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--[[
-----------//Elio Blasio\\-----------
    Synapse Xen v1.1.2 by Synapse GP
--[[Movelist
    VM Hash: d8add9a78b0c94a55c576b2aa0279fd6b2ed52290e34151d5d2997c957c88247
E = Equip/Unequip, click to shoot, hold to spray
]]
T = Taunt
---------]]
local SynapseXen_liilIlIIlIlIIi=select;local SynapseXen_liIIillii=string.byte;local SynapseXen_IiiII=string.sub;local SynapseXen_illiIIillIiIlIllll=string.char;local SynapseXen_IIlIIiiii=type;local SynapseXen_lIIllilI=table.concat;local unpack=unpack;local setmetatable=setmetatable;local pcall=pcall;local SynapseXen_IiIiIIiliiiii,SynapseXen_liilililiilIIiilIii,SynapseXen_lilliiIlIlIIilIlIiil,SynapseXen_liiIil;if bit and bit.bxor then SynapseXen_IiIiIIiliiiii=bit.bxor;SynapseXen_liilililiilIIiilIii=function(SynapseXen_iiiIIlIlliillIiIiIil,SynapseXen_iliIiIilIiIIiI)local SynapseXen_iIlIiilIIi=SynapseXen_IiIiIIiliiiii(SynapseXen_iiiIIlIlliillIiIiIil,SynapseXen_iliIiIilIiIIiI)if SynapseXen_iIlIiilIIi<0 then SynapseXen_iIlIiilIIi=4294967296+SynapseXen_iIlIiilIIi end;return SynapseXen_iIlIiilIIi end else SynapseXen_IiIiIIiliiiii=function(SynapseXen_iiiIIlIlliillIiIiIil,SynapseXen_iliIiIilIiIIiI)local SynapseXen_iiIIllIii=function(SynapseXen_iIliiilIiI,SynapseXen_IlIlIiiiIilili)return SynapseXen_iIliiilIiI%(SynapseXen_IlIlIiiiIilili*2)>=SynapseXen_IlIlIiiiIilili end;local SynapseXen_iilliIlIliil=0;for SynapseXen_liliiliilIiiiiiIilIi=0,31 do SynapseXen_iilliIlIliil=SynapseXen_iilliIlIliil+(SynapseXen_iiIIllIii(SynapseXen_iiiIIlIlliillIiIiIil,2^SynapseXen_liliiliilIiiiiiIilIi)~=SynapseXen_iiIIllIii(SynapseXen_iliIiIilIiIIiI,2^SynapseXen_liliiliilIiiiiiIilIi)and 2^SynapseXen_liliiliilIiiiiiIilIi or 0)end;return SynapseXen_iilliIlIliil end;SynapseXen_liilililiilIIiilIii=SynapseXen_IiIiIIiliiiii end;SynapseXen_lilliiIlIlIIilIlIiil=function(SynapseXen_lIiIIiiII,SynapseXen_iIiIlilI,SynapseXen_lliiI)return(SynapseXen_lIiIIiiII+SynapseXen_iIiIlilI)%SynapseXen_lliiI end;SynapseXen_liiIil=function(SynapseXen_lIiIIiiII,SynapseXen_iIiIlilI,SynapseXen_lliiI)return(SynapseXen_lIiIIiiII-SynapseXen_iIiIlilI)%SynapseXen_lliiI end;local function SynapseXen_iiiIlliIlIIilIIIIIi(SynapseXen_iIlIiilIIi)if SynapseXen_iIlIiilIIi<0 then SynapseXen_iIlIiilIIi=4294967296+SynapseXen_iIlIiilIIi end;return SynapseXen_iIlIiilIIi end;local getfenv=getfenv;if not getfenv then getfenv=function()return _ENV end end;local SynapseXen_iIiIiliiilIiIl={}local SynapseXen_ilIIllIIIIIIIIIlI={}local SynapseXen_iIIIIlillllIi;local SynapseXen_iliIiliiiIlIiliI;local SynapseXen_Iiiii={}local SynapseXen_Iilli={}for SynapseXen_liliiliilIiiiiiIilIi=0,255 do local SynapseXen_IiiIIII,SynapseXen_lllIlii=SynapseXen_illiIIillIiIlIllll(SynapseXen_liliiliilIiiiiiIilIi),SynapseXen_illiIIillIiIlIllll(SynapseXen_liliiliilIiiiiiIilIi,0)SynapseXen_Iiiii[SynapseXen_IiiIIII]=SynapseXen_lllIlii;SynapseXen_Iilli[SynapseXen_lllIlii]=SynapseXen_IiiIIII end;local function SynapseXen_llIIiIlii(SynapseXen_iIlliIliiiliiiiI,SynapseXen_IliIlI,SynapseXen_ilIIilII,SynapseXen_IIiIiIIIliiIii)if SynapseXen_ilIIilII>=256 then SynapseXen_ilIIilII,SynapseXen_IIiIiIIIliiIii=0,SynapseXen_IIiIiIIIliiIii+1;if SynapseXen_IIiIiIIIliiIii>=256 then SynapseXen_IliIlI={}SynapseXen_IIiIiIIIliiIii=1 end end;SynapseXen_IliIlI[SynapseXen_illiIIillIiIlIllll(SynapseXen_ilIIilII,SynapseXen_IIiIiIIIliiIii)]=SynapseXen_iIlliIliiiliiiiI;SynapseXen_ilIIilII=SynapseXen_ilIIilII+1;return SynapseXen_IliIlI,SynapseXen_ilIIilII,SynapseXen_IIiIiIIIliiIii end;local function SynapseXen_IiilIIIlIlIIIliIiIII(SynapseXen_llliIIililiIlI)local function SynapseXen_iIlIiIllIIliIiiI(SynapseXen_IIlIIiliIliIlilili)local SynapseXen_IIiIiIIIliiIii='ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/'SynapseXen_IIlIIiliIliIlilili=string.gsub(SynapseXen_IIlIIiliIliIlilili,'[^'..SynapseXen_IIiIiIIIliiIii..'=]','')return SynapseXen_IIlIIiliIliIlilili:gsub('.',function(SynapseXen_lIiIIiiII)if SynapseXen_lIiIIiiII=='='then return''end;local SynapseXen_IiiIIIlIlIIIlIi,SynapseXen_lIlliilIllIIII='',SynapseXen_IIiIiIIIliiIii:find(SynapseXen_lIiIIiiII)-1;for SynapseXen_liliiliilIiiiiiIilIi=6,1,-1 do SynapseXen_IiiIIIlIlIIIlIi=SynapseXen_IiiIIIlIlIIIlIi..(SynapseXen_lIlliilIllIIII%2^SynapseXen_liliiliilIiiiiiIilIi-SynapseXen_lIlliilIllIIII%2^(SynapseXen_liliiliilIiiiiiIilIi-1)>0 and'1'or'0')end;return SynapseXen_IiiIIIlIlIIIlIi end):gsub('%d%d%d?%d?%d?%d?%d?%d?',function(SynapseXen_lIiIIiiII)if#SynapseXen_lIiIIiiII~=8 then return''end;local SynapseXen_llIIIlllli=0;for SynapseXen_liliiliilIiiiiiIilIi=1,8 do SynapseXen_llIIIlllli=SynapseXen_llIIIlllli+(SynapseXen_lIiIIiiII:sub(SynapseXen_liliiliilIiiiiiIilIi,SynapseXen_liliiliilIiiiiiIilIi)=='1'and 2^(8-SynapseXen_liliiliilIiiiiiIilIi)or 0)end;return string.char(SynapseXen_llIIIlllli)end)end;SynapseXen_llliIIililiIlI=SynapseXen_iIlIiIllIIliIiiI(SynapseXen_llliIIililiIlI)local SynapseXen_iiiIIiIiiiiiliIii=SynapseXen_IiiII(SynapseXen_llliIIililiIlI,1,1)if SynapseXen_iiiIIiIiiiiiliIii=="u"then return SynapseXen_IiiII(SynapseXen_llliIIililiIlI,2)elseif SynapseXen_iiiIIiIiiiiiliIii~="c"then error("Synapse Xen - Failed to verify bytecode. Please make sure your Lua implementation supports non-null terminated strings.")end;SynapseXen_llliIIililiIlI=SynapseXen_IiiII(SynapseXen_llliIIililiIlI,2)local SynapseXen_lIIIliI=#SynapseXen_llliIIililiIlI;local SynapseXen_IliIlI={}local SynapseXen_ilIIilII,SynapseXen_IIiIiIIIliiIii=0,1;local SynapseXen_llIIil={}local SynapseXen_iIlIiilIIi=1;local SynapseXen_iliiIiiliiIllIllll=SynapseXen_IiiII(SynapseXen_llliIIililiIlI,1,2)SynapseXen_llIIil[SynapseXen_iIlIiilIIi]=SynapseXen_Iilli[SynapseXen_iliiIiiliiIllIllll]or SynapseXen_IliIlI[SynapseXen_iliiIiiliiIllIllll]SynapseXen_iIlIiilIIi=SynapseXen_iIlIiilIIi+1;for SynapseXen_liliiliilIiiiiiIilIi=3,SynapseXen_lIIIliI,2 do local SynapseXen_IiiiiiIiiiiIIi=SynapseXen_IiiII(SynapseXen_llliIIililiIlI,SynapseXen_liliiliilIiiiiiIilIi,SynapseXen_liliiliilIiiiiiIilIi+1)local SynapseXen_llIilIl=SynapseXen_Iilli[SynapseXen_iliiIiiliiIllIllll]or SynapseXen_IliIlI[SynapseXen_iliiIiiliiIllIllll]if not SynapseXen_llIilIl then error("Synapse Xen - Failed to verify bytecode. Please make sure your Lua implementation supports non-null terminated strings.")end;local SynapseXen_iIlIi=SynapseXen_Iilli[SynapseXen_IiiiiiIiiiiIIi]or SynapseXen_IliIlI[SynapseXen_IiiiiiIiiiiIIi]if SynapseXen_iIlIi then SynapseXen_llIIil[SynapseXen_iIlIiilIIi]=SynapseXen_iIlIi;SynapseXen_iIlIiilIIi=SynapseXen_iIlIiilIIi+1;SynapseXen_IliIlI,SynapseXen_ilIIilII,SynapseXen_IIiIiIIIliiIii=SynapseXen_llIIiIlii(SynapseXen_llIilIl..SynapseXen_IiiII(SynapseXen_iIlIi,1,1),SynapseXen_IliIlI,SynapseXen_ilIIilII,SynapseXen_IIiIiIIIliiIii)else local SynapseXen_ilIililI=SynapseXen_llIilIl..SynapseXen_IiiII(SynapseXen_llIilIl,1,1)SynapseXen_llIIil[SynapseXen_iIlIiilIIi]=SynapseXen_ilIililI;SynapseXen_iIlIiilIIi=SynapseXen_iIlIiilIIi+1;SynapseXen_IliIlI,SynapseXen_ilIIilII,SynapseXen_IIiIiIIIliiIii=SynapseXen_llIIiIlii(SynapseXen_ilIililI,SynapseXen_IliIlI,SynapseXen_ilIIilII,SynapseXen_IIiIiIIIliiIii)end;SynapseXen_iliiIiiliiIllIllll=SynapseXen_IiiiiiIiiiiIIi end;return