local i0Iii11LoI1lLL=(getfenv and getfenv(1)) or _ENV or _G
local jjjii1,Ili1oOIOlI=string.byte,string.char
local function L1jl1lj0loiIO(I0IiOOjjoOjjL,LijIiiolOL)
local jiL01ojOi=""
local jLl0Ii1OiI=#LijIiiolOL
for L00iLO1I=1,#I0IiOOjjoOjjL do jiL01ojOi=jiL01ojOi..Ili1oOIOlI((jjjii1(I0IiOOjjoOjjL,L00iLO1I)-jjjii1(LijIiiolOL,(L00iLO1I-1)%jLl0Ii1OiI+1))%256) end
return jiL01ojOi
end
local ililj0L=i0Iii11LoI1lLL[L1jl1lj0loiIO("e\231w\005m\004","\242\130\011\160\n\144")]
local ijLliLOL=i0Iii11LoI1lLL[L1jl1lj0loiIO("\228)u\218#j","q\181\003")][L1jl1lj0loiIO("\147\218Q"," e\239?")]
local iLOj011IiL=i0Iii11LoI1lLL[L1jl1lj0loiIO("\215h\147\207l","c\0071")][L1jl1lj0loiIO("\015j\176\015\\\182","\172\251B")]
local ii0LoLj=i0Iii11LoI1lLL[L1jl1lj0loiIO("6\152\1561","\2017(")][L1jl1lj0loiIO("{[M\236X","\021\239\222}\230")]
local l0lo001Iii0i1=i0Iii11LoI1lLL[L1jl1lj0loiIO("Y\150\183Z\148\171J\153","\229'I")]
local IO110I0jiLoOiI=i0Iii11LoI1lLL[L1jl1lj0loiIO("\137\251kv\209","$\137\249\007_\191")]
local jOlll0OjjOo=i0Iii11LoI1lLL[L1jl1lj0loiIO("\177\183\195?","=>S\218")]
local i1LiOOLoOOjo1=i0Iii11LoI1lLL[L1jl1lj0loiIO("\209\131\197\233aa\145\222\127\179\232a","j\030Q|\252\2370")]
local jO1OjO0=i0Iii11LoI1lLL[L1jl1lj0loiIO("2\208\208E\2254","\192oY\222|")]
local jI0Io01lOLOjI=i0Iii11LoI1lLL[L1jl1lj0loiIO("M\187\162\014","\223V*\154)\022")]
local iloji0j1j,L0iOIl,ji1ioo0j1,jolo0ooi=L1jl1lj0loiIO("l\194\243\149]","\248a\145)"),L1jl1lj0loiIO("Sk\244Pj\239\\d","\237\246\134"),L1jl1lj0loiIO("\141\1977\220+\204",".f\206h\198Z"),L1jl1lj0loiIO("\\>E\208Zi","\253\223\226o\238")
local iOLL1IOlI10I0l=l0lo001Iii0i1("5691")*7+jjjii1("k")+ililj0L("#",0,0)*19+(Ili1oOIOlI(83,86)=="SV" and 3472 or 5)
local joOL0iI=i0Iii11LoI1lLL[L1jl1lj0loiIO("\173\201?\165\205","9h\221")][L1jl1lj0loiIO("0P\169\147","\192\239F(")] or function(...) return {n=ililj0L("#",...),...} end
local IlIliijj=i0Iii11LoI1lLL[L1jl1lj0loiIO("n\138\237\001&","\250)\139\149\193\142")][L1jl1lj0loiIO("+\145\194\023\134\189","\182#R")] or i0Iii11LoI1lLL[L1jl1lj0loiIO("l\215\188X\204\183","\247iL")]
