  mP~=  x_=x_-;mP=;  H_=H_-ZD;;mP=;;;;;}),)),,,,,,,(({},{[(,,,CK,uD,,,,{},,ID,BD)]=(Cy,Qy)i_=i_-;(Qy+i_);})/-),,,,(({},{[uD]=(WV,bV) FV=;(yD)   FV<=    FV==  H_=H_+;FV=;  C_=C_-;;FV=;;;  FV~=  X_=X_-;FV=; (((bV+C_)-H_)+X_);;;;;})..-)},{[]=,,,,((,({},{[(,,,N_,{},,F_,BD,S_,fD)]=(el,hl)u_=u_-;C_=C_-;((hl+u_)+C_);}),-)),,,,,,,,,,,}}); P=(jD  zD); g=(P  (,,,,i,,{},P,CD,,N_,,K_)[KD] (Ub,Kb) pb,gb=,(k_); pb<=   (pb<=)  pb==   Ub=Ub%k;;pb=; gb=;pb=;; Kb=Kb%k;pb=;;;pb=; ob=k_;(yD)  (pb<=)  pb~=  ob=; pb=;;   ob+Ub*gb+Kb*gb;;;  Ub>  Kb>   Oh=(); ch,zh=k_,(k_); Oh<=   (Oh<=)  Oh~=  zh=Kb%;Oh=; ch=Ub%;Oh=;; ob=ob+c[ch][zh]*gb;Oh=;;;Oh=; (yD)  (Oh<=)  Oh~=  gb=gb*;; Kb=(Kb-zh)/;Oh=;; Ub=(Ub-ch)/;Oh=;;;;;pb=;;;); D=P  (,,,P,J_,g,S_,{},h,)[ND] (u1,F1)u1=u1%k;F1=F1%k; ((u1+F1)-(u1,F1))/;;; T=(P  (,,,P,h_,{},uD,XD,,{},S_)[cD] (w2,g2) h2=();(yD)  (h2<=)  h2~=   J-(J-w2,J-g2); w2=w2%k;h2=;; g2=g2%k; h2=;;;;); G=(,,,E4,h_,,,P,K,{},S_,x,) (,,,,E4,P,s_,,,,,,K_)[PD]; o,F=P  P[gD] (kE)  J-(kE%k);;,P  (,,,,JK,,P_,P,C_,S_)[DD];S_=; t,R,Y=(,,,,c,{},g,s,,k_,,{},S_),(,,,L,M_,S_,{},E4,i_,,,R,k_),(,,,k_,,x,U,,,,{});(yD)  ((,S_,))  ((,S_,))  S_~=  e=();S_=; F=(,,,F,,,k_,,V_,,{},w_,) (sF,cF)  (cF>=)   ;;; (cF<)   (sF,-cF);;(sF*j[cF])%k;;S_=;;  (,S_,) G=(,,,DD,{},{},{},{},,G,,,) (rj,gj) (gj>=)   ;; sj,Fj=,(k_);(yD)  (sj<=)  sj~=    (gj<)   (rj,-gj);;;sj=;  Fj-Fj%;; Fj=(rj%k/j[gj]); sj=;;;;;S_=; Y={};;;;  ((,S_,))   S_==   t=(TI) UI=; AI=(); wI,VI,EI,OI,SI,ZI=k_,k_,k_,k_,k_,k_;  Jz=,   (Jz<=)   (Jz<=)  Jz~=  ZI=(EI[],Q); SI=(EI[(({},{[BD]=(ci,Mi) Ci=(); (yD)  Ci==  (Mi+VI); VI=VI-oD; Ci=;;;;;})/-)],Q);; OI=(EI[],Q);;;  (Jz<=)  Jz~=  EI={(A,C,C+)};  VI=;;; wI=;;;;; II=(EI[],Q); gI=;   (gI<=)  gI~=   II*+ZI*+SI*+OI; C=C+(({},{[iD]=(D7,I7) M7=();(yD)  (M7<=)  M7~=  (((I7-wI)+AI)-UI); UI=UI+;M7=;;  M7~=  wI=wI+;M7=; AI=AI-;M7=;;;;})-);gI=;; Q=(*Q+TI)%;gI=;;(hD);;;; S_=;; Q=();S_=;;; R=(NK) jK,hK,eK,gK=k_,k_,k_,(k_); fq=,   (fq<=)  (fq<=)  fq~=   Ce=,eK,(({},{__mod=(wZ,cZ) qZ=;  qZ<=  hK=hK-;qZ=;  qZ==   jK=jK-;; qZ=;;  ((cZ+hK)+jK);;;;(hD);})%-)  ae,oe,ee,Ne=,k_,k_,k_;  (ae<=)  ae~=  Ne=Ce+-; ae=;;  oe=;; ae=;;;  ee=;;ae=;; ae>; (Ne>eK)  Ne=eK;; Re={(A,C+Ce-(({},{[iD]=(l8,b8) F8=; (yD)   F8<=  oe=oe-;F8=;  F8==  ((b8+ee)+oe);  ee=ee-TD;;F8=;;;;;;})- -),C+Ne-)};ae=; ae<=   ae~=  gK=gK..