SynapseXen_lIIllilI(SynapseXen_llIIil)end;local function SynapseXen_IIiIIiilIl(SynapseXen_IiilliiIliil,SynapseXen_IlIIIi,SynapseXen_illIIlII)if SynapseXen_illIIlII then local SynapseXen_llIiliiIiiIIilIll=SynapseXen_IiilliiIliil/2^(SynapseXen_IlIIIi-1)%2^(SynapseXen_illIIlII-1-(SynapseXen_IlIIIi-1)+1)return SynapseXen_llIiliiIiiIIilIll-SynapseXen_llIiliiIiiIIilIll%1 else local SynapseXen_lIlIlll=2^(SynapseXen_IlIIIi-1)if SynapseXen_IiilliiIliil%(SynapseXen_lIlIlll+SynapseXen_lIlIlll)>=SynapseXen_lIlIlll then return 1 else return 0 end end end;local function SynapseXen_iiiIIIiliil()local SynapseXen_IiIilIlIilI=SynapseXen_IiIiIIiliiiii(2482901559,SynapseXen_ilIIllIIIIIIIIIlI[6])while true do if SynapseXen_IiIilIlIilI==SynapseXen_IiIiIIiliiiii(3800305499,SynapseXen_ilIIllIIIIIIIIIlI[2])then SynapseXen_iIIIIlillllIi=function(SynapseXen_iIIiIli,SynapseXen_iiIiIIiIlilIIlIll)return SynapseXen_IiIiIIiliiiii(SynapseXen_iIIiIli-43150,SynapseXen_iiIiIIiIlilIIlIll+6392)+SynapseXen_IiIiIIiliiiii(3693889970,SynapseXen_iliIiliiiIlIiliI)end;SynapseXen_IiIilIlIilI=SynapseXen_IiIilIlIilI+SynapseXen_IiIiIIiliiiii(3693932533,SynapseXen_iliIiliiiIlIiliI)elseif SynapseXen_IiIilIlIilI==SynapseXen_IiIiIIiliiiii(1495990571,SynapseXen_ilIIllIIIIIIIIIlI[3])then SynapseXen_iIIIIlillllIi=function(SynapseXen_iIIiIli,SynapseXen_iiIiIIiIlilIIlIll)return SynapseXen_IiIiIIiliiiii(SynapseXen_iIIiIli+17295,SynapseXen_iiIiIIiIlilIIlIll-30951)+SynapseXen_IiIiIIiliiiii(128458170,SynapseXen_ilIIllIIIIIIIIIlI[3])end;SynapseXen_IiIilIlIilI=SynapseXen_IiIilIlIilI+SynapseXen_IiIiIIiliiiii(3693929687,SynapseXen_iliIiliiiIlIiliI)elseif SynapseXen_IiIilIlIilI==SynapseXen_IiIiIIiliiiii(3870977231,SynapseXen_iliIiliiiIlIiliI)then SynapseXen_iIIIIlillllIi=function(SynapseXen_iIIiIli,SynapseXen_iiIiIIiIlilIIlIll)return SynapseXen_IiIiIIiliiiii(SynapseXen_iIIiIli+17534,SynapseXen_iiIiIIiIlilIIlIll-38288)+SynapseXen_IiIiIIiliiiii(3693903537,SynapseXen_iliIiliiiIlIiliI)end;SynapseXen_IiIilIlIilI=SynapseXen_IiIiIIiliiiii(SynapseXen_IiIilIlIilI,SynapseXen_IiIiIIiliiiii(3447581327,SynapseXen_ilIIllIIIIIIIIIlI[6]))elseif SynapseXen_IiIilIlIilI==SynapseXen_IiIiIIiliiiii(2192097792,SynapseXen_iliIiliiiIlIiliI)then return elseif SynapseXen_IiIilIlIilI==SynapseXen_IiIiIIiliiiii(1569581086,SynapseXen_ilIIllIIIIIIIIIlI[4])then SynapseXen_iIIIIlillllIi=function(SynapseXen_iIIiIli,SynapseXen_iiIiIIiIlilIIlIll)return SynapseXen_IiIiIIiliiiii(SynapseXen_iIIiIli-32260,SynapseXen_iiIiIIiIlilIIlIll-38904)+SynapseXen_IiIiIIiliiiii(2842197321,SynapseXen_ilIIllIIIIIIIIIlI[6])end;SynapseXen_IiIilIlIilI=SynapseXen_IiIilIlIilI-SynapseXen_IiIiIIiliiiii(3693922988,SynapseXen_iliIiliiiIlIiliI)elseif SynapseXen_IiIilIlIilI==SynapseXen_IiIiIIiliiiii(2192515256,SynapseXen_iliIiliiiIlIiliI)then SynapseXen_iIIIIlillllIi=function(SynapseXen_iIIiIli,SynapseXen_iiIiIIiIlilIIlIll)return SynapseXen_IiIiIIiliiiii(SynapseXen_iIIiIli-7497,SynapseXen_iiIiIIiIlilIIlIll+268)+SynapseXen_IiIiIIiliiiii(3693932112,SynapseXen_iliIiliiiIlIiliI)end;SynapseXen_IiIilIlIilI=SynapseXen_IiIilIlIilI+SynapseXen_IiIiIIiliiiii(3693921536,SynapseXen_iliIiliiiIlIiliI)end end end;local function SynapseXen_IIiIIillIiIilII(SynapseXen_IilIii)local SynapseXen_lIllilIl=1;local SynapseXen_IIiillIiilIl;local SynapseXen_lIlilIIilIiiliillI;local function SynapseXen_IiiillililiiilIllIIl()local SynapseXen_lIIiiilili=SynapseXen_liIIillii(SynapseXen_IilIii,SynapseXen_lIllilIl,SynapseXen_lIllilIl)SynapseXen_lIllilIl=SynapseXen_lIllilIl+1;return SynapseXen_lIIiiilili end;local function SynapseXen_IiiililllilI()local SynapseXen_iIiiiIIliiiillil,SynapseXen_iIIiIli,SynapseXen_iiIiIIiIlilIIlIll,SynapseXen_lliIlllIlIIIiillI=SynapseXen_liIIillii(SynapseXen_IilIii,SynapseXen_lIllilIl,SynapseXen_lIllilIl+3)SynapseXen_lIllilIl=SynapseXen_lIllilIl+4;return SynapseXen_lliIlllIlIIIiillI*16777216+SynapseXen_iiIiIIiIlilIIlIll*65536+SynapseXen_iIIiIli*256+SynapseXen_iIiiiIIliiiillil end;local function SynapseXen_iIlIiIIIIllI()return SynapseXen_IiiililllilI()*4294967296+SynapseXen_IiiililllilI()end;local function SynapseXen_iliiiI()local SynapseXen_liIIlIilIi=SynapseXen_liilililiilIIiilIii(SynapseXen_IiiililllilI(),SynapseXen_iIiIiliiilIiIl[4165809575]or(function()local SynapseXen_lIiIIiiII="my way to go against expwoiting is to have safety measuwes. i 1 wocawscwipt and onwy moduwes. hewe's how it wowks: this scwipt bewow stowes the moduwes in a tabwe fow each moduwe we send the wist with the moduwes and moduwe infowmation and use inyit a function in my moduwe that wiww stowe the info and aftew it has send to aww the moduwes it wiww dewete them. so whenyevew the cwient twies to hack they cant get the moduwes. onwy this peace of wocawscwipt."SynapseXen_iIiIiliiilIiIl[4165809575]=SynapseXen_IiIiIIiliiiii(SynapseXen_iIIIIlillllIi(2033992667,2689423578),SynapseXen_IiIiIIiliiiii(789724869,SynapseXen_ilIIllIIIIIIIIIlI[5]))-string.len(SynapseXen_lIiIIiiII)-#{2186539522,3225588885,1261337950}return SynapseXen_iIiIiliiilIiIl[4165809575]end)())local SynapseXen_lIIIIlIiIi=SynapseXen_liilililiilIIiilIii(SynapseXen_IiiililllilI(),SynapseXen_iIiIiliiilIiIl[975194853]or(function()local SynapseXen_lIiIIiiII="epic gamer vision"SynapseXen_iIiIiliiilIiIl[975194853]=SynapseXen_IiIiIIiliiiii(SynapseXen_iIIIIlillllIi(2570579545,829599421),SynapseXen_IiIiIIiliiiii(669796538,SynapseXen_ilIIllIIIIIIIIIlI[2]))-string.len(SynapseXen_lIiIIiiII)-#{1496210820,1346300206,154260374,4124047017,153799014,184845779,4179486846}return SynapseXen_iIiIiliiilIiIl[975194853]end)())local SynapseXen_IlliIllIiiiil=1;local SynapseXen_IiIilIili=SynapseXen_IIiIIiilIl(SynapseXen_lIIIIlIiIi,1,20)*2^32+SynapseXen_liIIlIilIi;local SynapseXen_IIlIlIIIIliliililI=SynapseXen_IIiIIiilIl(SynapseXen_lIIIIlIiIi,21,31)local SynapseXen_lillIliIIIiiIIIIii=(-1)^SynapseXen_IIiIIiilIl(SynapseXen_lIIIIlIiIi,32)if SynapseXen_IIlIlIIIIliliililI==0 then if SynapseXen_IiIilIili==0 then return SynapseXen_lillIliIIIiiIIIIii*0 else SynapseXen_IIlIlIIIIliliililI=1;SynapseXen_IlliIllIiiiil=0 end elseif SynapseXen_IIlIlIIIIliliililI==2047 then if SynapseXen_IiIilIili==0 then return SynapseXen_lillIliIIIiiIIIIii*1/0 else return SynapseXen_lillIliIIIiiIIIIii*0/0 end end;return math.ldexp(SynapseXen_lillIliIIIiiIIIIii,SynapseXen_IIlIlIIIIliliililI-1023)*(SynapseXen_IlliIllIiiiil+SynapseXen_IiIilIili/2^52)end;local function SynapseXen_iIIIiIIIiIIlIlillIli(SynapseXen_IIllliiIIi)local SynapseXen_lIIIl;if SynapseXen_IIllliiIIi then SynapseXen_lIIIl=SynapseXen_IiiII(SynapseXen_IilIii,SynapseXen_lIllilIl,SynapseXen_lIllilIl+SynapseXen_IIllliiIIi-1)SynapseXen_lIllilIl=SynapseXen_lIllilIl+SynapseXen_IIllliiIIi else SynapseXen_IIllliiIIi=SynapseXen_IIiillIiilIl()if SynapseXen_IIllliiIIi==0 then return""end;SynapseXen_lIIIl=SynapseXen_IiiII(SynapseXen_IilIii,SynapseXen_lIllilIl,SynapseXen_lIllilIl+SynapseXen_IIllliiIIi-1)SynapseXen_lIllilIl=SynapseXen_lIllilIl+SynapseXen_IIllliiIIi end;return SynapseXen_lIIIl end;local function SynapseXen_liiilIllIIiliiIIIii(SynapseXen_lIIIl)local SynapseXen_llIiliiIiiIIilIll={}for SynapseXen_liliiliilIiiiiiIilIi=1,#SynapseXen_lIIIl do local