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- --[[
- IronBrew:tm: obfuscation; Version 2.7.0
- ........................................................................................................................................................................................................
- ........................................................................................................................................................................................................
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- .... MMMMM,.............................................................................................................................................................................................
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- ...................................................:::::............................................MMMO................................................................................................
- .....:???? ,.......:????....,.8MMMMM,.......,,,MMMMI???INMMM.,................,.?ZMMMMDI:,,.........MMM$................................................................................................
- .....MMMMM?,.......MMMMM,,.OMMMMMMMM......, 7MM+?+++++++++?+DM$ .............MMMMMMMMMMMMMM ,,......MMM$................................................................................................
- .....MMMMM?,.......MMMMM..NMMMMMMMMM.,...,$M7++++++++++++++++++M$ .........MMMMMMMMMMMMMMMMMN .,....MMM$................................................................................................
- .....MMMMM?,.......MMMMMMMMMMM8..,,,.,..,MM?++++++++++++++++++++MM,,......MMMMMMMM~,.+MMMMMMMM......MMM$................................................................................................
- .....MMMMM?,.......MMMMMMMMZ ,,.......MMMMMMMMMMMMMDZZZZMMMMMMMMMMMMM ...MMMMMM,,,....., MMMMMM.....MMM$................................,.,,............................................................
- .....MMMMM?,.......MMMMMMM:............MMMMMMMMMMMMMMMMMMMMMMMMMMMMM....MMMMMD,...........MMMMMM.,..MMM$...:MMMMMMMM:,........8MMM:.,DMMMMM,......?MMMMMMMMI.........MMMM......... MMM,.........MMMI....
- .....MMMMM?,.......MMMMMM+............,M?+MMMMMMMMMM++?DMMMMMMMMM?+M,...MMMMM,.............MMMMM,,..MMM$,NMMMMMMMMMMMM8,.,....MMMM,NMMMMMMM,..,,MMMMMMMMMMMMMM.,.....MMMM.........7MMM7.........MMM$....
- .....MMMMM?,.......MMMMMM,............,M?++MMMMMMMM7++++MMMMMMMM$??MM,,+MMMMM,.............MMMMM=...MMM$,MMMZ...,?MMMMMM,.....MMMMMMMMM,......DMMMMM:,....MMMMMN,....MMMM.........7MMM7.........MMM$....
- .....MMMMM?,.......MMMMMM.............MM+??+MMMMMMM?++++MMMMMMMD??+$M,.MMMMM?.............,MMMMM?...MMM$,M,.,...,,,,MMMMM,....MMMMMM,,,,....,MMMMM,..,....,.MDNN$....MMMM.........7MMM7.........MMM$....
- .....MMMMM?,.......MMMMM?,............MM??++???????++++++?????+++++7M..$MMMM,.............,?MMMM.,..MMM$.............OMMMM....MMMMM.........$MMMM,....... MMMMMM.,...MMMM.........7MMM7.........MMM$....
- .....MMMMM?,.......MMMMM=,............NM?+++++++++++++++++++++++++?$M..MMMMM+,............,+MMMM+,..NMN$..............MMMM+,..MMMMM.........MMMM......,?MMMMM?.,.....MMMM.........7MMM7.........MMM$....
- .....MMMMM?,.......MMMMM,,............,M+?+++++++?++++++++?+?++++++M7,,DMMMM:...............MMMM:,..MMMN.,............$MMM7...MMMM=.........MMMM....,DMMMMM..........MMMM.........7MMM7.........MMM$....
- .....MMMMM?,.......MMMMM,,............:M$?++++?MM+++++++++DM?+++++?M,,,DMMMM+,..............MMMM+,..MMMM.,............?NMM?,..ZMMM,,........MMMM.,.MMMMMM,,..........MMMM,........7MMM7.........MMM$....
- .....MMMMM?,.......MMMMM,,.............,M=++++++DMD++?++DMM+++++++M:...$MMMM.,..............MMMM ,..MMMM..............OMMM,,..OMMM,,........MMMM.,MMMM?,,......MNZ,,,MMMM.........IMMM?,........MMM?....
- .....MMMMM?,.......MMMMM,,...............M+?+++++?+ZMMMN+++?+++++M7,...$MMMM................MMMM.,..=MMMN,..........,,MNMM.,..OMMM,.........?MMMI.,M..........,MMM,.,NMMM,........IMMMI.........MMM?....
- .....MMMMM?,.......MMMMM,,................M7+?+++++++++++++++++IM,,....$MMMM,...............MMMM,....MMMMN.,......,,.MMMM,....OMMM,,........,MMMMN..........,+MMM,...,MMMN,.....,,MMMMM,,,.....MMMM.....
- .....MMMMM?,.......MMMMM,,................,MM++++?++++++++????MM.......$MMMM,...............MMMM,.....MNMMM$,......MMMMM .....OMMM,,..........MMMMM~......,,MMMM ,....MMMMM,,,..~MMMMMMM~,,,.,MMMMM.....
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- .....MMMMM?........MMMMM,,.....................::MMMMMMMMM$.,.........,ZMMMM,,..............MMMM,,......, MMMMMMMMMM:.,,......+MMM................MMMMMMMMMM7,,,......,.,MMMMMMMMN.:...MMMMMMMMM,,......