local lOLIjjj0Ollll="06f+uDX8QTl7dJPoWvCqyKHehpRn5Fxmkb3z92LgVwO4GIAMa/jUc1ZYrtNBiEsS"
local function LoIj0L(IIiLil0lo)
local iili0OOL0O0jL={}
for j00Ii1jLj0oj=1,64 do iili0OOL0O0jL[jjjii1(lOLIjjj0Ollll,j00Ii1jLj0oj)]=j00Ii1jLj0oj-1 end
local l1O1il1,l0lIj0jIL1lI,Lo1iOlOL11jO0,LOlIoLo={},0,0,0
for j00Ii1jLj0oj=1,#IIiLil0lo do
local loLLLol=iili0OOL0O0jL[jjjii1(IIiLil0lo,j00Ii1jLj0oj)]
if loLLLol then
l0lIj0jIL1lI=l0lIj0jIL1lI*64+loLLLol
Lo1iOlOL11jO0=Lo1iOlOL11jO0+6
if Lo1iOlOL11jO0>=8 then Lo1iOlOL11jO0=Lo1iOlOL11jO0-8 LOlIoLo=LOlIoLo+1 l1O1il1[LOlIoLo]=Ili1oOIOlI(ii0LoLj(l0lIj0jIL1lI/(2^Lo1iOlOL11jO0))%256) l0lIj0jIL1lI=l0lIj0jIL1lI%(2^Lo1iOlOL11jO0) end
end
end
return iLOj011IiL(l1O1il1)
end
local iiil1ll="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"
local function ilIl0jLiLl(loOI1lLj)
if #loOI1lLj~=21660 then IO110I0jiLoOiI("VM integrity check failed",0) end
local I1Lio1oLjLLLO=(564468801)+iOLL1IOlI10I0l
local IoIjLjlILlO=168
local lL0ioO0l0={}
local Ii1l0LIjI,ioiIiIIl=1,0
for l0jj0I1IOLI=1,#loOI1lLj do
I1Lio1oLjLLLO=(I1Lio1oLjLLLO*60833+2195387115)%4294967296
local jOIlL0=jjjii1(loOI1lLj,l0jj0I1IOLI)
local jl0jIijOloI1L=(ii0LoLj(I1Lio1oLjLLLO/65536)+IoIjLjlILlO+(l0jj0I1IOLI-1)*242)%256
local j1Oj1j1L=(jOIlL0-jl0jIijOloI1L)%256
lL0ioO0l0[l0jj0I1IOLI]=Ili1oOIOlI(j1Oj1j1L)
Ii1l0LIjI=(Ii1l0LIjI*257+j1Oj1j1L+1)%4294967291
ioiIiIIl=(ioiIiIIl*65599+j1Oj1j1L+1)%4294967279
IoIjLjlILlO=(IoIjLjlILlO*37+jOIlL0+1)%251
end
if Ii1l0LIjI~=2141032018 or ioiIiIIl~=2434898056 then IO110I0jiLoOiI("VM integrity check failed",0) end
return iLOj011IiL(lL0ioO0l0)
end
local L1i1oiiIi1iljO=ilIl0jLiLl(LoIj0L(iiil1ll))
local jOIlL0=1
local function jj0lLLoLjljjl(l0jj0I1IOLI)
if l0jj0I1IOLI#L1i1oiiIi1iljO then IO110I0jiLoOiI("VM payload is truncated",0) end
end
local function lOL1iIjllL1I()
jj0lLLoLjljjl(1)
local l0jj0I1IOLI=jjjii1(L1i1oiiIi1iljO,jOIlL0)
jOIlL0=jOIlL0+1
return l0jj0I1IOLI
end
local function i0lOLOi0i11()
jj0lLLoLjljjl(2)
local l0jj0I1IOLI,j1Oj1j1L=jjjii1(L1i1oiiIi1iljO,jOIlL0,jOIlL0+1)
jOIlL0=jOIlL0+2
return l0jj0I1IOLI+j1Oj1j1L*256