SynapseXen_lIiIlil=SynapseXen_lIIIl:sub(SynapseXen_liliiliilIiiiiiIilIi,SynapseXen_liliiliilIiiiiiIilIi)SynapseXen_llIiliiIiiIIilIll[#SynapseXen_llIiliiIiiIIilIll+1]=string.char(SynapseXen_IiIiIIiliiiii(string.byte(SynapseXen_lIiIlil),SynapseXen_iIiIiliiilIiIl[2888152118]or(function()local SynapseXen_lIiIIiiII="skisploit is the superior obfuscator, clearly."SynapseXen_iIiIiliiilIiIl[2888152118]=SynapseXen_IiIiIIiliiiii(SynapseXen_iIIIIlillllIi(3183059133,34740029),SynapseXen_IiIiIIiliiiii(3087231939,SynapseXen_ilIIllIIIIIIIIIlI[3]))-string.len(SynapseXen_lIiIIiiII)-#{2355494939,1646515261,3662883698,3939549347,3210152118,234551062,4208704332,1595352474,4090102041}return SynapseXen_iIiIiliiilIiIl[2888152118]end)()))end;return table.concat(SynapseXen_llIiliiIiiIIilIll)end;local function SynapseXen_IlIIilllIIIiiIlIIIl()local SynapseXen_IiIiI={}local SynapseXen_liIlilliI={}local SynapseXen_iiiilllllIllliIl={}local SynapseXen_IIIIliIIiIiIIii={[SynapseXen_iIiIiliiilIiIl[86716471]or(function(...)local SynapseXen_lIiIIiiII="now comes with a free n word pass"local SynapseXen_llIiilIiI=SynapseXen_iIIIIlillllIi(2912179987,3706172999)local SynapseXen_iilliIilili={...}for SynapseXen_liliiliilIiiiiiIilIi,SynapseXen_ililIIlII in pairs(SynapseXen_iilliIilili)do local SynapseXen_liillIllIliIl;local SynapseXen_IIIIlliiIliiliilIlii=type(SynapseXen_ililIIlII)if SynapseXen_IIIIlliiIliiliilIlii=="number"then SynapseXen_liillIllIliIl=SynapseXen_ililIIlII elseif SynapseXen_IIIIlliiIliiliilIlii=="string"then SynapseXen_liillIllIliIl=SynapseXen_ililIIlII:len()elseif SynapseXen_IIIIlliiIliiliilIlii=="table"then SynapseXen_liillIllIliIl=SynapseXen_iIIIIlillllIi(1530902163,2764062521)end;SynapseXen_llIiilIiI=SynapseXen_llIiilIiI+SynapseXen_liillIllIliIl end;SynapseXen_iIiIiliiilIiIl[86716471]=SynapseXen_IiIiIIiliiiii(SynapseXen_IiIiIIiliiiii(614419873,SynapseXen_llIiilIiI),SynapseXen_IiIiIIiliiiii(3321426071,SynapseXen_ilIIllIIIIIIIIIlI[6]))-string.len(SynapseXen_lIiIIiiII)-#{3586077630,1661281866,3081762179,770643102,1727134518,171171704,442384270}return SynapseXen_iIiIiliiilIiIl[86716471]end)({},9169,{},5904,{},6425,13332)]=SynapseXen_liIlilliI,[SynapseXen_iIiIiliiilIiIl[3162809517]or(function()local SynapseXen_lIiIIiiII="xen doesn't come with instance caching, sorry superskater"SynapseXen_iIiIiliiilIiIl[3162809517]=SynapseXen_IiIiIIiliiiii(SynapseXen_iIIIIlillllIi(2187949187,3134089736),SynapseXen_IiIiIIiliiiii(2744626305,SynapseXen_ilIIllIIIIIIIIIlI[6]))-string.len(SynapseXen_lIiIIiiII)-#{3292392007,984067966,1241767794,1802413854,3824747157,938495876,1166406445}return SynapseXen_iIiIiliiilIiIl[3162809517]end)()]=SynapseXen_IiIiI,[SynapseXen_iIiIiliiilIiIl[1847810598]or(function(...)local SynapseXen_lIiIIiiII="this is a christian obfuscator, no cursing allowed in our scripts"local SynapseXen_llIiilIiI=SynapseXen_iIIIIlillllIi(1270770084,4258015116)local SynapseXen_iilliIilili={...}for SynapseXen_liliiliilIiiiiiIilIi,SynapseXen_ililIIlII in pairs(SynapseXen_iilliIilili)do local SynapseXen_liillIllIliIl;local SynapseXen_IIIIlliiIliiliilIlii=type(SynapseXen_ililIIlII)if SynapseXen_IIIIlliiIliiliilIlii=="number"then SynapseXen_liillIllIliIl=SynapseXen_ililIIlII elseif SynapseXen_IIIIlliiIliiliilIlii=="string"then SynapseXen_liillIllIliIl=SynapseXen_ililIIlII:len()elseif SynapseXen_IIIIlliiIliiliilIlii=="table"then SynapseXen_liillIllIliIl=SynapseXen_iIIIIlillllIi(2432126551,1862849583)end;SynapseXen_llIiilIiI=SynapseXen_llIiilIiI+SynapseXen_liillIllIliIl end;SynapseXen_iIiIiliiilIiIl[1847810598]=SynapseXen_IiIiIIiliiiii(SynapseXen_IiIiIIiliiiii(2134362327,SynapseXen_llIiilIiI),SynapseXen_IiIiIIiliiiii(317721378,SynapseXen_iliIiliiiIlIiliI))-string.len(SynapseXen_lIiIIiiII)-#{2192412587,52829379,1006856855}return SynapseXen_iIiIiliiilIiIl[1847810598]end)("liI","iIIlIIIilllIllliili")]=SynapseXen_iiiilllllIllliIl}SynapseXen_IiiillililiiilIllIIl()SynapseXen_IIIIliIIiIiIIii[49984495]=SynapseXen_IiIiIIiliiiii(SynapseXen_IiiillililiiilIllIIl(),SynapseXen_iIiIiliiilIiIl[4011208279]or(function()local SynapseXen_lIiIIiiII="inb4 posted on exploit reports section"SynapseXen_iIiIiliiilIiIl[4011208279]=SynapseXen_IiIiIIiliiiii(SynapseXen_iIIIIlillllIi(1466288747,2524214113),SynapseXen_IiIiIIiliiiii(490656863,SynapseXen_iliIiliiiIlIiliI))-string.len(SynapseXen_lIiIIiiII)-#{2068685942,2523059156,3196161833}return SynapseXen_iIiIiliiilIiIl[4011208279]end)())SynapseXen_IiiililllilI()SynapseXen_IIIIliIIiIiIIii[94212478]=SynapseXen_IiIiIIiliiiii(SynapseXen_IiiillililiiilIllIIl(),SynapseXen_iIiIiliiilIiIl[2476301620]or(function(...)local SynapseXen_lIiIIiiII="wait for someone on devforum to say they are gonna deobfuscate this"local SynapseXen_llIiilIiI=SynapseXen_iIIIIlillllIi(1875032389,3178731802)local SynapseXen_iilliIilili={...}for SynapseXen_liliiliilIiiiiiIilIi,SynapseXen_ililIIlII in pairs(SynapseXen_iilliIilili)do local SynapseXen_liillIllIliIl;local SynapseXen_IIIIlliiIliiliilIlii=type(SynapseXen_ililIIlII)if SynapseXen_IIIIlliiIliiliilIlii=="number"then SynapseXen_liillIllIliIl=SynapseXen_ililIIlII elseif SynapseXen_IIIIlliiIliiliilIlii=="string"then SynapseXen_liillIllIliIl=SynapseXen_ililIIlII:len()elseif SynapseXen_IIIIlliiIliiliilIlii=="table"then SynapseXen_liillIllIliIl=SynapseXen_iIIIIlillllIi(4028219099,266763573)end;SynapseXen_llIiilIiI=SynapseXen_llIiilIiI-SynapseXen_liillIllIliIl end;SynapseXen_iIiIiliiilIiIl[2476301620]=SynapseXen_IiIiIIiliiiii(SynapseXen_IiIiIIiliiiii(1168783087,SynapseXen_llIiilIiI),SynapseXen_IiIiIIiliiiii(2427847555,SynapseXen_ilIIllIIIIIIIIIlI[3]))-string.len(SynapseXen_lIiIIiiII)-#{1191449252,83567113,3432223101,2963839639,263231641,984109742,1676563776}return SynapseXen_iIiIiliiilIiIl[2476301620]end)({},{},{},8956,734,{},{},{}))SynapseXen_IiiililllilI()for SynapseXen_IlililIIiiilI=1,SynapseXen_IiIiIIiliiiii(SynapseXen_lIlilIIilIiiliillI(),SynapseXen_iIiIiliiilIiIl[901591769]or(function(...)local SynapseXen_lIiIIiiII="hi my 2.5mb script doesn't work with xen please help"local SynapseXen_llIiilIiI=SynapseXen_iIIIIlillllIi(1275041262,1570349447)local SynapseXen_iilliIilili={...}for SynapseXen_liliiliilIiiiiiIilIi,SynapseXen_ililIIlII in pairs(SynapseXen_iilliIilili)do local SynapseXen_liillIllIliIl;local SynapseXen_IIIIlliiIliiliilIlii=type(SynapseXen_ililIIlII)if SynapseXen_IIIIlliiIliiliilIlii=="number"then SynapseXen_liillIllIliIl=SynapseXen_ililIIlII elseif SynapseXen_IIIIlliiIliiliilIlii=="string"then SynapseXen_liillIllIliIl=SynapseXen_ililIIlII:len()elseif SynapseXen_IIIIlliiIliiliilIlii=="table"then SynapseXen_liillIllIliIl=SynapseXen_iIIIIlillllIi(4248127603,46841791)end;SynapseXen_llIiilIiI=SynapseXen_llIiilIiI-SynapseXen_liillIllIliIl end;SynapseXen_iIiIiliiilIiIl[901591769]=SynapseXen_IiIiIIiliiiii(SynapseXen_IiIiIIiliiiii(3636380176,SynapseXen_llIiilIiI),SynapseXen_IiIiIIiliiiii(1641642349,SynapseXen_iliIiliiiIlIiliI))-string.len(SynapseXen_lIiIIiiII)-#{2779414896,14512630,933851521,2416521137,1468215107,4076744397,3610865890,1640000142}return SynapseXen_iIiIiliiilIiIl[901591769]end)(6665,{},{},{},3900))do SynapseXen_IiiililllilI()local SynapseXen_IiiiIililiIl=SynapseXen_IiIiIIiliiiii(SynapseXen_IiiililllilI(),SynapseXen_iIiIiliiilIiIl[3541203278]or(function()local SynapseXen_lIiIIiiII="SYNAPSE XEN [FE BYPASS] [BETTER THEN LURAPH] [AMAZING] OMG OMG OMG !!!!!!"SynapseXen_iIiIiliiilIiIl[3541203278]=SynapseXen_IiIiIIiliiiii(SynapseXen_iIIIIlillllIi(1071983394,3137250972),SynapseXen_IiIiIIiliiiii(3661825930,SynapseXen_iliIiliiiIlIiliI))-string.len(SynapseXen_lIiIIiiII)-#{3074648906,332996922}return SynapseXen_iIiIiliiilIiIl[3541203278]end)())local SynapseXen_iIIIlll=SynapseXen_IiiillililiiilIllIIl()local SynapseXen_IIlIIiiii=SynapseXen_IiiillililiiilIllIIl()SynapseXen_IiiillililiiilIllIIl()local SynapseXen_lIlililliiI={[786796602]=SynapseXen_IiiiIililiIl,[1649860719]=SynapseXen_iIIIlll,[971169608]=SynapseXen_IIiIIiilIl(SynapseXen_IiiiIililiIl,1,6),[1204736326]=SynapseXen_IIiIIiilIl(SynapseXen_IiiiIililiIl,7,14)}if SynapseXen_IIlIIiiii==(SynapseXen_iIiIiliiilIiIl[1654386421]or(function(...)local SynapseXen_lIiIIiiII="level 1 crook = luraph, level 100 boss = xen"local SynapseXen_llIiilIiI=SynapseXen_iIIIIlillllIi(3896544208,2983254188)local SynapseXen_iilliIilili={...