- ..........,.......,,.....,.........................,,,,.,...................................................,.,,.,,,...........,,,..................,,..,,,,..............,,..,,,.......,,.,,,,.........
- ........................................................................................................................................................................................................
- ]]
- local f=string.byte;local E=string.char;local n=string.sub;local K=table.concat;local F=math.ldexp;local G=getfenv or function()return _ENV end;local l=setmetatable;local D=select;local a=unpack;local Q=tonumber;local function R(f)local o,e,d="","",{}local c=256;local a={}for l=0,c-1 do a[l]=E(l)end;local l=1;local function r()local o=Q(n(f,l,l),36)l=l+1;local e=Q(n(f,l,l+o-1),36)l=l+o;return e end;o=E(r())d[1]=o;while l<#f do local l=r()if a[l]then e=a[l]else e=o..n(o,1,1)end;a[c]=o..n(e,1,1)d[#d+1],o,c=e,e,c+1 end;return table.concat(d)end;local 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d=bit and bit.bxor or function(l,e)local o,d=1,0 while l>0 and e>0 do local c,n=l%2,e%2 if c~=n then d=d+o end l,e,o=(l-c)/2,(e-n)/2,o*2 end if l<e then l=e end while l>0 do local e=l%2 if e>0 then d=d+o end l,o=(l-e)/2,o*2 end return d end local function o(o,l,e)if e then local l=(o/2^(l-1))%2^((e-1)-(l-1)+1);return l-l%1;else local l=2^(l-1);return(o%(l+l)>=l)and 1 or 0;end;end;local l=1;local function e()local e,n,c,o=f(c,l,l+3);e=d(e,206)n=d(n,206)c=d(c,206)o=d(o,206)l=l+4;return(o*16777216)+(c*65536)+(n*256)+e;end;local function r()local o=d(f(c,l,l),206);l=l+1;return o;end;local function Q()local d=e();local l=e();local n=1;local d=(o(l,1,20)*(2^32))+d;local e=o(l,21,31);local l=((-1)^o(l,32));if(e==0)then if(d==0)then return l*0;else e=1;n=0;end;elseif(e==2047)then return(d==0)and(l*(1/0))or(l*(0/0));end;return F(l,e-1023)*(n+(d/(2^52)));end;local R=e;local function F(o)local e;if(not o)then o=R();if(o==0)then return'';end;end;e=n(c,l,l+o-1);l=l+o;local o={}for l=1,#e do o[l]=E(d(f(n(e,l,l)),206))end return K(o);end;local l=e;local function E(...)return{...},D('#',...)end local function M()local a={0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0};local f={0,0,0,0,0,0,0,0};local l={};local c={a,nil,f,nil,l};for c=1,e()do local n=d(e(),245);local e=d(e(),152);local d=o(n,1,2);local l=o(e,1,11);local l={l,o(n,3,11),nil,nil,e};if(d==0)then l[3]=o(n,12,20);l[5]=o(n,21,29);elseif(d==1)then l[3]=o(e,12,33);elseif(d==2)then l[3]=o(e,12,32)-1048575;elseif(d==3)then l[3]=o(e,12,32)-1048575;l[5]=o(n,21,29);end;a[c]=l;end;for l=1,e()do f[l-1]=M();end;c[4]=r();local l=e()local e={0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0,0};for d=1,l do local o=r();local l;if(o==1)then l=(r()~=0);elseif(o==0)then l=Q();elseif(o==3)then l=F();end;e[d]=l;end;c[2]=e return c;end;local function L(l,o,f)local o=l[1];local n=l[2];local e=l[3];local l=l[4];return function(...)local d=o;local n=n;local M=e;local r=l;local R=E local o=1;local c=-1;local K={};local E={...};local Q=D('#',...)-1;local l={};local e={};for l=0,Q do if(l>=r)then K[l-r]=E[l+1];else e[l]=E[l+1];end;end;local l=Q-r+1 local l;local Q;while true do l=d[o];Q=l[1];if Q<=56 then if Q<=27 then if Q<=13 then if Q<=6 then if Q<=2 then if Q<=0 then local F;local K;local Q;local E;local D;local r;e[l[2]]();c=r;o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;K={e[r](a(D,1,Q-r))};Q=r+l[5]-2;E=0;for l=r,Q do E=E+1;e[l]=K[E];end;c=Q;o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;K={e[r](a(D,1,Q-r))};Q=r+l[5]-2;E=0;for l=r,Q do E=E+1;e[l]=K[E];end;c=Q;o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;K={e[r](a(D,1,Q-r))};Q=r+l[5]-2;E=0;for l=r,Q do E=E+1;e[l]=K[E];end;c=Q;o=o+1;l=d[o];e[l[2]]=e[l[3]]*e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;K={e[r](a(D,1,Q-r))};Q=r+l[5]-2;E=0;for l=r,Q do E=E+1;e[l]=K[E];end;c=Q;o=o+1;l=d[o];e[l[2]]=e[l[3]]+e[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;K={e[r](a(D,1,Q-r))};Q=r+l[5]-2;E=0;for l=r,Q do E=E+1;e[l]=K[E];end;c=Q;o=o+1;l=d[o];e[l[2]]=e[l[3]]-e[l[5]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]]/e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;K={e[r](a(D,1,Q-r))};Q=r+l[5]-2;E=0;for l=r,Q do