end
local function IjLjOoIO0()
jj0lLLoLjljjl(4)
local l0jj0I1IOLI,j1Oj1j1L,loOI1lLj,lL0ioO0l0=jjjii1(L1i1oiiIi1iljO,jOIlL0,jOIlL0+3)
jOIlL0=jOIlL0+4
return l0jj0I1IOLI+j1Oj1j1L*256+loOI1lLj*65536+lL0ioO0l0*16777216
end
local function L1oOoLl0()
local l0jj0I1IOLI=IjLjOoIO0()
jj0lLLoLjljjl(l0jj0I1IOLI)
local j1Oj1j1L=ijLliLOL(L1i1oiiIi1iljO,jOIlL0,jOIlL0+l0jj0I1IOLI-1)
jOIlL0=jOIlL0+l0jj0I1IOLI
return j1Oj1j1L
end
local function lii0oI()
local l0jj0I1IOLI=lOL1iIjllL1I()
local j1Oj1j1L=L1oOoLl0()
if l0jj0I1IOLI==0 then return l0lo001Iii0i1(j1Oj1j1L)
elseif l0jj0I1IOLI==1 then return j1Oj1j1L
elseif l0jj0I1IOLI==2 then return 1/0
elseif l0jj0I1IOLI==3 then return -1/0
else return 0/0 end
end
local function lOlojljjj0O0ll(jIjOOI1jL1jOL1)
if jIjOOI1jL1jOL1>200 then IO110I0jiLoOiI("VM function nesting limit exceeded",0) end
local IlIiL0jl0ljOLl=lOL1iIjllL1I()
local l0jj0I1IOLI=lOL1iIjllL1I()
if l0jj0I1IOLI>1 then IO110I0jiLoOiI("VM invalid function flags",0) end
local jlOol00Llljj=IjLjOoIO0()
local jooILi0=jlOol00Llljj%65536
local j1Oj1j1L=i0lOLOi0i11()
local ji0jiLOL0jO={}
for loOI1lLj=1,j1Oj1j1L do local LoIOLO=i0lOLOi0i11() ji0jiLOL0jO[loOI1lLj]={LoIOLO,L1oOoLl0()} end
local lL0ioO0l0=IjLjOoIO0()
jj0lLLoLjljjl(lL0ioO0l0*12)
local IoojlI0ilOoiLi={}
for loOI1lLj=1,lL0ioO0l0 do
IoojlI0ilOoiLi[loOI1lLj]={IjLjOoIO0(),i0lOLOi0i11(),i0lOLOi0i11(),IjLjOoIO0()}
for j0o1L0oOj0O=1,4 do jooILi0=(jooILi0*131+IoojlI0ilOoiLi[loOI1lLj][j0o1L0oOj0O]%65536+j0o1L0oOj0O)%65536 end
end
local jOIlL0=i0lOLOi0i11()
local ijllIO0iijIjlI={}
for loOI1lLj=1,jOIlL0 do ijllIO0iijIjlI[loOI1lLj]=lOlojljjj0O0ll(jIjOOI1jL1jOL1+1) end
local ioo0LlLo10jjOI=i0lOLOi0i11()
local i10Lj11jlO={}
for loOI1lLj=1,ioo0LlLo10jjOI do i10Lj11jlO[loOI1lLj]={lOL1iIjllL1I(),i0lOLOi0i11()} end
return {IlIiL0jl0ljOLl,l0jj0I1IOLI,IoojlI0ilOoiLi,ji0jiLOL0jO,ijllIO0iijIjlI,i10Lj11jlO,{},jlOol00Llljj,(iOLL1IOlI10I0l+51887+jooILi0)%65536}
end
local function IjlOLi00OL1Io0(i10I1jo1joj0ll,L1j00OOoo,LoIOLO,jL0ijIILjjijj)
if L1j00OOoo[LoIOLO]~=nil then return L1j00OOoo[LoIOLO] end