}for SynapseXen_liliiliilIiiiiiIilIi,SynapseXen_ililIIlII in pairs(SynapseXen_iilliIilili)do local SynapseXen_liillIllIliIl;local SynapseXen_IIIIlliiIliiliilIlii=type(SynapseXen_ililIIlII)if SynapseXen_IIIIlliiIliiliilIlii=="number"then SynapseXen_liillIllIliIl=SynapseXen_ililIIlII elseif SynapseXen_IIIIlliiIliiliilIlii=="string"then SynapseXen_liillIllIliIl=SynapseXen_ililIIlII:len()elseif SynapseXen_IIIIlliiIliiliilIlii=="table"then SynapseXen_liillIllIliIl=SynapseXen_iIIIIlillllIi(2955102786,1339881847)end;SynapseXen_llIiilIiI=SynapseXen_llIiilIiI+SynapseXen_liillIllIliIl end;SynapseXen_iIiIiliiilIiIl[1654386421]=SynapseXen_IiIiIIiliiiii(SynapseXen_IiIiIIiliiiii(4112329528,SynapseXen_llIiilIiI),SynapseXen_IiIiIIiliiiii(1889577514,SynapseXen_iliIiliiiIlIiliI))-string.len(SynapseXen_lIiIIiiII)-#{3526379665,2780149173,3379559524,2542493071,787613374}return SynapseXen_iIiIiliiilIiIl[1654386421]end)("Iiil","iilIiIiiIiilllil","IIlI",{},5021,"lliIliil",13733,5927))then SynapseXen_lIlililliiI[386865132]=SynapseXen_IIiIIiilIl(SynapseXen_IiiiIililiIl,24,32)SynapseXen_lIlililliiI[1283858741]=SynapseXen_IIiIIiilIl(SynapseXen_IiiiIililiIl,15,23)elseif SynapseXen_IIlIIiiii==(SynapseXen_iIiIiliiilIiIl[571075869]or(function(...)local SynapseXen_lIiIIiiII="wow xen is shit buy luraph ok"local SynapseXen_llIiilIiI=SynapseXen_iIIIIlillllIi(3148197693,1281209161)local SynapseXen_iilliIilili={...}for SynapseXen_liliiliilIiiiiiIilIi,SynapseXen_ililIIlII in pairs(SynapseXen_iilliIilili)do local SynapseXen_liillIllIliIl;local SynapseXen_IIIIlliiIliiliilIlii=type(SynapseXen_ililIIlII)if SynapseXen_IIIIlliiIliiliilIlii=="number"then SynapseXen_liillIllIliIl=SynapseXen_ililIIlII elseif SynapseXen_IIIIlliiIliiliilIlii=="string"then SynapseXen_liillIllIliIl=SynapseXen_ililIIlII:len()elseif SynapseXen_IIIIlliiIliiliilIlii=="table"then SynapseXen_liillIllIliIl=SynapseXen_iIIIIlillllIi(2425743363,1869226924)end;SynapseXen_llIiilIiI=SynapseXen_llIiilIiI-SynapseXen_liillIllIliIl end;SynapseXen_iIiIiliiilIiIl[571075869]=SynapseXen_IiIiIIiliiiii(SynapseXen_IiIiIIiliiiii(1483199100,SynapseXen_llIiilIiI),SynapseXen_IiIiIIiliiiii(116857613,SynapseXen_ilIIllIIIIIIIIIlI[6]))-string.len(SynapseXen_lIiIIiiII)-#{1838984985,2299526164,3529203102,2460219400,2763374569,2202926009,2256894379}return SynapseXen_iIiIiliiilIiIl[571075869]end)({},{},"liIiiiiIiIiiiliIili","iIliiI"))then SynapseXen_lIlililliiI[162291926]=SynapseXen_IIiIIiilIl(SynapseXen_IiiiIililiIl,15,32)elseif SynapseXen_IIlIIiiii==(SynapseXen_iIiIiliiilIiIl[654828158]or(function()local SynapseXen_lIiIIiiII="thats how mafia works"SynapseXen_iIiIiliiilIiIl[654828158]=SynapseXen_IiIiIIiliiiii(SynapseXen_iIIIIlillllIi(3657849185,3434178524),SynapseXen_IiIiIIiliiiii(1260733525,SynapseXen_ilIIllIIIIIIIIIlI[5]))-string.len(SynapseXen_lIiIIiiII)-#{1005513446,680205455,2943440062,3165777251,3880605241,4050038064,3693275456,3550033492,823727313,1340309579}return SynapseXen_iIiIiliiilIiIl[654828158]end)())then SynapseXen_lIlililliiI[979247418]=SynapseXen_IIiIIiilIl(SynapseXen_IiiiIililiIl,15,32)-131071 end;SynapseXen_liIlilliI[SynapseXen_IlililIIiiilI]=SynapseXen_lIlililliiI end;SynapseXen_IiiililllilI()SynapseXen_IiiililllilI()for SynapseXen_IlililIIiiilI=1,SynapseXen_IiIiIIiliiiii(SynapseXen_lIlilIIilIiiliillI(),SynapseXen_iIiIiliiilIiIl[1943202002]or(function()local SynapseXen_lIiIIiiII="hi xen crashes on my axon paste plz help"SynapseXen_iIiIiliiilIiIl[1943202002]=SynapseXen_IiIiIIiliiiii(SynapseXen_iIIIIlillllIi(1763001094,968709955),SynapseXen_IiIiIIiliiiii(768057847,SynapseXen_iliIiliiiIlIiliI))-string.len(SynapseXen_lIiIIiiII)-#{1325245520,1875655792,2840809983,3391607189,7156042,3795783101,2604101459,1022054790}return SynapseXen_iIiIiliiilIiIl[1943202002]end)())do SynapseXen_IiiillililiiilIllIIl()local SynapseXen_IIlIIiiii=SynapseXen_IiiillililiiilIllIIl()local SynapseXen_IlllililIIilliilIlll;if SynapseXen_IIlIIiiii==(SynapseXen_iIiIiliiilIiIl[2263631714]or(function()local SynapseXen_lIiIIiiII="https://twitter.com/Ripull_RBLX/status/1059334518581145603"SynapseXen_iIiIiliiilIiIl[2263631714]=SynapseXen_IiIiIIiliiiii(SynapseXen_iIIIIlillllIi(489892188,2438221505),SynapseXen_IiIiIIiliiiii(1347134088,SynapseXen_iliIiliiiIlIiliI))-string.len(SynapseXen_lIiIIiiII)-#{648627094,301763227,2003543101,2022491761}return SynapseXen_iIiIiliiilIiIl[2263631714]end)())then SynapseXen_IlllililIIilliilIlll=SynapseXen_IiiillililiiilIllIIl()~=0 elseif SynapseXen_IIlIIiiii==(SynapseXen_iIiIiliiilIiIl[3101417278]or(function(...)local SynapseXen_lIiIIiiII="can we have an f in chat for ripull"local SynapseXen_llIiilIiI=SynapseXen_iIIIIlillllIi(2701567249,1410159494)local SynapseXen_iilliIilili={...}for SynapseXen_liliiliilIiiiiiIilIi,SynapseXen_ililIIlII in pairs(SynapseXen_iilliIilili)do local SynapseXen_liillIllIliIl;local SynapseXen_IIIIlliiIliiliilIlii=type(SynapseXen_ililIIlII)if SynapseXen_IIIIlliiIliiliilIlii=="number"then SynapseXen_liillIllIliIl=SynapseXen_ililIIlII elseif SynapseXen_IIIIlliiIliiliilIlii=="string"then SynapseXen_liillIllIliIl=SynapseXen_ililIIlII:len()elseif SynapseXen_IIIIlliiIliiliilIlii=="table"then SynapseXen_liillIllIliIl=SynapseXen_iIIIIlillllIi(3722701448,572264576)end;SynapseXen_llIiilIiI=SynapseXen_llIiilIiI-SynapseXen_liillIllIliIl end;SynapseXen_iIiIiliiilIiIl[3101417278]=SynapseXen_IiIiIIiliiiii(SynapseXen_IiIiIIiliiiii(1784954504,SynapseXen_llIiilIiI),SynapseXen_IiIiIIiliiiii(2563187498,SynapseXen_ilIIllIIIIIIIIIlI[3]))-string.len(SynapseXen_lIiIIiiII)-#{8243663,2834338825,3363836566}return SynapseXen_iIiIiliiilIiIl[3101417278]end)("lIllliiilliliili",11164,"IlIiIIlliliI","lI",13734,"IIlilIiii"))then SynapseXen_IlllililIIilliilIlll=SynapseXen_iliiiI()elseif SynapseXen_IIlIIiiii==(SynapseXen_iIiIiliiilIiIl[83224834]or(function(...)local SynapseXen_lIiIIiiII="HELP ME PEOPLE ARE CRASHING MY GAME PLZ HELP"local SynapseXen_llIiilIiI=SynapseXen_iIIIIlillllIi(2463402605,1837022147)local SynapseXen_iilliIilili={...