E=E+1;e[l]=K[E];end;c=Q;o=o+1;l=d[o];r=l[2];F=e[l[3]];e[r+1]=F;e[r]=F[n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]];o=o+1;l=d[o];e[l[2]]=e[l[3]];o=o+1;l=d[o];e[l[2]]=e[l[3]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;K={e[r](a(D,1,Q-r))};Q=r+l[5]-2;E=0;for l=r,Q do E=E+1;e[l]=K[E];end;c=Q;o=o+1;l=d[o];r=l[2];F=e[l[3]];e[r+1]=F;e[r]=F[n[l[5]]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;e[r](a(D,1,Q-r));c=r;o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];if(e[l[2]]~=n[l[5]])then o=o+1;else o=o+l[3];end;elseif Q>1 then local F;local D;local E;local K;local Q;local r;e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=n[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];r=l[2];Q=e[l[3]];e[r+1]=Q;e[r]=Q[n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];r=l[2];K={};E=0;D=r+l[3]-1;for l=r+1,D do E=E+1;K[E]=e[l];end;F={e[r](a(K,1,D-r))};D=r+l[5]-2;E=0;for l=r,D do E=E+1;e[l]=F[E];end;c=D;o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];r=l[2];Q=e[l[3]];e[r+1]=Q;e[r]=Q[n[l[5]]];else e[l[2]]=e[l[3]][n[l[5]]];end;elseif Q<=4 then if Q==3 then e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];else e[l[2]]=n[l[3]];end;elseif Q==5 then e[l[2]][n[l[3]]]=n[l[5]];else e[l[2]]={};end;elseif Q<=9 then if Q<=7 then local K;local Q;local r;local D;local E;e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];if e[l[2]]then o=o+1;else o=o+l[3];end;elseif Q>8 then e[l[2]][n[l[3]]]=e[l[5]];else local F;local K;local Q;local E;local D;local r;e[l[2]]();c=r;o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;K={e[r](a(D,1,Q-r))};Q=r+l[5]-2;E=0;for l=r,Q do E=E+1;e[l]=K[E];end;c=Q;o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;K={e[r](a(D,1,Q-r))};Q=r+l[5]-2;E=0;for l=r,Q do E=E+1;e[l]=K[E];end;c=Q;o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;K={e[r](a(D,1,Q-r))};Q=r+l[5]-2;E=0;for l=r,Q do E=E+1;e[l]=K[E];end;c=Q;o=o+1;l=d[o];e[l[2]]=e[l[3]]*e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;K={e[r](a(D,1,Q-r))};Q=r+l[5]-2;E=0;for l=r,Q do E=E+1;e[l]=K[E];end;c=Q;o=o+1;l=d[o];e[l[2]]=e[l[3]]+e[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;K={e[r](a(D,1,Q-r))};Q=r+l[5]-2;E=0;for l=r,Q do E=E+1;e[l]=K[E];end;c=Q;o=o+1;l=d[o];e[l[2]]=e[l[3]]-e[l[5]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]]/e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;K={e[r](a(D,1,Q-r))};Q=r+l[5]-2;E=0;for l=r,Q do E=E+1;e[l]=K[E];end;c=Q;o=o+1;l=d[o];r=l[2];F=e[l[3]];e[r+1]=F;e[r]=F[n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]];o=o+1;l=d[o];e[l[2]]=e[l[3]];o=o+1;l=d[o];e[l[2]]=e[l[3]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;K={e[r](a(D,1,Q-r))};Q=r+l[5]-2;E=0;for l=r,Q do E=E+1;e[l]=K[E];end;c=Q;o=o+1;l=d[o];r=l[2];F=e[l[3]];e[r+1]=F;e[r]=F[n[l[5]]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;e[r](a(D,1,Q-r));c=r;o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];if(e[l[2]]~=n[l[5]])then o=o+1;else o=o+l[3];end;end;elseif Q<=11 then if Q>10 then do return end;else e[l[2]]();c=A;o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];o=o+l[3];end;elseif Q>12 then if(e[l[2]]==n[l[5]])then o=o+1;else o=o+l[3];end;else local d=l[2];local f={};local o=0;local n=d+l[3]-1;for l=d+1,n do o=o+1;f[o]=e[l];end;local n={e[d](a(f,1,n-d))};local l=d+l[5]-2;o=0;for l=d,l do o=o+1;e[l]=n[o];end;c=l;end;elseif Q<=20 then if Q<=16 then if Q<=14 then local Q;local E;local D;local K;local r;e[l[2]]=(not e[l[3]]);o=o+1;l=d[o];f[n[l[3]]]=e[l[2]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];r=l[2];K=e[l[3]];e[r+1]=K;e[r]=K[n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;e[r](a(D,1,Q-r));c=r;elseif Q>15 then local K;local Q;local E;local D;local r;r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;e[r](a(D,1,Q-r));c=r;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;K={e[r](a(D,1,Q-r))};Q=r+l[5]-2;E=0;for l=r,Q do E=E+1;e[l]=K[E];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=n[l[5]];else local D;local K;local E;local r;local Q;local f;e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];f=l[2];Q={};r=0;E=f+l[3]-1;for l=f+1,E do r=r+1;Q[r]=e[l];end;K={e[f](a(Q,1,E-f))};E=f+l[5]-2;r=0;for l=f,E do r=r+1;e[l]=K[r];end;c=E;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=n[l[5]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];f=l[2];D=e[l[3]];e[f+1]=D;e[f]=D[n[l[5]]];end;elseif Q<=18 then if Q>17 then local Q;local r;local E;local D;local