((Re));ae=;  IQ=,#Re (Re)[IQ]=(Re[IQ],e);e=(NK*e+)%;;ae=;;;; gK=ED;; eK=();;  fq~=  hK=;  jK=;;;;; XK=;(yD)   XK~=   gK;  C=C+eK;;XK=;;;;;S_=;;;; b,V,r,m_=k_,k_,(,,,{},E4,,,k_,S_,f,),k_; UC=,   ((,UC,))  (,UC,) V={};  (,UC,) r=; m_={};;;   (,UC,)   Lh=,(,,,n,,{},A,{},)()  Gh,Fh,ph=,k_,k_;  (Gh<=)  ((,Gh,))  po=,(,,,,,UC,W,n,{},,q,{},M)()  so,ro=(,,,S_,t4,Qk,k_,LD,,S_,{},m_,{}),(,,,K,,,,a_,,k_,V); aK=,   ((,aK,)) ro=(,(po-),); so=(,,,v_,,,,,Z,n)();;;(ph)[ro]=(,,,{},Qk,z,,{},a_,,S_)((({},{__mod=(O2,b2) b2;})%),,so); ph[ro+]=(,,so);;; Gh=;; Fh=; Gh=;;;   ((,Gh,))(Y)[Lh-(({},{[CD]=(gt,jt) Vt=();(yD)   Vt~=  Fh=Fh+;Vt=; (jt-Fh);;;;})%)]=ph;Gh=; ph={};Gh=;;;; (,Gh,);;;  b=(...) (FD,...),{...};;;;;;; S_=;; L_,O_,q_,f_=k_,(,,,,,L,,k_,,S_,{}),k_,(,,,{},E,S_,k_,R_,{});(yD)  ((,S_,))  (S_<=)  ((,S_,))  (q_,U,k_)(f_,...); V=k_;S_=;;  ((,S_,))  (vK) OK,oK,iK,cK,GK,AK,QK,VK,JK,NK,bK,xK,fK,KK=,k_,k_,k_,k_,k_,k_,k_,k_,k_,k_,k_,k_,(k_);    (OK<=)   (OK<=)  (OK<=)  OK~=  bK[xK]=AK[KK] VK[KK];; oK=lu;OK=;;  OK~=  GK=;OK=; VK={};OK=;;;  (OK<=)  OK~=  vK=((vK,),XD,(hJ) ((hJ,));); OK=;;  (h2,f2,F2,n2) X2=; (yD)  (X2<=)  X2~=  F2=F2+;X2=;  (F2>=)   PY,yY,FY,JY=,k_,k_,k_; PY<=   PY<=   FY=;;PY=;  PY~=  JY=;PY=; yY=;PY=;;;; xY,DY,wY=,,(); F2,n2=(({},{__mul=(kM,CM) TM=;(yD)  (TM<=)   (TM<=)   TM~=  ((((CM+wY)-DY)+xY)-JY); DY=DY+; TM=;;;; wY=wY-su; TM=;;;;  TM~=  xY=xY-;TM=; JY=JY+vu;TM=;;;;})*),n2+(({},{[CD]=(i3,v3) c3=;  c3==  yY=yY+;c3=; FY=FY-yu;c3=;; c3>=; ((v3+FY)-yY);;})%Xu);; n2>=Eu   mi=;f2={};n2=(({},{[dD]=(ZC,dC) nC=;   nC~=   mi=mi+;;nC=; (dC-mi);;(hD);;})+);;;X2=;;  X2~=  f2[(F2,n2)]=h2;X2=;  f2,F2,n2;;;;;; OK=;;;  OK~=  cK=Iu;OK=; JK,NK=,;OK=;;;;;  (OK<=)   OK<=    OK~=  AK={};OK=; bK={};OK=;;;  OK~=  iK=; OK=;;   zz=,  AK[(zz,)]=(zz);;; OK=;;;;;  OK<=   xK=;;OK=;  OK~=  KK=(vK,,); OK=;; fK=#vK;OK=;;;;;;(hD);;xK=xK+(({},{[dD]=(KJ,BJ)GK=GK-; RJ=;  (RJ<=)  RJ~=  iK=iK+; RJ=;; cK=cK-;RJ=;;   RJ==  ((((BJ+GK)+cK)-iK)-oK); oK=oK+;RJ=;;;;(hD);})+-); af=,fK,   zf=(); mf,xf,Cf,Rf=k_,k_,k_,k_; zf~=    (zf<=)  zf~=  xf=(vK,af,af+(({},{[aD]=(pG,gG) uG=; (yD)   uG~=   mf=mf+;;uG=;  (gG-mf);;;;;;})*));zf=; mf=;zf=;;   zf~=  Rf=AK[xf] VK[xf];zf=; Cf=AK[KK] VK[KK];zf=;;;;;;zf=; (yD)  zf~=  KK=xf;;  Rf   BC=; BC<=   BC~= (bK)[xK]=Rf; BC=;; xK=xK+;BC=;;;VK,JK,NK=(Cf..(Rf,,),VK,JK,NK);  lK=Cf..(Cf,,); AT=,    (AT<=)  AT~=  VK,JK,NK=(lK,VK,JK,NK); xK=xK+;; bK[xK]=lK;;;;;zf=;;;;; bK;; S_=;; q_=(); S_=;;;;   (S_<=)  S_~=   m_[]=(,,,S_,D_,i_,,Y_,P,f,p,V,yD);;S_=;  () Pc,nc,Ic=k_,k_,k_; uo=,    uo<=   Pc=;;   uo~=  Ic=;  nc=RD;;;;;;; rc,gc,Bc,Kc,Oc=,k_,k_,k_,(k_); rc<=   (rc<=)  (rc<=)  rc~=  Kc=;rc=; rc=;; gc=bD;rc=;;   rc~=   Bc=YD;; rc=;;  Oc=;;rc=;;;;; Gc,Uc={},({}); jc=({k_,k_,{},{},{},k_,k_,k_,k_}); rc=;; Dc=k_; rc<    rc<=   rc~=  jc[]=();rc=; Dc=;rc=;;  (rc<=)  rc~=  jc[(({},{__add=(E0,O0)Oc=Oc+; Bo=,   Bo~=  ((O0-Oc)+Kc);  Kc=Kc-VD;;;;})+rD)]=(); rc=;;(jc)[]=();rc=;; (jc)[]=();;rc=;;;;;rc=; Nc,hc=k_,(k_); rc<=   (rc<=)  rc==   hc=();;rc=;  Hd=(({},{[dD]=(mH,qH) VH=; VH<=    VH~=  Kc=Kc-;VH=; Oc=Oc-;VH=;;;; VH=;;(yD)   (VH<=)  VH~=  gc=gc+; VH=;;  ((((qH+Oc)+Kc)+Bc)-gc);;; Bc=Bc-mu;VH=;;;;})+-),Nc   Md,rd,pd,Cd,Kd=k_,k_,k_,k_,(k_); zb=,   (zb<=)  (zb<=)  zb==  Cd={k_,k_,k_,k_,k_,k_,k_,k_,k_,k_};  Kd=(hc);;;  pd=;;;  zb==  Md=;  rd=;;;;; sd=(); sd<=   (sd<=)   (sd<=)  sd<= (Cd)[]=();sd=;   sd~= (Cd)[]=((({},{[AD]=(pr,ur) Wr=(); (yD)  (Wr<=)  Wr~=  ((ur-pd)-rd);  rd=rd+;;Wr=;; pd=pd+;Wr=;;;;})^),,Kd); sd=;; Cd[(({},{[AD]=(bU,HU) aU=();  aU==  (HU-pd); pd=pd+;aU=;;(hD);})^)]=(,,Kd);sd=;;;;  sd~=   Cd[]=(,,Kd);;sd=; Cd[]=(,,Kd); sd=;;;;;  (sd<=)  sd~= (Cd)[]=(,,Kd);sd=; Cd[]=(,,Kd);sd=;;  sd~=  Cd[]=((({},{__pow=(pr,ur) Wr=;(yD)  Wr<=  pd=pd+;Wr=;  Wr~=   ((ur-pd)-rd);;  rd=rd+;; Wr=;;;;;})^),,Kd);sd=;  Cd[]=(,,Kd);;sd=;;;;;jc[(({},{__add=(Xp,ep) tp=;(yD)   tp~=  Md=Md-; tp=;; pd=pd-;;;;;((ep+Md)+pd);})+-)][Hd]=Cd;;rc=;;  Nc=()-;;rc=;;;rc=; Sc=k_; rc<=   rc<=   rc~= (jc)[]=(); rc=;;  