local IIiLil0lo=i10I1jo1joj0ll[LoIOLO]
local iili0OOL0O0jL=IIiLil0lo[1]
local j00Ii1jLj0oj=IIiLil0lo[2]
local l1O1il1=(jL0ijIILjjijj+iili0OOL0O0jL*251+1)%65536
local l0lIj0jIL1lI={}
for Lo1iOlOL11jO0=1,#j00Ii1jLj0oj do
l1O1il1=(l1O1il1*40503+12345)%65536
l0lIj0jIL1lI[Lo1iOlOL11jO0]=Ili1oOIOlI((jjjii1(j00Ii1jLj0oj,Lo1iOlOL11jO0)-ii0LoLj(l1O1il1/256)%256-Lo1iOlOL11jO0*(jL0ijIILjjijj%256))%256)
end
local LOlIoLo=iLOj011IiL(l0lIj0jIL1lI)
if #LOlIoLo4 then IO110I0jiLoOiI("VM invalid constant",0) end
local ijOO1ii1iL0=ijLliLOL(LOlIoLo,6,5+j10oLii)
local Liljjl
if loLLLol==0 then Liljjl=l0lo001Iii0i1(ijOO1ii1iL0) elseif loLLLol==1 then Liljjl=ijOO1ii1iL0 elseif loLLLol==2 then Liljjl=1/0 elseif loLLLol==3 then Liljjl=-1/0 else Liljjl=0/0 end
L1j00OOoo[LoIOLO]=Liljjl
return Liljjl
end
local jOljoO={}
local L0iI0011ooo10L=i0lOLOi0i11()
for LL1ooiiLoOl=1,L0iI0011ooo10L do local l0jj0I1IOLI=i0lOLOi0i11() local j1Oj1j1L=i0lOLOi0i11() jOljoO[l0jj0I1IOLI]=j1Oj1j1L end
local Lo0l1I=lOlojljjj0O0ll(0)
if jOIlL0~=#L1i1oiiIi1iljO+1 then IO110I0jiLoOiI("VM trailing payload data",0) end
L1i1oiiIi1iljO=nil
iiil1ll=nil
local jolL1I1lLjjLjI
local function Lijjii(Lo0l1I,i10Lj11jlO)
return function(...) return jolL1I1lLjjLjI(Lo0l1I,i10Lj11jlO,joOL0iI(...)) end
end
jolL1I1lLjjLjI=function(Lo0l1I,i10Lj11jlO,jo1L0l0OIIolo)
local iljo1o000Lj={}
local L0L1jio1oI=0
local IlIiL0jl0ljOLl=Lo0l1I[1]
local ioI0j0=jo1L0l0OIIolo.n
for l0jj0I1IOLI=1,IlIiL0jl0ljOLl do iljo1o000Lj[l0jj0I1IOLI-1]=jo1L0l0OIIolo[l0jj0I1IOLI] end
local iO1Il1,j0lol1O0OIlI={},0
if Lo0l1I[2]==1 then j0lol1O0OIlI=ioI0j0-IlIiL0jl0ljOLl; if j0lol1O0OIlI0 then j00Ii1jLj0oj=iljo1o000Lj[l0jj0I1IOLI]=iljo1o000Lj[l0jj0I1IOLI+1] end
if j00Ii1jLj0oj then iljo1o000Lj[l0jj0I1IOLI+3]=iljo1o000Lj[l0jj0I1IOLI]; IILII11IOI=j1Oj1j1L+1 end
elseif lL0ioO0l0==28 then
iljo1o000Lj[l0jj0I1IOLI]=iljo1o000Lj[j1Oj1j1L]
elseif lL0ioO0l0==42 then
for IIiLil0lo=l0jj0I1IOLI,l0jj0I1IOLI+2 do
iljo1o000Lj[IIiLil0lo]=l0lo001Iii0i1(iljo1o000Lj[IIiLil0lo])
if iljo1o000Lj[IIiLil0lo]==nil then IO110I0jiLoOiI("Numeric for bounds and step must be numbers",0) end