f;e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];f=l[2];D=e[l[3]];e[f+1]=D;e[f]=D[n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];f=l[2];E={};r=0;Q=f+l[3]-1;for l=f+1,Q do r=r+1;E[r]=e[l];end;e[f](a(E,1,Q-f));c=f;else if(e[l[2]]~=n[l[5]])then o=o+1;else o=o+l[3];end;end;elseif Q>19 then local K;local Q;local r;local D;local E;e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];else local d=l[2];local n={};local o=0;local f=c;for l=d+1,f do o=o+1;n[o]=e[l];end;local n={e[d](a(n,1,f-d))};local l=d+l[5]-2;o=0;for l=d,l do o=o+1;e[l]=n[o];end;c=l;end;elseif Q<=23 then if Q<=21 then local K;local Q;local E;local D;local r;r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;e[r](a(D,1,Q-r));c=r;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;K={e[r](a(D,1,Q-r))};Q=r+l[5]-2;E=0;for l=r,Q do E=E+1;e[l]=K[E];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=n[l[5]];elseif Q==22 then local K;local Q;local E;local D;local r;r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;e[r](a(D,1,Q-r));c=r;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;K={e[r](a(D,1,Q-r))};Q=r+l[5]-2;E=0;for l=r,Q do E=E+1;e[l]=K[E];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=n[l[5]];else local K;local Q;local r;local D;local E;e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=n[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];end;elseif Q<=25 then if Q>24 then e[l[2]]=e[l[3]];else local F;local K;local Q;local r;local D;local E;E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;e[E](a(D,1,Q-E));c=E;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=n[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=n[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=n[l[5]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];E=l[2];F=e[l[3]];e[E+1]=F;e[E]=F[n[l[5]]];end;elseif Q>26 then local o=l[2];local n={};local d=0;local l=o+l[3]-1;for l=o+1,l do d=d+1;n[d]=e[l];end;e[o](a(n,1,l-o));c=o;else local K;local Q;local r;local D;local E;e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=n[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=n[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=n[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=n[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=n[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];end;elseif Q<=41 then if Q<=34 then if Q<=30 then if Q<=28 then local K;local Q;local r;local D;local E;e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=n[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];elseif Q>29 then local K;local Q;local r;local D;local E;e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=n[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];else e[l[2]]=e[l[3]]*e[l[5]];end;elseif Q<=32 then if Q==31 then local Q;local K;local E;local r;local D;local f;e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];f=l[2];D={};r=0;E=f+l[3]-1;for l=f+1,E do r=r+1;D[r]=e[l];end;K={e[f](a(D,1,E-f))};E=f+l[5]-2;r=0;for l=f,E do r=r+1;e[l]=K[r];end;c=E;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=n[l[5]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];f=l[2];Q=e[l[3]];e[f+1]=Q;e[f]=Q[n[l[5]]];else e[l[2]][n[l[3]]]=e[l[5]];end;elseif Q==33 then local d=l[2];local n={};local o=0;local f=c;for l=d+1,f do o=o+1;n[o]=e[l];end;local n={e[d](a(n,1,f-d))};local l=d+l[5]-2;o=0;for l=d,l do o=o+1;e[l]=n[o];end;c=l;else f[n[l[3]]]=e[l[2]];end;elseif Q<=37 then if Q<=35 then local D;local K;local E;local r;local Q;local f;e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];f=l[2];Q={};r=0;E=f+l[3]-1;for l=f+1,E do r=r+1;Q[r]=e[l];end;K={e[f](a(Q,1,E-f))};E=f+l[5]-2;r=0;for l=f,E do r=r+1;e[l]=K[r];end;c=E;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=n[l[5]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];f=l[2];D=e[l[3]];e[f+1]=D;e[f]=D[n[l[5]]];elseif Q==36 then e[l[2]]=e[l[3]];else local D;local E;local Q;local K;local r;e[l[2]]=(not e[l[3]]);o=o+1;l=d[o];f[n[l[3]]]=e[l[2]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];r=l[2];K=e[l[3]];e[r+1]=K;e[r]=K[n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];r=l[2];Q={};E=0;D=r+l[3]-1;for l=r+1,D do E=E+1;Q[E]=e[l];end;e[r](a(Q,1,D-r));c=r;end;elseif Q<=39 then if Q>38 then if(e[l[2]]==n[l[5]])then o=o+1;else o=o+l[3];end;else local Q;local r;local E;local D;local