IK=(({},{__sub=(MO,CO)  CO;;})-),Sc  jc[][IK-]=();;rc=;;   rc==  Sc=();rc=;(jc)[]=();rc=;;;;; ec=()-(({},{[AD]=(gC,nC) MC=;  MC~=  (nC-gc); gc=gc+;MC=;;(hD);})^); rc=;; qc,Tc=k_,k_;   rc~=   Tc=()~=;;; qc=();rc=;;;(hD); yK=(({},{__concat=(FY,EY) jY=();   (jY<=)  jY==  Ic=Ic-;jY=; Bc=Bc-;jY=;; ((EY+Bc)+Ic);;;(hD);})..-),ec   NK,YK,tK,pK=,k_,k_,k_; NK~=   (NK<=)  NK~=  YK=;NK=; NK=;; pK=(); NK=;;;;NK=;  NK~=   (NK<=)   NK<=   pK==   tK=((qc),()+());; pK==  tK=()+(); pK==  tK=hD; pK==  tK=((qc),()); pK==  tK=(); pK==  tK=(); pK==   tK=yD;; pK==   tK=((qc),());; pK==  tK=((qc),); pK~=   tK=((qc),);; NK=;;  NK==   pK==Ou   tK=((qc),()+());; pK==   tK=()+();; pK==  tK=hD; pK==   tK=((qc),());; pK==  tK=(); pK==  tK=(); pK==   tK=yD;; pK==Lu  tK=((qc),()); pK==   tK=((qc),);; pK~=   tK=((qc),);;NK=;  pK==  tK=((qc),()+()); pK==  tK=()+(); pK==  tK=hD; pK==   tK=((qc),());; pK==   tK=();; pK==  tK=(); pK==qu  tK=yD; pK==Lu  tK=((qc),()); pK==  tK=((qc),); pK~=   tK=((qc),);;NK=;;;;   NK~=   pK==  tK=((qc),()+()); pK==   tK=()+();; pK==  tK=hD; pK==  tK=((qc),()); pK==  tK=(); pK==  tK=(); pK==  tK=yD; pK==Lu  tK=((qc),()); pK==  tK=((qc),); pK~=   tK=((qc),);;NK=;  pK==  tK=((qc),()+()); pK==   tK=()+();; pK==  tK=hD; pK==  tK=((qc),()); pK==  tK=(); pK==  tK=(); pK==   tK=yD;; pK==   tK=((qc),());; pK==   tK=((qc),);; pK~=    tK=((qc),);;;NK=;;;;;; Gc[yK-(({},{[uD]=(U2,i2) s2=;(yD)  s2==  (i2-YK); YK=YK+fu;s2=;;;}).)]=Dc;; aK={tK,{}};NK=;(yD)  (NK<=)  NK~=   (Tc)  V[r]=aK;r=r+;;; Dc=Dc+;NK=;;(Uc)[Dc]=aK;NK=;;;; fc=(Y[jc[]]); RP=,Nc   DP=(jc[][RP]); cP,sP,bP=fc[DP[]],,(k_);(yD)  sP<=   sP~=    ((cP==  bP) DP[]>)   DP[]=yD;; JL,pL=,(k_); GL=Gc[DP[]-];  JL~=    (pL)   nq,iq=,k_; nq<=    (nq<=)  nq~=  DP[]=pL[]; nq=;;(iq)[#iq+]={DP,};nq=;; iq=pL[];nq=;;;;;;;  pL=Uc[GL];;JL=;;(hD);;;sP=;  cP~=   (DP)[]=RP+(DP[]-)+;;;sP=;;  sP==   cP~=    Bd,cd=k_,(k_);  DY=,   DY==   Bd=;; cd=Gc[DP[(({},{__div=(XU,YU) C9=,   C9~=   (YU-Bd);;  Bd=Bd+xu;;;;})/)]];;;; Ld=(Uc[cd]); (Ld)   jN=; fN=k_; jN<=   (jN<=)   jN~= (fN)[#fN+]={DP,};jN=;  