}for SynapseXen_liliiliilIiiiiiIilIi,SynapseXen_ililIIlII in pairs(SynapseXen_iilliIilili)do local SynapseXen_liillIllIliIl;local SynapseXen_IIIIlliiIliiliilIlii=type(SynapseXen_ililIIlII)if SynapseXen_IIIIlliiIliiliilIlii=="number"then SynapseXen_liillIllIliIl=SynapseXen_ililIIlII elseif SynapseXen_IIIIlliiIliiliilIlii=="string"then SynapseXen_liillIllIliIl=SynapseXen_ililIIlII:len()elseif SynapseXen_IIIIlliiIliiliilIlii=="table"then SynapseXen_liillIllIliIl=SynapseXen_iIIIIlillllIi(3997516133,297457293)end;SynapseXen_llIiilIiI=SynapseXen_llIiilIiI+SynapseXen_liillIllIliIl end;SynapseXen_iIiIiliiilIiIl[83224834]=SynapseXen_IiIiIIiliiiii(SynapseXen_IiIiIIiliiiii(2269436779,SynapseXen_llIiilIiI),SynapseXen_IiIiIIiliiiii(2711747487,SynapseXen_ilIIllIIIIIIIIIlI[1]))-string.len(SynapseXen_lIiIIiiII)-#{1888089986,4270190573,2858101504,701553274,88605073,1865721424,2106362314,1904573081,3616429229}return SynapseXen_iIiIiliiilIiIl[83224834]end)("liilllIilllI","llIIIIilllIiIIIl","lIiiIIlli","IiillIIliIlI"))then SynapseXen_IlllililIIilliilIlll=SynapseXen_IiiII(SynapseXen_liiilIllIIiliiIIIii(SynapseXen_iIIIiIIIiIIlIlillIli()),1,-2)end;SynapseXen_iiiilllllIllliIl[SynapseXen_IlililIIiiilI-1]=SynapseXen_IlllililIIilliilIlll end;SynapseXen_IiiillililiiilIllIIl()for SynapseXen_IlililIIiiilI=1,SynapseXen_IiIiIIiliiiii(SynapseXen_lIlilIIilIiiliillI(),SynapseXen_iIiIiliiilIiIl[1530659740]or(function()local SynapseXen_lIiIIiiII="what are you trying to say? that fucking one dot + dot + dot + many dots is not adding adding 1 dot + dot and then adding all the dots together????"SynapseXen_iIiIiliiilIiIl[1530659740]=SynapseXen_IiIiIIiliiiii(SynapseXen_iIIIIlillllIi(3777310530,288737121),SynapseXen_IiIiIIiliiiii(4197106198,SynapseXen_iliIiliiiIlIiliI))-string.len(SynapseXen_lIiIIiiII)-#{2243908665,4228157824,2627328032,758858725,1255134396,1523341540,2612503184,223094982,3578907593}return SynapseXen_iIiIiliiilIiIl[1530659740]end)())do SynapseXen_IiIiI[SynapseXen_IlililIIiiilI-1]=SynapseXen_IlIIilllIIIiiIlIIIl()end;return SynapseXen_IIIIliIIiIiIIii end;do assert(SynapseXen_iIIIiIIIiIIlIlillIli(4)=="\27Xen","Synapse Xen - Failed to verify bytecode. Please make sure your Lua implementation supports non-null terminated strings.")SynapseXen_lIlilIIilIiiliillI=SynapseXen_IiiililllilI;SynapseXen_IIiillIiilIl=SynapseXen_IiiililllilI;local SynapseXen_IilIIili=SynapseXen_iIIIiIIIiIIlIlillIli()SynapseXen_IiiillililiiilIllIIl()SynapseXen_iliIiliiiIlIiliI=SynapseXen_iiiIlliIlIIilIIIIIi(SynapseXen_lIlilIIilIiiliillI())SynapseXen_IiiililllilI()SynapseXen_IiiililllilI()local SynapseXen_lIIIIl=0;for SynapseXen_liliiliilIiiiiiIilIi=1,#SynapseXen_IilIIili do local SynapseXen_lIiIlil=SynapseXen_IilIIili:sub(SynapseXen_liliiliilIiiiiiIilIi,SynapseXen_liliiliilIiiiiiIilIi)SynapseXen_lIIIIl=SynapseXen_lIIIIl+string.byte(SynapseXen_lIiIlil)end;SynapseXen_lIIIIl=SynapseXen_IiIiIIiliiiii(SynapseXen_lIIIIl,SynapseXen_iliIiliiiIlIiliI)for SynapseXen_IlililIIiiilI=1,SynapseXen_IiiillililiiilIllIIl()do SynapseXen_ilIIllIIIIIIIIIlI[SynapseXen_IlililIIiiilI]=SynapseXen_liilililiilIIiilIii(SynapseXen_lIlilIIilIiiliillI(),SynapseXen_lIIIIl)end;SynapseXen_iiiIIIiliil()end;return SynapseXen_IlIIilllIIIiiIlIIIl()end;local function SynapseXen_lllliIlliiIliIIiiIil(...)return SynapseXen_liilIlIIlIlIIi('#',...),{...}end;local function SynapseXen_lIIIiI(SynapseXen_IIIIliIIiIiIIii,SynapseXen_iiillIliIIilIIillIlI,SynapseXen_lIillliiiiIllilI)local SynapseXen_IiIiI=SynapseXen_IIIIliIIiIiIIii[SynapseXen_iIiIiliiilIiIl[3162809517]or(function()local SynapseXen_lIiIIiiII="xen doesn't come with instance caching, sorry superskater"SynapseXen_iIiIiliiilIiIl[3162809517]=SynapseXen_IiIiIIiliiiii(SynapseXen_iIIIIlillllIi(2187949187,3134089736),SynapseXen_IiIiIIiliiiii(2744626305,SynapseXen_ilIIllIIIIIIIIIlI[6]))-string.len(SynapseXen_lIiIIiiII)-#{3292392007,984067966,1241767794,1802413854,3824747157,938495876,1166406445}return SynapseXen_iIiIiliiilIiIl[3162809517]end)()]local SynapseXen_iiiilllllIllliIl=SynapseXen_IIIIliIIiIiIIii[SynapseXen_iIiIiliiilIiIl[1847810598]or(function(...)local SynapseXen_lIiIIiiII="this is a christian obfuscator, no cursing allowed in our scripts"local SynapseXen_llIiilIiI=SynapseXen_iIIIIlillllIi(1270770084,4258015116)local SynapseXen_iilliIilili={...}for SynapseXen_liliiliilIiiiiiIilIi,SynapseXen_ililIIlII in pairs(SynapseXen_iilliIilili)do local SynapseXen_liillIllIliIl;local SynapseXen_IIIIlliiIliiliilIlii=type(SynapseXen_ililIIlII)if SynapseXen_IIIIlliiIliiliilIlii=="number"then SynapseXen_liillIllIliIl=SynapseXen_ililIIlII elseif SynapseXen_IIIIlliiIliiliilIlii=="string"then SynapseXen_liillIllIliIl=SynapseXen_ililIIlII:len()elseif SynapseXen_IIIIlliiIliiliilIlii=="table"then SynapseXen_liillIllIliIl=SynapseXen_iIIIIlillllIi(2432126551,1862849583)end;SynapseXen_llIiilIiI=SynapseXen_llIiilIiI+SynapseXen_liillIllIliIl end;SynapseXen_iIiIiliiilIiIl[1847810598]=SynapseXen_IiIiIIiliiiii(SynapseXen_IiIiIIiliiiii(2134362327,SynapseXen_llIiilIiI),SynapseXen_IiIiIIiliiiii(317721378,SynapseXen_iliIiliiiIlIiliI))-string.len(SynapseXen_lIiIIiiII)-#{2192412587,52829379,1006856855}return SynapseXen_iIiIiliiilIiIl[1847810598]end)("liI","iIIlIIIilllIllliili")]local SynapseXen_liIlilliI=SynapseXen_IIIIliIIiIiIIii[SynapseXen_iIiIiliiilIiIl[86716471]or(function(...)local SynapseXen_lIiIIiiII="now comes with a free n word pass"local SynapseXen_llIiilIiI=SynapseXen_iIIIIlillllIi(2912179987,3706172999)local SynapseXen_iilliIilili={...}for SynapseXen_liliiliilIiiiiiIilIi,SynapseXen_ililIIlII in pairs(SynapseXen_iilliIilili)do local SynapseXen_liillIllIliIl;local SynapseXen_IIIIlliiIliiliilIlii=type(SynapseXen_ililIIlII)if SynapseXen_IIIIlliiIliiliilIlii=="number"then SynapseXen_liillIllIliIl=SynapseXen_ililIIlII elseif SynapseXen_IIIIlliiIliiliilIlii=="string"then SynapseXen_liillIllIliIl=SynapseXen_ililIIlII:len()elseif SynapseXen_IIIIlliiIliiliilIlii=="table"then SynapseXen_liillIllIliIl=SynapseXen_iIIIIlillllIi(1530902163,2764062521)end;SynapseXen_llIiilIiI=SynapseXen_llIiilIiI+SynapseXen_liillIllIliIl end;SynapseXen_iIiIiliiilIiIl[86716471]=SynapseXen_IiIiIIiliiiii(SynapseXen_IiIiIIiliiiii(614419873,SynapseXen_llIiilIiI),SynapseXen_IiIiIIiliiiii(3321426071,SynapseXen_ilIIllIIIIIIIIIlI[6]))-string.len(SynapseXen_lIiIIiiII)-#{3586077630,1661281866,3081762179,770643102,1727134518,171171704,442384270}return SynapseXen_iIiIiliiilIiIl[86716471]end)({},9169,{},5904,{},6425,13332)]return function(...)local SynapseXen_ilIllIlIIllIlill,SynapseXen_lillllIilIlI=1,-1;local SynapseXen_IIIliillIlIiIiilii,SynapseXen_IiiIIlIliIlIilIIii={},SynapseXen_liilIlIIlIlIIi('#',...)