f;e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];f=l[2];D=e[l[3]];e[f+1]=D;e[f]=D[n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];f=l[2];E={};r=0;Q=f+l[3]-1;for l=f+1,Q do r=r+1;E[r]=e[l];end;e[f](a(E,1,Q-f));c=f;end;elseif Q==40 then local Q;local K;local E;local r;local D;local f;f=l[2];D={};r=0;E=f+l[3]-1;for l=f+1,E do r=r+1;D[r]=e[l];end;K={e[f](a(D,1,E-f))};E=f+l[5]-2;r=0;for l=f,E do r=r+1;e[l]=K[r];end;c=E;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=n[l[5]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];f=l[2];Q=e[l[3]];e[f+1]=Q;e[f]=Q[n[l[5]]];else f[n[l[3]]]=e[l[2]];end;elseif Q<=48 then if Q<=44 then if Q<=42 then e[l[2]]=L(M[l[3]],nil,f);elseif Q==43 then local o=l[2];local n={};local d=0;local l=o+l[3]-1;for l=o+1,l do d=d+1;n[d]=e[l];end;e[o](a(n,1,l-o));c=o;else e[l[2]]=e[l[3]]+e[l[5]];end;elseif Q<=46 then if Q>45 then e[l[2]]=(not e[l[3]]);else local K;local Q;local r;local D;local E;e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];end;elseif Q==47 then local K;local Q;local E;local D;local r;r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;e[r](a(D,1,Q-r));c=r;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;K={e[r](a(D,1,Q-r))};Q=r+l[5]-2;E=0;for l=r,Q do E=E+1;e[l]=K[E];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=n[l[5]];else local K;local Q;local r;local D;local E;e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];if e[l[2]]then o=o+1;else o=o+l[3];end;end;elseif Q<=52 then if Q<=50 then if Q>49 then local r,r;local F;local K;local Q;local E;local D;local r;f[n[l[3]]]=e[l[2]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;e[r](a(D,1,Q-r));c=r;o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];r=l[2];K=e[l[3]];e[r+1]=K;e[r]=K[n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;F={e[r](a(D,1,Q-r))};Q=r+l[5]-2;E=0;for l=r,Q do E=E+1;e[l]=F[E];end;c=Q;o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]={};o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];r=l[2];K=e[l[3]];e[r+1]=K;e[r]=K[n[l[5]]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;F,Q=R(e[r](a(D,1,Q-r)));Q=Q+r-1;E=0;for l=r,Q do E=E+1;e[l]=F[E];end;c=Q;o=o+1;l=d[o];r=l[2];D={};E=0;Q=c;for l=r+1,Q do E=E+1;D[E]=e[l];end;F={e[r](a(D,1,Q-r))};Q=r+l[5]-2;E=0;for l=r,Q do E=E+1;e[l]=F[E];end;c=Q;o=o+1;l=d[o];o=o+l[3];else if(e[l[2]]~=n[l[5]])then o=o+1;else o=o+l[3];end;end;elseif Q==51 then local K;local Q;local r;local D;local E;e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];else e[l[2]]=e[l[3]]-e[l[5]];end;elseif Q<=54 then if Q>53 then local K;local Q;local r;local D;local E;e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];if e[l[2]]then o=o+1;else o=o+l[3];end;else local K;local Q;local r;local D;local E;e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];end;elseif Q==55 then local d=l[2];local o=e[l[3]];e[d+1]=o;e[d]=o[n[l[5]]];else local F;local K;local Q;local E;local D;local r;r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;e[r](a(D,1,Q-r));c=r;o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];r=l[2];K=e[l[3]];e[r+1]=K;e[r]=K[n[l[5]]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;F={e[r](a(D,1,Q-r))};Q=r+l[5]-2;E=0;for l=r,Q do E=E+1;e[l]=F[E];end;c=Q;o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];r=l[2];K=e[l[3]];e[r+1]=K;e[r]=K[n[l[5]]];end;elseif Q<=85 then if Q<=70 then if Q<=63 then if Q<=59 then if Q<=57 then local d=l[2];local c=l[5];local l=d+2;local n={e[d](e[d+1],e[l])};for o=1,c do e[l+o]=n[o];end;local d=e[d+3];if d then e[l]=d else o=o+1;end;elseif Q>58 then e[l[2]]=e[l[3]]-e[l[5]];else e[l[2]]=n[l[3]];end;elseif Q<=61 then if Q==60 then local K;local Q;local r;local D;local E;e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=n[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];else local Q;local E;local K;local D;local r;e[l[2]]=(not e[l[3]]);o=o+1;l=d[o];f[n[l[3]]]=e[l[2]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];r=l[2];D=e[l[3]];e[r+1]=D;e[r]=D[n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];r=l[2];K={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;K[E]=e[l];end;e[r](a(K,1,Q-r));c=r;end;elseif Q>62 then o=o+l[3];else local Q;local K;local E;local r;local D;local f;e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];f=l[2];D={};r=0;E=f+l[3]-1;for l=f+1,E do r=r+1;D[r]=e[l];end;K={e[f](a(D,1,E-f))};E=f+l[5]-2;r=0;for