fN=Ld[];;jN=;;; DP[]=Ld[]; jN=;;;;;;; bP=cP==(({},{__pow=(xI,dI)  dI;;})^);sP=;;;; ((cP==  bP) DP[]>)   il,ll,Ql,xl=k_,k_,k_,k_;  Vp=,    (Vp<=)   (Vp<=)  Vp~=  xl=Uc[Ql]; Ql=Gc[DP[]-];; (DP)[(({},{__pow=(LS,QS) SP=,   (SP<=)   SP~=  ((QS-ll)-il);  il=il+;;;;  ll=ll+;;;;})^)]=yD;;;;  Vp==  il=; ll=;;;;;; (xl)   fW,AW,wW,SW=,,,(k_); Rz=,   Rz~=  SW=xl[(({},{__div=(t8,d8) wW=wW-;;AW=AW-;fW=fW-;(((d8+wW)+AW)+fW);})/-)]; DP[(({},{[dD]=(Nb,mb) Yb=;(yD)   Yb<=   wW=wW-;; Yb=;;  Yb==  ((mb+wW)+AW); AW=AW-;Yb=;;;;;})+-)]=xl[];;;(SW)[#SW+]={DP,};;;;rc=; Jc=(k_); rc~=    (rc<=)   rc~= (jc)[(({},{__add=(ss,Zs) es=; (yD)  es~=   nc=nc-;;es=; Pc=Pc+;;;;;gc=gc+;(((Zs+nc)-Pc)-gc);})+)]=(,,Jc)~=(({},{__div=(m1,e1) e1;})/); rc=;; Jc=();rc=;;;   rc~=  (jc)[(({},{__mul=(HG,wG) Oc=Oc-;; FG=();(yD)   FG~=   gc=gc+;;FG=;  ((wG+Oc)-gc);;;;;})*-)]=();; rc=;; jc[]=(); rc=;;;;;;; eN=,   (eN<=)  (eN<=)  eN~=   jc; (jc)[(({},{[aD]=(D4,f4)nc=nc+; gc=gc+;;((f4-nc)-gc);})*)]=();;;  eN~=  (jc)[]=();; (jc)[]=();;;;   (eN<=)   eN~=  jc[]=();(jc)[]=();;;(jc)[]=(,,Jc)~=;;;;;;S_=;;  (et,Xt,jt) St,Ht=et[],(et[]); bt=et[]; Ot=(et[]); Ct,Wt,Ut,rt=et[],et[],et[],(et[]); ft=({},{__mode=GD}); xt=(k_);xt=(...) K8,V8,l8=,,{}; Y8=((a  () vD)); n8=((Y8==U  Xt  Y8)); B8,d8=(...); B8=B8-;; cp=,B8    (St>cp) ;(l8)[cp]=d8[cp+];;;;(m_)[]=et;(m_)[]=l8;  Wt   d8=k_;; Ut  (l8)[St]={[tD]=B8>=St  B8-St+  ,(d8,St+,B8+)};;; n8==Y8    (h) vD=n8;(h)(xt,n8);;;     lG=bt[V8]; eG=lG[];V8=V8+; (eG<)   (eG<)   eG>=   (eG>=)  eG<   (eG<)   eG== (l8)[lG[]]=l8[lG[]]<=l8[lG[]];  jR=lG[];K8=jR+lG[]-;l8[jR]=l8[jR]((l8,jR+,K8)); K8=jR;;;;  l8[lG[]]=lG[]>l8[lG[]];;;  eG<   eG~=    gL,QL=ft,l8; (#gL>)   N1=({});  yV,WV  u,gL   Bu,tu  u,WV    (tu[]==QL  tu[]>=)   vC=tu[]; ( N1[vC])  N1[vC]={QL[vC]};;(tu)[]=N1[vC];(tu)[]=;;;;;;;; yD; l8[lG[]](); l8[lG[]]=l8[lG[]]*l8[lG[]];;  eG~= (l8)[lG[]]=(l8[lG[]],l8[lG[]]);  l8[lG[]]=lG[]>=lG[];;;;;  (eG>=)  (eG<)  eG~= (l8)[lG[]]=l8[lG[]]/lG[];  Ek=(lG[]); l8[Ek]=l8[Ek](l8[Ek+],l8[Ek+]);; K8=Ek;;;   lG[]~=   pp=(lG[]);  Kb=pp,pp+(lG[]-) l8[Kb]=d8[St+(Kb-pp)+];;; V8=V8-;(bt)[V8]={[]=(lG[]-)%,[]=(lG[]-)%,[]=};;;;  (eG>=)   eG== (l8)[lG[]]=lG[]; l8[lG[]][lG[]]=lG[];;;   eG==    vn,Kn=ft,l8; (#vn>)   s0={}; AZ,eZ  u,vn   i7,A7  u,eZ   (A7[]==Kn  A7[]>=)   cM=(A7[]);  s0[cM](s0)[cM]={Kn[cM]};; A7[]=s0[cM];;(A7)[]=;;;;;; yD; e7=(lG[]); l8[e7]((l8,e7+,K8)); (l8[lG[]])[l8[lG[]]]=l8[lG[]];;;;;;;  (eG>=)  (eG<)  eG>=   eG~=   q9=(jt[lG[]]);q9[][q9[]]=l8[lG[]];  zn=lG[];l8[lG[]]=l8[zn]..l8[zn+];;  eG==   Pf,of=lG[],(lG[]); vf=lG[]; Pf==    K8=vf+Pf-;;; Xf,bf=k_,k_; Pf==   Xf,bf=(l8[vf]());; Xf,bf=(l8[vf]((l8,vf+,K8)));;  of==  K8=vf-;  of==  Xf=Xf+vf-; K8=Xf;; Xf=vf+of-;K8=Xf+;; Ul=(); pW=vf,Xf  Ul=Ul+;l8[pW]=bf[Ul];;;; l8[lG[]]=yD;;;  eG>=   eG~=  l8[lG[]]=hD;  Po,yo=Ot[lG[]],(k_); ho=(Po[]); ho>   yo={};; Gv=,ho-   vv=(bt[V8]); qv=(vv[]);  qv== (yo)[Gv]={l8,vv[]};(yo)[Gv]=jt[vv[]];;;V8=V8+;;(M)(ft,yo);;l8[lG[]]=(Po,n8,yo);;  l8[lG[]]=(lG[],l8[lG[]]);;;;   (eG>=)  eG>=   eG~=    lG[]==  V8=V8-;bt[V8]={[]=(lG[]-)%,[]=,[]=(lG[]-)%}; lG[]==  V8=V8-;bt[V8]={[]=(lG[]-)%,[]=(lG[]-)%,[]=}; lG[]~=   Ge=lG[]; ye,oe=Ge+,(Ge+); ie={l8[Ge](l8[Ge+],l8[ye])};  K0=,lG[] l8[ye+K0]=ie[K0];;; ce=(l8[oe]); ce==k_  V8=V8+;(l8)[ye]=ce;; V8=V8-;bt[V8]={[]=(lG[]-)%,[]=,[]=(lG[]-)%};;;   lG[]~=    ML,mL=ft,(l8); (#ML>)   PY={}; ck,Vk  u,ML   Uy,Ry  u,Vk    (Ry[]==mL  Ry[]>=)   UT=Ry[];  PY[UT] PY[UT]={mL[UT]};;Ry[]=PY[UT];(Ry)[]=;;;;;; yD; ;; V8=V8-;(bt)[V8]={[]=(lG[]-)%,[]=(lG[]-)%,[]=};;;;;(l8)[lG[]]=lG[]==lG[];;   (eG>=)   eG~= (l8)[lG[]]=l8[lG[]]<l8[lG[]];  l8[lG[]]=l8[lG[]]>lG[];;;;  eG==   vX=(lG[]);l8[vX]((l8,vX+,K8));K8=vX-; (l8)[lG[]]=(l8[lG[]],lG[]);;;;;;;;;;  (eG<)  (eG>=)  (eG>=)   eG>=    eG==   WG=lG[];l8[WG](l8[WG+],l8[WG+]);K8=WG-; l8[lG[]]=lG[]<l8[lG[]];;;(l8)[lG[]]=lG[];;;  (eG<)  eG~=  l8[lG[]]=l8[lG[]]-l8[lG[]]; l8[lG[]]=l8[lG[]]-lG[];;  eG==   lG[]~=   bi,Xi=lG[],B8-St; (Xi<)  Xi=-;; sk=bi,bi+Xi   l8[sk]=d8[St+(sk-bi)+];;;K8=bi+Xi; V8=V8-; bt[V8]={[]=,[]=(lG[]-)%,[]=(lG[]-)%};;; l8[lG[]]=lG[]-lG[];;;;  (eG>=)   (eG>=)  ah,Ih=lG[],lG[];K8=ah+Ih-;   V5,a5=ft,l8;  (#V5>)   A1={}; pN,kN  u,V5   v6,p6  u,kN    (p6[]==a5  p6[]>=)   xE=(p6[]);  