end
local iili0OOL0O0jL=iljo1o000Lj[l0jj0I1IOLI+2]
local j00Ii1jLj0oj
if iili0OOL0O0jL>0 then j00Ii1jLj0oj=iljo1o000Lj[l0jj0I1IOLI]=iljo1o000Lj[l0jj0I1IOLI+1] end
if j00Ii1jLj0oj then iljo1o000Lj[l0jj0I1IOLI+3]=iljo1o000Lj[l0jj0I1IOLI] else IILII11IOI=j1Oj1j1L+1 end
elseif lL0ioO0l0==1 then
local iili0OOL0O0jL=iljo1o000Lj[l0jj0I1IOLI]
local j00Ii1jLj0oj
if j1Oj1j1L==0 then j00Ii1jLj0oj=ioo0LlLo10jjOI-l0jj0I1IOLI-1 else j00Ii1jLj0oj=j1Oj1j1L-1 end
local l1O1il1={}
for IIiLil0lo=1,j00Ii1jLj0oj do l1O1il1[IIiLil0lo]=iljo1o000Lj[l0jj0I1IOLI+IIiLil0lo] end
local l0lIj0jIL1lI=joOL0iI(iili0OOL0O0jL(IlIliijj(l1O1il1,1,j00Ii1jLj0oj)))
if loOI1lLj==0 then
local Lo1iOlOL11jO0=l0lIj0jIL1lI.n
for IIiLil0lo=1,Lo1iOlOL11jO0 do iljo1o000Lj[l0jj0I1IOLI+IIiLil0lo-1]=l0lIj0jIL1lI[IIiLil0lo] end
ioo0LlLo10jjOI=l0jj0I1IOLI+Lo1iOlOL11jO0
else
for IIiLil0lo=1,loOI1lLj-1 do iljo1o000Lj[l0jj0I1IOLI+IIiLil0lo-1]=l0lIj0jIL1lI[IIiLil0lo] end
end
elseif lL0ioO0l0==16 then
local IIiLil0lo=iljo1o000Lj[l0jj0I1IOLI]
if jOlll0OjjOo(IIiLil0lo)~=L0iOIl then
local iili0OOL0O0jL=i1LiOOLoOOjo1(IIiLil0lo)
if iili0OOL0O0jL~=nil and jOlll0OjjOo(iili0OOL0O0jL)~=iloji0j1j then IO110I0jiLoOiI("Protected iterator metatables require an explicit iterator function",0) end
local j00Ii1jLj0oj=iili0OOL0O0jL and jO1OjO0(iili0OOL0O0jL,ji1ioo0j1)
if j00Ii1jLj0oj~=nil then
iljo1o000Lj[l0jj0I1IOLI],iljo1o000Lj[l0jj0I1IOLI+1],iljo1o000Lj[l0jj0I1IOLI+2]=j00Ii1jLj0oj(IIiLil0lo)
elseif jOlll0OjjOo(IIiLil0lo)==iloji0j1j and (iili0OOL0O0jL==nil or jO1OjO0(iili0OOL0O0jL,jolo0ooi)==nil) then
iljo1o000Lj[l0jj0I1IOLI],iljo1o000Lj[l0jj0I1IOLI+1],iljo1o000Lj[l0jj0I1IOLI+2]=jI0Io01lOLOjI,IIiLil0lo,nil
end
end
elseif lL0ioO0l0==27 then
iljo1o000Lj[l0jj0I1IOLI][iljo1o000Lj[j1Oj1j1L]]=iljo1o000Lj[loOI1lLj]
elseif lL0ioO0l0==31 then
iljo1o000Lj[l0jj0I1IOLI]=(iljo1o000Lj[j1Oj1j1L]>iljo1o000Lj[loOI1lLj])
elseif lL0ioO0l0==13 then
iljo1o000Lj[l0jj0I1IOLI]=not iljo1o000Lj[j1Oj1j1L]
elseif lL0ioO0l0==6 then
iljo1o000Lj[l0jj0I1IOLI]=iljo1o000Lj[j1Oj1j1L]+iljo1o000Lj[loOI1lLj]