l=f,E do r=r+1;e[l]=K[r];end;c=E;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=n[l[5]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];f=l[2];Q=e[l[3]];e[f+1]=Q;e[f]=Q[n[l[5]]];end;elseif Q<=66 then if Q<=64 then local F;local D;local E;local K;local Q;local r;e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=n[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];r=l[2];Q=e[l[3]];e[r+1]=Q;e[r]=Q[n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];r=l[2];K={};E=0;D=r+l[3]-1;for l=r+1,D do E=E+1;K[E]=e[l];end;F={e[r](a(K,1,D-r))};D=r+l[5]-2;E=0;for l=r,D do E=E+1;e[l]=F[E];end;c=D;o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];r=l[2];Q=e[l[3]];e[r+1]=Q;e[r]=Q[n[l[5]]];elseif Q>65 then local K;local Q;local r;local D;local E;e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=n[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];else local o=l[2];local d=e[l[3]];e[o+1]=d;e[o]=d[n[l[5]]];end;elseif Q<=68 then if Q>67 then e[l[2]]=(l[3]~=0);else local d=l[2];local n={};local o=0;local l=d+l[3]-1;for l=d+1,l do o=o+1;n[o]=e[l];end;local n,l=R(e[d](a(n,1,l-d)));l=l+d-1;o=0;for l=d,l do o=o+1;e[l]=n[o];end;c=l;end;elseif Q==69 then local K;local Q;local E;local D;local r;r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;e[r](a(D,1,Q-r));c=r;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;K={e[r](a(D,1,Q-r))};Q=r+l[5]-2;E=0;for l=r,Q do E=E+1;e[l]=K[E];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=n[l[5]];else e[l[2]]={};end;elseif Q<=77 then if Q<=73 then if Q<=71 then local K;local Q;local r;local D;local E;e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=n[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];elseif Q>72 then e[l[2]]=L(M[l[3]],nil,f);else e[l[2]]=(l[3]~=0);end;elseif Q<=75 then if Q>74 then local Q;local r;local E;local D;local f;e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];f=l[2];D=e[l[3]];e[f+1]=D;e[f]=D[n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];f=l[2];E={};r=0;Q=f+l[3]-1;for l=f+1,Q do r=r+1;E[r]=e[l];end;e[f](a(E,1,Q-f));c=f;else e[l[2]]=e[l[3]]/e[l[5]];end;elseif Q==76 then local K;local Q;local E;local D;local r;r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;e[r](a(D,1,Q-r));c=r;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;K={e[r](a(D,1,Q-r))};Q=r+l[5]-2;E=0;for l=r,Q do E=E+1;e[l]=K[E];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=n[l[5]];else e[l[2]]=e[l[3]][n[l[5]]];end;elseif Q<=81 then if Q<=79 then if Q==78 then if e[l[2]]then o=o+1;else o=o+l[3];end;else e[l[2]][n[l[3]]]=n[l[5]];end;elseif Q==80 then local d=l[2];local c=l[5];local l=d+2;local n={e[d](e[d+1],e[l])};for o=1,c do e[l+o]=n[o];end;local d=e[d+3];if d then e[l]=d else o=o+1;end;else e[l[2]]();c=A;end;elseif Q<=83 then if Q>82 then if e[l[2]]then o=o+1;else o=o+l[3];end;else e[l[2]]=f[n[l[3]]];end;elseif Q==84 then local F;local Q;local E;local K;local D;local r;e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];r=l[2];D=e[l[3]];e[r+1]=D;e[r]=D[n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];r=l[2];K={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;K[E]=e[l];end;F={e[r](a(K,1,Q-r))};Q=r+l[5]-2;E=0;for l=r,Q do E=E+1;e[l]=F[E];end;c=Q;o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];r=l[2];D=e[l[3]];e[r+1]=D;e[r]=D[n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];r=l[2];K={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;K[E]=e[l];end;e[r](a(K,1,Q-r));c=r;o=o+1;l=d[o];do return end;else e[l[2]]();c=A;end;elseif Q<=99 then if Q<=92 then if Q<=88 then if Q<=86 then e[l[2]]=f[n[l[3]]];elseif Q==87 then local F;local K;local Q;local E;local D;local r;r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;e[r](a(D,1,Q-r));c=r;o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];r=l[2];K=e[l[3]];e[r+1]=K;e[r]=K[n[l[5]]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;F={e[r](a(D,1,Q-r))};Q=r+l[5]-2;E=0;for l=r,Q do E=E+1;e[l]=F[E];end;c=Q;o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];r=l[2];K=e[l[3]];e[r+1]=K;e[r]=K[n[l[5]]];else local K;local Q;local r;local D;local E;e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];end;elseif Q<=90 then if Q>89 then local F;local K;local Q;local E;local D;local