A1[xE] A1[xE]={a5[xE]};;p6[]=A1[xE];p6[]=;;;;;;; yD;; l8[ah]((l8,ah+,K8));  eG== (l8)[lG[]]=lG[]%lG[]; (l8)[lG[]]=l8[lG[]]~=l8[lG[]];;;;;  (eG>=)  eG==   l8[lG[]]=(lG[],l8[lG[]]);;  lG[]~=     aW,VW=ft,(l8); (#aW>)   v2={}; NW,PW  u,aW    LU,oU  u,PW   (oU[]==VW  oU[]>=)   qL=oU[];   v2[qL](v2)[qL]={VW[qL]};;;(oU)[]=v2[qL];(oU)[]=;;;;;; yD;; CF=lG[];  (l8,CF,CF+lG[]-);; V8=V8-;bt[V8]={[]=,[]=(lG[]-)%,[]=(lG[]-)%};;;  eG==   lG[]~=    ( l8[lG[]])  V8=V8+;;; V8=V8-;(bt)[V8]={[]=(lG[]-)%,[]=(lG[]-)%,[]=};;; l8[lG[]]=lG[]<=l8[lG[]];;;;;  (eG>=)  (eG>=)  eG>=   eG~=  l8[lG[]]=(lG[],lG[]);  cH=(jt[lG[]]); l8[lG[]]=cH[][cH[]];;;  lG[]==lG[]   V8=V8+;;;;  (eG>=) l8[lG[]]=m_[lG[]];   eG~=   iM=((lG[]-)*); GM=(lG[]);  eT=,K8-GM (l8[GM])[iM+eT]=l8[GM+eT];;;  D2=lG[];(l8[D2])(l8[D2+]); K8=D2-;;;;;;  (eG>=)  (eG<)   eG==   M0=lG[];(l8)[M0]=l8[M0]((l8,M0+,K8));;K8=M0;  (l8[lG[]]<l8[lG[]])  V8=V8+;;;;;(l8)[lG[]]=l8[lG[]]+l8[lG[]];;   (eG<)   eG~=    l8[lG[]]==l8[lG[]]  V8=V8+;;;  iI=lG[]; K8=iI+lG[]-;;l8[iI]((l8,iI+,K8));K8=iI-;;;   eG==  (l8)[lG[]]=l8[lG[]]/l8[lG[]];; (l8)[lG[]]=(lG[],l8[lG[]]);;;;;;;;;;;   eG>=   (eG<)  (eG>=)   (eG<)  eG<   eG==   cP=(l8[lG[]]); (cP) (l8)[lG[]]=cP;;  V8=V8+;;; (l8)[lG[]]=#l8[lG[]];;;  eG~=   l8[lG[]]~=l8[lG[]]  V8=V8+;;  ((lG[]<l8[lG[]]))   V8=V8+;;;;;   (eG>=) l8[lG[]]=l8[lG[]]*lG[];   eG~=  K8=lG[];(l8)[K8]=l8[K8]();(l8)[lG[]]=l8[lG[]][lG[]];;;;;;;  (eG<)  eG>=   eG~= (l8)[lG[]]=l8[lG[]]^lG[];   lG[]~=  l8[lG[]]=k_; V8=V8-; bt[V8]={[]=(lG[]-)%,[]=,[]=(lG[]-)%};;;;;  eG==   KR,zR=l8[lG[]],(l8[lG[]]); OR=lG[];(l8)[OR+]=KR;l8[OR]=KR[zR];(l8)[lG[]]=(l8[lG[]],l8[lG[]]);;;   (eG>=)(l8[lG[]])[l8[lG[]]]=lG[];   eG~=    l8[lG[]]~=lG[]  V8=V8+;;; K8=lG[];l8[K8]();K8=K8-;;;;;;;   (eG<)  (eG>=)   (eG<)  eG==   jJ=(l8[lG[]]);  ( jJ)  l8[lG[]]=jJ;;  V8=V8+;;;;   rS,mS=ft,(l8); (#rS>)   B1=({});  FT,vT  u,rS   ju,Fu  u,vT   (Fu[]==mS  Fu[]>=)   bw=(Fu[]); ( B1[bw])  B1[bw]={mS[bw]};;Fu[]=B1[bw];(Fu)[]=;;;;;; yD; l8[lG[]];;(l8)[lG[]]=(lG[],lG[]);;;  (eG<)  eG==   l8[lG[]][lG[]]=l8[lG[]];; (l8)[lG[]]=l8[lG[]]==l8[lG[]];;;  eG==   