-1;local SynapseXen_IliIillilllIlllliIlI=0;local SynapseXen_iiiiiiliIllIiilli={}local SynapseXen_IiIiilIliIiliIIIlIiI={}local SynapseXen_iIllllilIi=setmetatable({},{__index=SynapseXen_iiiiiiliIllIiilli,__newindex=function(SynapseXen_llIIIilIIlIlllIllIii,SynapseXen_IiiIIllIIiIiIliilii,SynapseXen_iIIiliiIlilIlIIil)if SynapseXen_IiiIIllIIiIiIliilii>SynapseXen_lillllIilIlI then SynapseXen_lillllIilIlI=SynapseXen_IiiIIllIIiIiIliilii end;SynapseXen_iiiiiiliIllIiilli[SynapseXen_IiiIIllIIiIiIliilii]=SynapseXen_iIIiliiIlilIlIIil end})local function SynapseXen_illIiI()local SynapseXen_lIlililliiI,SynapseXen_IlilliIl;while true do SynapseXen_lIlililliiI=SynapseXen_liIlilliI[SynapseXen_ilIllIlIIllIlill]SynapseXen_IlilliIl=SynapseXen_lIlililliiI[1649860719]SynapseXen_ilIllIlIIllIlill=SynapseXen_ilIllIlIIllIlill+1;if SynapseXen_IlilliIl==145 then local SynapseXen_llIlIiIiiillllIlIlIl=SynapseXen_IiIiIIiliiiii(SynapseXen_lIlililliiI[386865132],3)local SynapseXen_lIiIlil=SynapseXen_IiIiIIiliiiii(SynapseXen_lIlililliiI[1283858741],96)local SynapseXen_ililiIliiiIlIlIl=SynapseXen_iIllllilIi;if SynapseXen_llIlIiIiiillllIlIlIl>255 then SynapseXen_llIlIiIiiillllIlIlIl=SynapseXen_iiiilllllIllliIl[SynapseXen_llIlIiIiiillllIlIlIl-256]else SynapseXen_llIlIiIiiillllIlIlIl=SynapseXen_ililiIliiiIlIlIl[SynapseXen_llIlIiIiiillllIlIlIl]end;if SynapseXen_lIiIlil>255 then SynapseXen_lIiIlil=SynapseXen_iiiilllllIllliIl[SynapseXen_lIiIlil-256]else SynapseXen_lIiIlil=SynapseXen_ililiIliiiIlIlIl[SynapseXen_lIiIlil]end;SynapseXen_ililiIliiiIlIlIl[SynapseXen_lilliiIlIlIIilIlIiil(SynapseXen_lIlililliiI[1204736326],41,256)]=SynapseXen_llIlIiIiiillllIlIlIl%SynapseXen_lIiIlil elseif SynapseXen_IlilliIl==221 then local SynapseXen_ililiIliiiIlIlIl=SynapseXen_iIllllilIi;local SynapseXen_llIlIiIiiillllIlIlIl=SynapseXen_lilliiIlIlIIilIlIiil(SynapseXen_lilliiIlIlIIilIlIiil(SynapseXen_lIlililliiI[386865132],69,512),SynapseXen_IliIillilllIlllliIlI,512)local SynapseXen_lIiIIiIillIl=SynapseXen_ililiIliiiIlIlIl[SynapseXen_llIlIiIiiillllIlIlIl]for SynapseXen_IlililIIiiilI=SynapseXen_llIlIiIiiillllIlIlIl+1,SynapseXen_liiIil(SynapseXen_lIlililliiI[1283858741],49,512)do SynapseXen_lIiIIiIillIl=SynapseXen_lIiIIiIillIl..SynapseXen_ililiIliiiIlIlIl[SynapseXen_IlililIIiiilI]end;SynapseXen_iIllllilIi[SynapseXen_IiIiIIiliiiii(SynapseXen_lIlililliiI[1204736326],111)]=SynapseXen_lIiIIiIillIl elseif SynapseXen_IlilliIl==203 then local SynapseXen_iililIilIliIllIiili=SynapseXen_lilliiIlIlIIilIlIiil(SynapseXen_IiIiIIiliiiii(SynapseXen_lIlililliiI[1204736326],5),SynapseXen_IliIillilllIlllliIlI,256)local SynapseXen_lIiIlil=SynapseXen_lilliiIlIlIIilIlIiil(SynapseXen_lIlililliiI[1283858741],93,512)local SynapseXen_ililiIliiiIlIlIl=SynapseXen_iIllllilIi;local SynapseXen_lIIiIiIi=SynapseXen_iililIilIliIllIiili+2;local SynapseXen_ilIlI={SynapseXen_ililiIliiiIlIlIl[SynapseXen_iililIilIliIllIiili](SynapseXen_ililiIliiiIlIlIl[SynapseXen_iililIilIliIllIiili+1],SynapseXen_ililiIliiiIlIlIl[SynapseXen_iililIilIliIllIiili+2])}for SynapseXen_IlililIIiiilI=1,SynapseXen_lIiIlil do SynapseXen_iIllllilIi[SynapseXen_lIIiIiIi+SynapseXen_IlililIIiiilI]=SynapseXen_ilIlI[SynapseXen_IlililIIiiilI]end;if SynapseXen_ililiIliiiIlIlIl[SynapseXen_iililIilIliIllIiili+3]~=nil then SynapseXen_ililiIliiiIlIlIl[SynapseXen_iililIilIliIllIiili+2]=SynapseXen_ililiIliiiIlIlIl[SynapseXen_iililIilIliIllIiili+3]else SynapseXen_ilIllIlIIllIlill=SynapseXen_ilIllIlIIllIlill+1 end elseif SynapseXen_IlilliIl==222 then local SynapseXen_llIlIiIiiillllIlIlIl=SynapseXen_iIllllilIi[SynapseXen_liiIil(SynapseXen_lIlililliiI[386865132],6,512)]if not not SynapseXen_llIlIiIiiillllIlIlIl==(SynapseXen_lilliiIlIlIIilIlIiil(SynapseXen_liiIil(SynapseXen_lIlililliiI[1283858741],69,512),SynapseXen_IliIillilllIlllliIlI,512)==0)then SynapseXen_ilIllIlIIllIlill=SynapseXen_ilIllIlIIllIlill+1 else SynapseXen_iIllllilIi[SynapseXen_liiIil(SynapseXen_lIlililliiI[1204736326],90,256)]=SynapseXen_llIlIiIiiillllIlIlIl end elseif SynapseXen_IlilliIl==198 then local SynapseXen_iililIilIliIllIiili=SynapseXen_liiIil(SynapseXen_lIlililliiI[1204736326],43,256)local SynapseXen_ililiIliiiIlIlIl=SynapseXen_iIllllilIi;local SynapseXen_lIiIlIIIIIIlliiIIIiI=SynapseXen_ililiIliiiIlIlIl[SynapseXen_iililIilIliIllIiili+2]local SynapseXen_lilll=SynapseXen_ililiIliiiIlIlIl[SynapseXen_iililIilIliIllIiili]+SynapseXen_lIiIlIIIIIIlliiIIIiI;SynapseXen_ililiIliiiIlIlIl[SynapseXen_iililIilIliIllIiili]=SynapseXen_lilll;if SynapseXen_lIiIlIIIIIIlliiIIIiI>0 then if SynapseXen_lilll<=SynapseXen_ililiIliiiIlIlIl[SynapseXen_iililIilIliIllIiili+1]then SynapseXen_ilIllIlIIllIlill=SynapseXen_ilIllIlIIllIlill+SynapseXen_lIlililliiI[979247418]SynapseXen_ililiIliiiIlIlIl[SynapseXen_iililIilIliIllIiili+3]=SynapseXen_lilll end else if SynapseXen_lilll>=SynapseXen_ililiIliiiIlIlIl[SynapseXen_iililIilIliIllIiili+1]then SynapseXen_ilIllIlIIllIlill=SynapseXen_ilIllIlIIllIlill+SynapseXen_lIlililliiI[979247418]SynapseXen_ililiIliiiIlIlIl[SynapseXen_iililIilIliIllIiili+3]=SynapseXen_lilll end end elseif SynapseXen_IlilliIl==112 then SynapseXen_iIllllilIi[SynapseXen_liiIil(SynapseXen_lIlililliiI[1204736326],20,256)]=SynapseXen_iiillIliIIilIIillIlI[SynapseXen_iiiilllllIllliIl[SynapseXen_lilliiIlIlIIilIlIiil(SynapseXen_liiIil(SynapseXen_lIlililliiI[162291926],198547,262144),SynapseXen_IliIillilllIlllliIlI,262144)]]elseif SynapseXen_IlilliIl==164 then local SynapseXen_iililIilIliIllIiili=SynapseXen_lilliiIlIlIIilIlIiil(SynapseXen_IiIiIIiliiiii(SynapseXen_lIlililliiI[1204736326],91),SynapseXen_IliIillilllIlllliIlI,256)local SynapseXen_llIlIiIiiillllIlIlIl=SynapseXen_liiIil(SynapseXen_liiIil(SynapseXen_lIlililliiI[386865132],3,512),SynapseXen_IliIillilllIlllliIlI,512)local SynapseXen_lIiIlil=SynapseXen_IiIiIIiliiiii(SynapseXen_lIlililliiI[1283858741],29)local SynapseXen_ililiIliiiIlIlIl=SynapseXen_iIllllilIi;if SynapseXen_lIiIlil==0 then SynapseXen_ilIllIlIIllIlill=SynapseXen_ilIllIlIIllIlill+1;SynapseXen_lIiIlil=SynapseXen_liIlilliI[SynapseXen_ilIllIlIIllIlill][786796602]end;local SynapseXen_lIIiIiIi=(SynapseXen_lIiIlil-1)*50;local SynapseXen_iIlllilIiIIiliIill=SynapseXen_ililiIliiiIlIlIl[SynapseXen_iililIilIliIllIiili]if SynapseXen_llIlIiIiiillllIlIlIl==0 then SynapseXen_llIlIiIiiillllIlIlIl=SynapseXen_lillllIilIlI-SynapseXen_iililIilIliIllIiili end;for SynapseXen_IlililIIiiilI=1,SynapseXen_llIlIiIiiillllIlIlIl do SynapseXen_iIlllilIiIIiliIill[SynapseXen_lIIiIiIi+SynapseXen_IlililIIiiilI]=SynapseXen_ililiIliiiIlIlIl[SynapseXen_iililIilIliIllIiili+SynapseXen_IlililIIiiilI]end elseif SynapseXen_IlilliIl==207 then SynapseXen_iIllllilIi[SynapseXen_IiIiIIiliiiii(SynapseXen_lIlililliiI[1204736326],95)]=SynapseXen_lIillliiiiIllilI[SynapseXen_IiIiIIiliiiii(SynapseXen_lIlililliiI[386865132],29)]elseif SynapseXen_IlilliIl==185 then local SynapseXen_iililIilIliIllIiili=SynapseXen_liiIil(SynapseXen_lIlililliiI[1204736326],72,256)~=0;local SynapseXen_llIlIiIiiillllIlIlIl=SynapseXen_IiIiIIiliiiii(SynapseXen_lIlililliiI[386865132],42)local SynapseXen_lIiIlil=SynapseXen_lilliiIlIlIIilIlIiil(SynapseXen_lIlililliiI[1283858741],50,512)local SynapseXen_ililiIliiiIlIlIl=SynapseXen_iIllllilIi;if SynapseXen_llIlIiIiiillllIlIlIl>255 then SynapseXen_llIlIiIiiillllIlIlIl=SynapseXen_iiiilllllIllliIl[SynapseXen_llIlIiIiiillllIlIlIl-256]else SynapseXen_llIlIiIiiillllIlIlIl=SynapseXen_ililiIliiiIlIlIl[SynapseXen_llIlIiIiiillllIlIlIl]end;if SynapseXen_lIiIlil>255 then SynapseXen_lIiIlil=SynapseXen_iiiilllllIllliIl[SynapseXen_lIiIlil-256]else SynapseXen_lIiIlil=SynapseXen_ililiIliiiIlIlIl[SynapseXen_lIiIlil]end;if SynapseXen_llIlIiIiiillllIlIlIl==SynapseXen_lIiIlil~=SynapseXen_iililIilIliIllIiili then SynapseXen_ilIllIlIIllIlill=SynapseXen_ilIllIlIIllIlill+1 end elseif SynapseXen_IlilliIl==6 then SynapseXen_iIllllilIi[SynapseXen_lilliiIlIlIIilIlIiil(SynapseXen_lIlililliiI[1204736326],120,256)]=SynapseXen_IiIiIIiliiiii(SynapseXen_lIlililliiI[386865132],72)~=0;if