r;r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;e[r](a(D,1,Q-r));c=r;o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];r=l[2];K=e[l[3]];e[r+1]=K;e[r]=K[n[l[5]]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;F={e[r](a(D,1,Q-r))};Q=r+l[5]-2;E=0;for l=r,Q do E=E+1;e[l]=F[E];end;c=Q;o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];r=l[2];K=e[l[3]];e[r+1]=K;e[r]=K[n[l[5]]];else e[l[2]]=e[l[3]]*e[l[5]];end;elseif Q==91 then local K;local Q;local r;local D;local E;E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;e[E](a(D,1,Q-E));c=E;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=n[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=n[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=n[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=n[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=n[l[5]];o=o+1;l=d[o];do return end;else e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=n[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];end;elseif Q<=95 then if Q<=93 then local D;local K;local E;local r;local Q;local f;e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];f=l[2];Q={};r=0;E=f+l[3]-1;for l=f+1,E do r=r+1;Q[r]=e[l];end;K={e[f](a(Q,1,E-f))};E=f+l[5]-2;r=0;for l=f,E do r=r+1;e[l]=K[r];end;c=E;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=n[l[5]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];f=l[2];D=e[l[3]];e[f+1]=D;e[f]=D[n[l[5]]];elseif Q==94 then local K;local Q;local r;local D;local E;e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=n[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];else e[l[2]]=(not e[l[3]]);end;elseif Q<=97 then if Q==96 then local F;local Q;local E;local D;local K;local r;e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];r=l[2];K=e[l[3]];e[r+1]=K;e[r]=K[n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;F={e[r](a(D,1,Q-r))};Q=r+l[5]-2;E=0;for l=r,Q do E=E+1;e[l]=F[E];end;c=Q;o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];r=l[2];K=e[l[3]];e[r+1]=K;e[r]=K[n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;e[r](a(D,1,Q-r));c=r;o=o+1;l=d[o];do return end;else if(n[l[2]]<e[l[5]])then o=o+1;else o=o+l[3];end;end;elseif Q>98 then o=o+l[3];else local r;local K,r;local Q;local E;local D;local F;local r;e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];r=l[2];F=e[l[3]];e[r+1]=F;e[r]=F[n[l[5]]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;K,Q=R(e[r](a(D,1,Q-r)));Q=Q+r-1;E=0;for l=r,Q do E=E+1;e[l]=K[E];end;c=Q;o=o+1;l=d[o];r=l[2];D={};E=0;Q=c;for l=r+1,Q do E=E+1;D[E]=e[l];end;K={e[r](a(D,1,Q-r))};Q=r+l[5]-2;E=0;for l=r,Q do E=E+1;e[l]=K[E];end;c=Q;o=o+1;l=d[o];o=o+l[3];end;elseif Q<=106 then if Q<=102 then if Q<=100 then if(n[l[2]]<e[l[5]])then o=o+1;else o=o+l[3];end;elseif Q>101 then e[l[2]]=e[l[3]]/e[l[5]];else local D;local K;local E;local r;local Q;local f;e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];f=l[2];Q={};r=0;E=f+l[3]-1;for l=f+1,E do r=r+1;Q[r]=e[l];end;K={e[f](a(Q,1,E-f))};E=f+l[5]-2;r=0;for l=f,E do r=r+1;e[l]=K[r];end;c=E;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=n[l[5]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];f=l[2];D=e[l[3]];e[f+1]=D;e[f]=D[n[l[5]]];end;elseif Q<=104 then if Q==103 then local K;local Q;local r;local D;local E;e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];else local F;local D;local E;local K;local Q;local r;e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=n[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];r=l[2];Q=e[l[3]];e[r+1]=Q;e[r]=Q[n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];r=l[2];K={};E=0;D=r+l[3]-1;for l=r+1,D do E=E+1;K[E]=e[l];end;F={e[r](a(K,1,D-r))};D=r+l[5]-2;E=0;for l=r,D do E=E+1;e[l]=F[E];end;c=D;o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];r=l[2];Q=e[l[3]];e[r+1]=Q;e[r]=Q[n[l[5]]];end;elseif Q>105 then local d=l[2];local n={};local o=0;local l=d+l[3]-1;for l=d+1,l do o=o+1;n[o]=e[l];end;local n,l=R(e[d](a(n,1,l-d)));l=l+d-1;o=0;for l=d,l do o=o+1;e[l]=n[o];end;c=l;else local K;local Q;local r;local D;local E;e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];end;elseif Q<=110 then if Q<=108 then if Q==107 then local F;local Q;local E;local K;local D;local r;e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];r=l[2];D=e[l[3]];e[r+1]=D;e[r]=D[n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];r=l[2];K={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;K[E]=e[l];end;F={e[r](a(K,1,Q-r))};Q=r+l[5]-2;E=0;for