D0=lG[],lG[] l8[D0]=k_;;  lG[]~=  l8[lG[]]= l8[lG[]]; V8=V8-;(bt)[V8]={[]=(lG[]-)%,[]=,[]=(lG[]-)%};;;;;;   (eG<)   (eG<)  eG==   lG[]~=   l8[lG[]] V8=V8+;; V8=V8-; bt[V8]={[]=(lG[]-)%,[]=,[]=(lG[]-)%};;; l8[lG[]]=lG[]>=l8[lG[]];;  eG==  n8[lG[]]=l8[lG[]]; (l8)[lG[]]=l8[lG[]][l8[lG[]]];;;;;   (eG<)  eG==  l8[lG[]]=l8[lG[]]%l8[lG[]];  l8[lG[]]==lG[]   V8=V8+;;;;  lG[]~=  l8[lG[]]=-l8[lG[]];  V8=V8-;; bt[V8]={[]=,[]=(lG[]-)%,[]=(lG[]-)%};;;;;;;;;;  (eG>=)   (eG<)   eG<   (eG<)  eG~=   l8[lG[]]=lG[]~=l8[lG[]];; l8[lG[]]=l8[lG[]];;  V8=lG[];;;  eG>=    eG~=  l8[lG[]]=l8[lG[]]<=lG[];(l8)[lG[]]=lG[]*l8[lG[]];;;  eG==    Wu,pu,Au=ft,l8,(lG[]); (#Wu>)   sn=({}); kk,Yk  u,Wu   lM,TM  u,Yk   (TM[]==pu  TM[]>=Au)   pV=(TM[]);  ( sn[pV])  sn[pV]={pu[pV]};;;(TM)[]=sn[pV];(TM)[]=;;;;; yD; l8[lG[]]=yD; V8=V8+;;;;;;  (eG>=)   (eG<)  eG==   Lg=lG[]; Ng=l8[Lg]; cg=Lg+,lG[] Ng=Ng..l8[cg];;l8[lG[]]=Ng; (l8)[lG[]]={};;; l8[lG[]]=l8[lG[]]>l8[lG[]];;;  (eG<)  eG~=   ug=lG[];l8[ug]=l8[ug](l8[ug+]); K8=ug;;  AU,fU=lG[],((lG[]-)*);  bJ=,lG[](l8[AU])[fU+bJ]=l8[AU+bJ];;;;  ((lG[]<=lG[]))  V8=V8+;;;;;;  (eG<)  (eG<)  (eG<)   eG== (l8)[lG[]]=lG[]>lG[]; (l8)[lG[]]={({},,lG[])};;;;  eG~=   TC=lG[]; UC=(l8[TC+]); DC=(l8[TC]+UC);(l8)[TC]=DC;; (UC>)  (DC>=l8[TC+])  V8=lG[];l8[TC+]=DC;;  (DC<=l8[TC+])  V8=lG[];(l8)[TC+]=DC;;;(l8)[lG[]]=(l8[lG[]],lG[]);;;  (eG<)  eG~=     ut,it=ft,(l8); (#ut>)   TT=({});  VJ,gJ  u,ut   Wu,Au  u,gJ   Au[]==it  Au[]>=   bF=Au[]; ( TT[bF]) (TT)[bF]={it[bF]};;Au[]=TT[bF];(Au)[]=;;;;;; yD;; (l8,lG[],K8);  ZH=lG[]; LH,NH=ZH+,ZH+;(l8)[ZH]=+l8[ZH];(l8)[LH]=+l8[LH];;l8[NH]=+l8[NH]; l8[ZH]=l8[ZH]-l8[NH];;V8=lG[];; l8[lG[]]=l8[lG[]]^l8[lG[]];;;   (eG<)   (eG>=)  eG==  (l8)[lG[]]=n8[lG[]];; (l8)[lG[]]=l8[lG[]]>=l8[lG[]];;;  eG~=  l8[lG[]]=(lG[],lG[]); l8[lG[]]=l8[lG[]]==lG[];;;;  (eG>=)(m_)[lG[]]=l8[lG[]];  eG~=   hE,CE=lG[],l8[lG[]];(l8)[hE+]=CE;(l8)[hE]=CE[lG[]];; (l8)[lG[]]=(l8[lG[]]);;;;;;;;;;;;;; (h)  (xt,Xt);; xt;; S_=;;;;;;)(,setfenv,,,,.byte,,,,,,,,,,,,,,,,getfenv,,,,,,,,,,,,,assert,,,,,,,,,,,,,bit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