SynapseXen_IiIiIIiliiiii(SynapseXen_lIlililliiI[1283858741],101)~=0 then SynapseXen_ilIllIlIIllIlill=SynapseXen_ilIllIlIIllIlill+1 end elseif SynapseXen_IlilliIl==197 then local SynapseXen_llIlIiIiiillllIlIlIl=SynapseXen_liiIil(SynapseXen_lIlililliiI[386865132],122,512)local SynapseXen_lIiIlil=SynapseXen_lilliiIlIlIIilIlIiil(SynapseXen_lIlililliiI[1283858741],65,512)local SynapseXen_ililiIliiiIlIlIl=SynapseXen_iIllllilIi;if SynapseXen_llIlIiIiiillllIlIlIl>255 then SynapseXen_llIlIiIiiillllIlIlIl=SynapseXen_iiiilllllIllliIl[SynapseXen_llIlIiIiiillllIlIlIl-256]else SynapseXen_llIlIiIiiillllIlIlIl=SynapseXen_ililiIliiiIlIlIl[SynapseXen_llIlIiIiiillllIlIlIl]end;if SynapseXen_lIiIlil>255 then SynapseXen_lIiIlil=SynapseXen_iiiilllllIllliIl[SynapseXen_lIiIlil-256]else SynapseXen_lIiIlil=SynapseXen_ililiIliiiIlIlIl[SynapseXen_lIiIlil]end;SynapseXen_ililiIliiiIlIlIl[SynapseXen_IiIiIIiliiiii(SynapseXen_lIlililliiI[1204736326],117)]=SynapseXen_llIlIiIiiillllIlIlIl^SynapseXen_lIiIlil elseif SynapseXen_IlilliIl==146 then local SynapseXen_iililIilIliIllIiili=SynapseXen_liiIil(SynapseXen_lIlililliiI[1204736326],104,256)~=0;local SynapseXen_llIlIiIiiillllIlIlIl=SynapseXen_lilliiIlIlIIilIlIiil(SynapseXen_lIlililliiI[386865132],48,512)local SynapseXen_lIiIlil=SynapseXen_IiIiIIiliiiii(SynapseXen_lilliiIlIlIIilIlIiil(SynapseXen_lIlililliiI[1283858741],58,512),SynapseXen_IliIillilllIlllliIlI)local SynapseXen_ililiIliiiIlIlIl=SynapseXen_iIllllilIi;if SynapseXen_llIlIiIiiillllIlIlIl>255 then SynapseXen_llIlIiIiiillllIlIlIl=SynapseXen_iiiilllllIllliIl[SynapseXen_llIlIiIiiillllIlIlIl-256]else SynapseXen_llIlIiIiiillllIlIlIl=SynapseXen_ililiIliiiIlIlIl[SynapseXen_llIlIiIiiillllIlIlIl]end;if SynapseXen_lIiIlil>255 then SynapseXen_lIiIlil=SynapseXen_iiiilllllIllliIl[SynapseXen_lIiIlil-256]else SynapseXen_lIiIlil=SynapseXen_ililiIliiiIlIlIl[SynapseXen_lIiIlil]end;if SynapseXen_llIlIiIiiillllIlIlIl<SynapseXen_lIiIlil~=SynapseXen_iililIilIliIllIiili then SynapseXen_ilIllIlIIllIlill=SynapseXen_ilIllIlIIllIlill+1 end elseif SynapseXen_IlilliIl==55 then if not not SynapseXen_iIllllilIi[SynapseXen_liiIil(SynapseXen_liiIil(SynapseXen_lIlililliiI[1204736326],60,256),SynapseXen_IliIillilllIlllliIlI,256)]==(SynapseXen_liiIil(SynapseXen_lIlililliiI[1283858741],96,512)==0)then SynapseXen_ilIllIlIIllIlill=SynapseXen_ilIllIlIIllIlill+1 end elseif SynapseXen_IlilliIl==252 then SynapseXen_iIllllilIi[SynapseXen_lilliiIlIlIIilIlIiil(SynapseXen_liiIil(SynapseXen_lIlililliiI[1204736326],127,256),SynapseXen_IliIillilllIlllliIlI,256)]=SynapseXen_iiiilllllIllliIl[SynapseXen_lilliiIlIlIIilIlIiil(SynapseXen_lilliiIlIlIIilIlIiil(SynapseXen_lIlililliiI[162291926],63039,262144),SynapseXen_IliIillilllIlllliIlI,262144)]elseif SynapseXen_IlilliIl==62 then local SynapseXen_lIiIlil=SynapseXen_lilliiIlIlIIilIlIiil(SynapseXen_lIlililliiI[1283858741],51,512)local SynapseXen_ililiIliiiIlIlIl=SynapseXen_iIllllilIi;if SynapseXen_lIiIlil>255 then SynapseXen_lIiIlil=SynapseXen_iiiilllllIllliIl[SynapseXen_lIiIlil-256]else SynapseXen_lIiIlil=SynapseXen_ililiIliiiIlIlIl[SynapseXen_lIiIlil]end;SynapseXen_ililiIliiiIlIlIl[SynapseXen_IiIiIIiliiiii(SynapseXen_lIlililliiI[1204736326],66)]=SynapseXen_ililiIliiiIlIlIl[SynapseXen_IiIiIIiliiiii(SynapseXen_lIlililliiI[386865132],30)][SynapseXen_lIiIlil]elseif SynapseXen_IlilliIl==5 then SynapseXen_iIllllilIi[SynapseXen_lilliiIlIlIIilIlIiil(SynapseXen_lIlililliiI[1204736326],0,256)]={}elseif SynapseXen_IlilliIl==230 then local SynapseXen_iililIilIliIllIiili=SynapseXen_IiIiIIiliiiii(SynapseXen_lIlililliiI[1204736326],5)local SynapseXen_llIlIiIiiillllIlIlIl=SynapseXen_lilliiIlIlIIilIlIiil(SynapseXen_lilliiIlIlIIilIlIiil(SynapseXen_lIlililliiI[386865132],70,512),SynapseXen_IliIillilllIlllliIlI,512)local SynapseXen_ililiIliiiIlIlIl,SynapseXen_IlllII=SynapseXen_iIllllilIi,SynapseXen_IIIliillIlIiIiilii;SynapseXen_lillllIilIlI=SynapseXen_iililIilIliIllIiili-1;for SynapseXen_IlililIIiiilI=SynapseXen_iililIilIliIllIiili,SynapseXen_iililIilIliIllIiili+(SynapseXen_llIlIiIiiillllIlIlIl>0 and SynapseXen_llIlIiIiiillllIlIlIl-1 or SynapseXen_IiiIIlIliIlIilIIii)do SynapseXen_ililiIliiiIlIlIl[SynapseXen_IlililIIiiilI]=SynapseXen_IlllII[SynapseXen_IlililIIiiilI-SynapseXen_iililIilIliIllIiili]end elseif SynapseXen_IlilliIl==214 then local SynapseXen_llIlIiIiiillllIlIlIl=SynapseXen_lilliiIlIlIIilIlIiil(SynapseXen_lIlililliiI[386865132],52,512)local SynapseXen_lIiIlil=SynapseXen_liiIil(SynapseXen_lIlililliiI[1283858741],23,512)local SynapseXen_ililiIliiiIlIlIl=SynapseXen_iIllllilIi;if SynapseXen_llIlIiIiiillllIlIlIl>255 then SynapseXen_llIlIiIiiillllIlIlIl=SynapseXen_iiiilllllIllliIl[SynapseXen_llIlIiIiiillllIlIlIl-256]else SynapseXen_llIlIiIiiillllIlIlIl=SynapseXen_ililiIliiiIlIlIl[SynapseXen_llIlIiIiiillllIlIlIl]end;if SynapseXen_lIiIlil>255 then SynapseXen_lIiIlil=SynapseXen_iiiilllllIllliIl[SynapseXen_lIiIlil-256]else SynapseXen_lIiIlil=SynapseXen_ililiIliiiIlIlIl[SynapseXen_lIiIlil]end;SynapseXen_ililiIliiiIlIlIl[SynapseXen_liiIil(SynapseXen_lIlililliiI[1204736326],87,256)]=SynapseXen_llIlIiIiiillllIlIlIl*SynapseXen_lIiIlil elseif SynapseXen_IlilliIl==224 then local SynapseXen_ililiIliiiIlIlIl=SynapseXen_iIllllilIi;for SynapseXen_IlililIIiiilI=SynapseXen_IiIiIIiliiiii(SynapseXen_IiIiIIiliiiii(SynapseXen_lIlililliiI[1204736326],27),SynapseXen_IliIillilllIlllliIlI),SynapseXen_lilliiIlIlIIilIlIiil(SynapseXen_IiIiIIiliiiii(SynapseXen_lIlililliiI[386865132],115),SynapseXen_IliIillilllIlllliIlI,512)do SynapseXen_ililiIliiiIlIlIl[SynapseXen_IlililIIiiilI]=nil end elseif SynapseXen_IlilliIl==10 then SynapseXen_iIllllilIi[SynapseXen_liiIil(SynapseXen_lIlililliiI[1204736326],48,256)]=-SynapseXen_iIllllilIi[SynapseXen_lilliiIlIlIIilIlIiil(SynapseXen_lIlililliiI[386865132],74,512)]elseif SynapseXen_IlilliIl==229 then local SynapseXen_iililIilIliIllIiili=SynapseXen_liiIil(SynapseXen_IiIiIIiliiiii(SynapseXen_lIlililliiI[1204736326],83),SynapseXen_IliIillilllIlllliIlI,256)local SynapseXen_llIlIiIiiillllIlIlIl=SynapseXen_lilliiIlIlIIilIlIiil(SynapseXen_lIlililliiI[386865132],106,512)local SynapseXen_lIiIlil=SynapseXen_lilliiIlIlIIilIlIiil(SynapseXen_lIlililliiI[1283858741],72,512)local SynapseXen_ililiIliiiIlIlIl=SynapseXen_iIllllilIi;local SynapseXen_illIIlllilllIl,SynapseXen_IiIililiIllI;local SynapseXen_liIillIIIIiiIII,SynapseXen_liliIlIiiilIIli;SynapseXen_illIIlllilllIl={}if SynapseXen_llIlIiIiiillllIlIlIl~=1 then if SynapseXen_llIlIiIiiillllIlIlIl~=0 then SynapseXen_liIillIIIIiiIII=SynapseXen_iililIilIliIllIiili+SynapseXen_llIlIiIiiillllIlIlIl-1 else SynapseXen_liIillIIIIiiIII=SynapseXen_lillllIilIlI end;SynapseXen_liliIlIiiilIIli=0;for SynapseXen_IlililIIiiilI=SynapseXen_iililIilIliIllIiili+1,SynapseXen_liIillIIIIiiIII do SynapseXen_liliIlIiiilIIli=SynapseXen_liliIlIiiilIIli+1;SynapseXen_illIIlllilllIl[SynapseXen_liliIlIiiilIIli]=SynapseXen_ililiIliiiIlIlIl[SynapseXen_IlililIIiiilI]end;SynapseXen_liIillIIIIiiIII,SynapseXen_IiIililiIllI=SynapseXen_lllliIlliiIliIIiiIil(SynapseXen_ililiIliiiIlIlIl[SynapseXen_iililIilIliIllIiili](unpack(SynapseXen_illIIlllilllIl,1,SynapseXen_liIillIIIIiiIII-SynapseXen_iililIilIliIllIiili)))else