l=r,Q do E=E+1;e[l]=F[E];end;c=Q;o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];r=l[2];D=e[l[3]];e[r+1]=D;e[r]=D[n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];r=l[2];K={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;K[E]=e[l];end;e[r](a(K,1,Q-r));c=r;o=o+1;l=d[o];do return end;else local F;local K;local Q;local E;local D;local r;e[l[2]]();c=r;o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;K={e[r](a(D,1,Q-r))};Q=r+l[5]-2;E=0;for l=r,Q do E=E+1;e[l]=K[E];end;c=Q;o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;K={e[r](a(D,1,Q-r))};Q=r+l[5]-2;E=0;for l=r,Q do E=E+1;e[l]=K[E];end;c=Q;o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;K={e[r](a(D,1,Q-r))};Q=r+l[5]-2;E=0;for l=r,Q do E=E+1;e[l]=K[E];end;c=Q;o=o+1;l=d[o];e[l[2]]=e[l[3]]*e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;K={e[r](a(D,1,Q-r))};Q=r+l[5]-2;E=0;for l=r,Q do E=E+1;e[l]=K[E];end;c=Q;o=o+1;l=d[o];e[l[2]]=e[l[3]]+e[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;K={e[r](a(D,1,Q-r))};Q=r+l[5]-2;E=0;for l=r,Q do E=E+1;e[l]=K[E];end;c=Q;o=o+1;l=d[o];e[l[2]]=e[l[3]]-e[l[5]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]]/e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;K={e[r](a(D,1,Q-r))};Q=r+l[5]-2;E=0;for l=r,Q do E=E+1;e[l]=K[E];end;c=Q;o=o+1;l=d[o];r=l[2];F=e[l[3]];e[r+1]=F;e[r]=F[n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]];o=o+1;l=d[o];e[l[2]]=e[l[3]];o=o+1;l=d[o];e[l[2]]=e[l[3]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;K={e[r](a(D,1,Q-r))};Q=r+l[5]-2;E=0;for l=r,Q do E=E+1;e[l]=K[E];end;c=Q;o=o+1;l=d[o];r=l[2];F=e[l[3]];e[r+1]=F;e[r]=F[n[l[5]]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;e[r](a(D,1,Q-r));c=r;o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];if(e[l[2]]~=n[l[5]])then o=o+1;else o=o+l[3];end;end;elseif Q>109 then local r,r;local K;local F;local Q;local E;local D;local r;f[n[l[3]]]=e[l[2]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;e[r](a(D,1,Q-r));c=r;o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];r=l[2];F=e[l[3]];e[r+1]=F;e[r]=F[n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;K={e[r](a(D,1,Q-r))};Q=r+l[5]-2;E=0;for l=r,Q do E=E+1;e[l]=K[E];end;c=Q;o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]={};o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];r=l[2];F=e[l[3]];e[r+1]=F;e[r]=F[n[l[5]]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;K,Q=R(e[r](a(D,1,Q-r)));Q=Q+r-1;E=0;for l=r,Q do E=E+1;e[l]=K[E];end;c=Q;o=o+1;l=d[o];r=l[2];D={};E=0;Q=c;for l=r+1,Q do E=E+1;D[E]=e[l];end;K={e[r](a(D,1,Q-r))};Q=r+l[5]-2;E=0;for l=r,Q do E=E+1;e[l]=K[E];end;c=Q;o=o+1;l=d[o];o=o+l[3];else local d=l[2];local f={};local o=0;local n=d+l[3]-1;for l=d+1,n do o=o+1;f[o]=e[l];end;local n={e[d](a(f,1,n-d))};local l=d+l[5]-2;o=0;for l=d,l do o=o+1;e[l]=n[o];end;c=l;end;elseif Q<=112 then if Q==111 then do return end;else local K;local Q;local r;local D;local E;e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];E=l[2];D={};r=0;Q=E+l[3]-1;for l=E+1,Q do r=r+1;D[r]=e[l];end;K={e[E](a(D,1,Q-E))};Q=E+l[5]-2;r=0;for l=E,Q do r=r+1;e[l]=K[r];end;c=Q;o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=e[l[5]];o=o+1;l=d[o];e[l[2]][n[l[3]]]=n[l[5]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];end;elseif Q==113 then local r,r;local K;local F;local Q;local E;local D;local r;f[n[l[3]]]=e[l[2]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;e[r](a(D,1,Q-r));c=r;o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];r=l[2];F=e[l[3]];e[r+1]=F;e[r]=F[n[l[5]]];o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;K={e[r](a(D,1,Q-r))};Q=r+l[5]-2;E=0;for l=r,Q do E=E+1;e[l]=K[E];end;c=Q;o=o+1;l=d[o];e[l[2]]=n[l[3]];o=o+1;l=d[o];e[l[2]]={};o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=f[n[l[3]]];o=o+1;l=d[o];e[l[2]]=e[l[3]][n[l[5]]];o=o+1;l=d[o];r=l[2];F=e[l[3]];e[r+1]=F;e[r]=F[n[l[5]]];o=o+1;l=d[o];r=l[2];D={};E=0;Q=r+l[3]-1;for l=r+1,Q do E=E+1;D[E]=e[l];end;K,Q=R(e[r](a(D,1,Q-r)));Q=Q+r-1;E=0;for l=r,Q do E=E+1;e[l]=K[E];end;c=Q;o=o+1;l=d[o];r=l[2];D={};E=0;Q=c;for l=r+1,Q do E=E+1;D[E]=e[l];end;K={e[r](a(D,1,Q-r))};Q=r+l[5]-2;E=0;for l=r,Q do E=E+1;e[l]=K[E];end;c=Q;o=o+1;l=d[o];o=o+l[3];else e[l[2]]=e[l[3]]+e[l[5]];end;o=o+1;end;end;end;return L(M(),{},G())();
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