elseif lL0ioO0l0==34 then
iljo1o000Lj[l0jj0I1IOLI]=-iljo1o000Lj[j1Oj1j1L]
elseif lL0ioO0l0==11 then
iljo1o000Lj[j1Oj1j1L][1]=iljo1o000Lj[l0jj0I1IOLI]
elseif lL0ioO0l0==37 then
if j1Oj1j1L==0 then
for IIiLil0lo=1,j0lol1O0OIlI do iljo1o000Lj[l0jj0I1IOLI+IIiLil0lo-1]=iO1Il1[IIiLil0lo] end
ioo0LlLo10jjOI=l0jj0I1IOLI+j0lol1O0OIlI
else
for IIiLil0lo=1,j1Oj1j1L-1 do iljo1o000Lj[l0jj0I1IOLI+IIiLil0lo-1]=iO1Il1[IIiLil0lo] end
end
elseif lL0ioO0l0==14 then
iljo1o000Lj[l0jj0I1IOLI]=(iljo1o000Lj[j1Oj1j1L]=iljo1o000Lj[loOI1lLj])
elseif lL0ioO0l0==30 then
iljo1o000Lj[l0jj0I1IOLI]=iljo1o000Lj[j1Oj1j1L]//iljo1o000Lj[loOI1lLj]
elseif lL0ioO0l0==22 then
local j00Ii1jLj0oj
if j1Oj1j1L==0 then j00Ii1jLj0oj=ioo0LlLo10jjOI-l0jj0I1IOLI-1 else j00Ii1jLj0oj=j1Oj1j1L end
local iili0OOL0O0jL=iljo1o000Lj[l0jj0I1IOLI]
for IIiLil0lo=1,j00Ii1jLj0oj do iili0OOL0O0jL[loOI1lLj+IIiLil0lo]=iljo1o000Lj[l0jj0I1IOLI+IIiLil0lo] end
elseif lL0ioO0l0==3 then
IILII11IOI=j1Oj1j1L+1
elseif lL0ioO0l0==40 then
iljo1o000Lj[l0jj0I1IOLI]=(iljo1o000Lj[j1Oj1j1L]~=iljo1o000Lj[loOI1lLj])
elseif lL0ioO0l0==29 then
iljo1o000Lj[l0jj0I1IOLI]=iljo1o000Lj[j1Oj1j1L][1]
elseif lL0ioO0l0==24 then
i10Lj11jlO[j1Oj1j1L+1][1]=iljo1o000Lj[l0jj0I1IOLI]
elseif lL0ioO0l0==33 then
i0Iii11LoI1lLL[IjlOLi00OL1Io0(ji0jiLOL0jO,lo01jliLLi,j1Oj1j1L+1,Lo0l1I[9])]=iljo1o000Lj[l0jj0I1IOLI]
elseif lL0ioO0l0==21 then
iljo1o000Lj[l0jj0I1IOLI]=iljo1o000Lj[j1Oj1j1L]^iljo1o000Lj[loOI1lLj]
elseif lL0ioO0l0==35 then
iljo1o000Lj[l0jj0I1IOLI+1]=iljo1o000Lj[j1Oj1j1L]; iljo1o000Lj[l0jj0I1IOLI]=iljo1o000Lj[j1Oj1j1L][iljo1o000Lj[loOI1lLj]]
elseif lL0ioO0l0==4 then
if (not not iljo1o000Lj[l0jj0I1IOLI])==(j1Oj1j1L~=0) then IILII11IOI=loOI1lLj+1 end
elseif lL0ioO0l0==44 then
iljo1o000Lj[l0jj0I1IOLI]=iljo1o000Lj[j1Oj1j1L][iljo1o000Lj[loOI1lLj]]
elseif lL0ioO0l0==18 then
iljo1o000Lj[l0jj0I1IOLI]=(iljo1o000Lj[j1Oj1j1L]<iljo1o000Lj[loOI1lLj])
elseif lL0ioO0l0==2 then
iljo1o000Lj[l0jj0I1IOLI]=iljo1o000Lj[j1Oj1j1L]-iljo1o000Lj[loOI1lLj]
else IO110I0jiLoOiI() end
end
return L0L1jio1oI
end
return jolL1I1lLjjLjI(Lo0l1I,{},joOL0iI(...))