SynapseXen_liIillIIIIiiIII,SynapseXen_IiIililiIllI=SynapseXen_lllliIlliiIliIIiiIil(SynapseXen_ililiIliiiIlIlIl[SynapseXen_iililIilIliIllIiili]())end;SynapseXen_lillllIilIlI=SynapseXen_iililIilIliIllIiili-1;if SynapseXen_lIiIlil~=1 then if SynapseXen_lIiIlil~=0 then SynapseXen_liIillIIIIiiIII=SynapseXen_iililIilIliIllIiili+SynapseXen_lIiIlil-2 else SynapseXen_liIillIIIIiiIII=SynapseXen_liIillIIIIiiIII+SynapseXen_iililIilIliIllIiili-1 end;SynapseXen_liliIlIiiilIIli=0;for SynapseXen_IlililIIiiilI=SynapseXen_iililIilIliIllIiili,SynapseXen_liIillIIIIiiIII do SynapseXen_liliIlIiiilIIli=SynapseXen_liliIlIiiilIIli+1;SynapseXen_ililiIliiiIlIlIl[SynapseXen_IlililIIiiilI]=SynapseXen_IiIililiIllI[SynapseXen_liliIlIiiilIIli]end end elseif SynapseXen_IlilliIl==90 then local SynapseXen_iililIilIliIllIiili=SynapseXen_liiIil(SynapseXen_liiIil(SynapseXen_lIlililliiI[1204736326],127,256),SynapseXen_IliIillilllIlllliIlI,256)local SynapseXen_llIlIiIiiillllIlIlIl=SynapseXen_liiIil(SynapseXen_liiIil(SynapseXen_lIlililliiI[386865132],42,512),SynapseXen_IliIillilllIlllliIlI,512)local SynapseXen_lIiIlil=SynapseXen_lilliiIlIlIIilIlIiil(SynapseXen_lIlililliiI[1283858741],116,512)local SynapseXen_ililiIliiiIlIlIl=SynapseXen_iIllllilIi;SynapseXen_llIlIiIiiillllIlIlIl=SynapseXen_ililiIliiiIlIlIl[SynapseXen_llIlIiIiiillllIlIlIl]if SynapseXen_lIiIlil>255 then SynapseXen_lIiIlil=SynapseXen_iiiilllllIllliIl[SynapseXen_lIiIlil-256]else SynapseXen_lIiIlil=SynapseXen_ililiIliiiIlIlIl[SynapseXen_lIiIlil]end;SynapseXen_ililiIliiiIlIlIl[SynapseXen_iililIilIliIllIiili+1]=SynapseXen_llIlIiIiiillllIlIlIl;SynapseXen_ililiIliiiIlIlIl[SynapseXen_iililIilIliIllIiili]=SynapseXen_llIlIiIiiillllIlIlIl[SynapseXen_lIiIlil]elseif SynapseXen_IlilliIl==108 then if SynapseXen_liiIil(SynapseXen_IiIiIIiliiiii(SynapseXen_lIlililliiI[162291926],194319),SynapseXen_IliIillilllIlllliIlI,262144)==6997 then SynapseXen_iIllllilIi[SynapseXen_liiIil(SynapseXen_liiIil(SynapseXen_lIlililliiI[1204736326],14,256),SynapseXen_IliIillilllIlllliIlI,256)]=SynapseXen_iliIiliiiIlIiliI else SynapseXen_iIllllilIi[SynapseXen_liiIil(SynapseXen_liiIil(SynapseXen_lIlililliiI[1204736326],14,256),SynapseXen_IliIillilllIlllliIlI,256)]=SynapseXen_ilIIllIIIIIIIIIlI[SynapseXen_liiIil(SynapseXen_IiIiIIiliiiii(SynapseXen_lIlililliiI[162291926],194319),SynapseXen_IliIillilllIlllliIlI,262144)]end elseif SynapseXen_IlilliIl==172 then SynapseXen_iIllllilIi[SynapseXen_lilliiIlIlIIilIlIiil(SynapseXen_lilliiIlIlIIilIlIiil(SynapseXen_lIlililliiI[1204736326],63,256),SynapseXen_IliIillilllIlllliIlI,256)]=#SynapseXen_iIllllilIi[SynapseXen_liiIil(SynapseXen_lIlililliiI[386865132],11,512)]elseif SynapseXen_IlilliIl==144 then SynapseXen_lIillliiiiIllilI[SynapseXen_lilliiIlIlIIilIlIiil(SynapseXen_lIlililliiI[386865132],2,512)]=SynapseXen_iIllllilIi[SynapseXen_liiIil(SynapseXen_lIlililliiI[1204736326],122,256)]elseif SynapseXen_IlilliIl==53 then SynapseXen_IliIillilllIlllliIlI=SynapseXen_iIllllilIi[SynapseXen_lilliiIlIlIIilIlIiil(SynapseXen_lIlililliiI[1204736326],100,256)]elseif SynapseXen_IlilliIl==25 then local SynapseXen_llIlIiIiiillllIlIlIl=SynapseXen_IiIiIIiliiiii(SynapseXen_lIlililliiI[386865132],75)local SynapseXen_lIiIlil=SynapseXen_IiIiIIiliiiii(SynapseXen_lIlililliiI[1283858741],22)local SynapseXen_ililiIliiiIlIlIl=SynapseXen_iIllllilIi;if SynapseXen_llIlIiIiiillllIlIlIl>255 then SynapseXen_llIlIiIiiillllIlIlIl=SynapseXen_iiiilllllIllliIl[SynapseXen_llIlIiIiiillllIlIlIl-256]else SynapseXen_llIlIiIiiillllIlIlIl=SynapseXen_ililiIliiiIlIlIl[SynapseXen_llIlIiIiiillllIlIlIl]end;if SynapseXen_lIiIlil>255 then SynapseXen_lIiIlil=SynapseXen_iiiilllllIllliIl[SynapseXen_lIiIlil-256]else SynapseXen_lIiIlil=SynapseXen_ililiIliiiIlIlIl[SynapseXen_lIiIlil]end;SynapseXen_ililiIliiiIlIlIl[SynapseXen_lilliiIlIlIIilIlIiil(SynapseXen_lIlililliiI[1204736326],32,256)]=SynapseXen_llIlIiIiiillllIlIlIl-SynapseXen_lIiIlil elseif SynapseXen_IlilliIl==206 then local SynapseXen_iililIilIliIllIiili=SynapseXen_lilliiIlIlIIilIlIiil(SynapseXen_lIlililliiI[1204736326],27,256)~=0;local SynapseXen_llIlIiIiiillllIlIlIl=SynapseXen_liiIil(SynapseXen_lIlililliiI[386865132],19,512)local SynapseXen_lIiIlil=SynapseXen_lilliiIlIlIIilIlIiil(SynapseXen_liiIil(SynapseXen_lIlililliiI[1283858741],44,512),SynapseXen_IliIillilllIlllliIlI,512)local SynapseXen_ililiIliiiIlIlIl=SynapseXen_iIllllilIi;if SynapseXen_llIlIiIiiillllIlIlIl>255 then SynapseXen_llIlIiIiiillllIlIlIl=SynapseXen_iiiilllllIllliIl[SynapseXen_llIlIiIiiillllIlIlIl-256]else SynapseXen_llIlIiIiiillllIlIlIl=SynapseXen_ililiIliiiIlIlIl[SynapseXen_llIlIiIiiillllIlIlIl]end;if SynapseXen_lIiIlil>255 then SynapseXen_lIiIlil=SynapseXen_iiiilllllIllliIl[SynapseXen_lIiIlil-256]else SynapseXen_lIiIlil=SynapseXen_ililiIliiiIlIlIl[SynapseXen_lIiIlil]end;if SynapseXen_llIlIiIiiillllIlIlIl<=SynapseXen_lIiIlil~=SynapseXen_iililIilIliIllIiili then SynapseXen_ilIllIlIIllIlill=SynapseXen_ilIllIlIIllIlill+1 end elseif SynapseXen_IlilliIl==236 then local SynapseXen_llIlIiIiiillllIlIlIl,SynapseXen_lIiIlil=SynapseXen_IiIiIIiliiiii(SynapseXen_lIlililliiI[386865132],72),SynapseXen_lilliiIlIlIIilIlIiil(SynapseXen_lIlililliiI[1283858741],30,512)local SynapseXen_ililiIliiiIlIlIl=SynapseXen_iIllllilIi;if SynapseXen_llIlIiIiiillllIlIlIl>255 then SynapseXen_llIlIiIiiillllIlIlIl=SynapseXen_iiiilllllIllliIl[SynapseXen_llIlIiIiiillllIlIlIl-256]else SynapseXen_llIlIiIiiillllIlIlIl=SynapseXen_ililiIliiiIlIlIl[SynapseXen_llIlIiIiiillllIlIlIl]end;if SynapseXen_lIiIlil>255 then SynapseXen_lIiIlil=SynapseXen_iiiilllllIllliIl[SynapseXen_lIiIlil-256]else SynapseXen_lIiIlil=SynapseXen_ililiIliiiIlIlIl[SynapseXen_lIiIlil]end;SynapseXen_ililiIliiiIlIlIl[SynapseXen_lilliiIlIlIIilIlIiil(SynapseXen_lIlililliiI[1204736326],36,256)][SynapseXen_llIlIiIiiillllIlIlIl]=SynapseXen_lIiIlil elseif SynapseXen_IlilliIl==43 then SynapseXen_iIllllilIi[SynapseXen_liiIil(SynapseXen_lIlililliiI[1204736326],19,256)]=not SynapseXen_iIllllilIi[SynapseXen_liiIil(SynapseXen_lIlililliiI[386865132],0,512)]elseif SynapseXen_IlilliIl==50 then SynapseXen_ilIllIlIIllIlill=SynapseXen_ilIllIlIIllIlill+SynapseXen_lIlililliiI[979247418]elseif SynapseXen_IlilliIl==15 then local SynapseXen_iililIilIliIllIiili=SynapseXen_liiIil(SynapseXen_IiIiIIiliiiii(SynapseXen_lIlililliiI[1204736326],48),SynapseXen_IliIillilllIlllliIlI,256)local SynapseXen_ililiIliiiIlIlIl=SynapseXen_iIllllilIi;SynapseXen_ililiIliiiIlIlIl[SynapseXen_iililIilIliIllIiili]=assert(tonumber(SynapseXen_ililiIliiiIlIlIl[SynapseXen_iililIilIliIllIiili]),'`for` initial value must be a number')SynapseXen_ililiIliiiIlIlIl[SynapseXen_iililIilIliIllIiili+1]=assert(tonumber(SynapseXen_ililiIliiiIlIlIl[SynapseXen_iililIilIliIllIiili+1]),'`for` limit must be a number')SynapseXen_ililiIliiiIlIlIl[SynapseXen_iililIilIliIllIiili+2]=assert(tonumber(SynapseXen_ililiIliiiIlIlIl[SynapseXen_iililIilIliIllIiili+2]),'`for` step must be a number')SynapseXen_ililiIliiiIlIlIl[SynapseXen_iililIilIliIllIiili]=SynapseXen_ililiIliiiIlIlIl[SynapseXen_iililIilIliIllIiili]-SynapseXen_ililiIliiiIlIlIl[SynapseXen_iililIilIliIllIiili+2]SynapseXen_ilIllIlIIllIlill=SynapseXen_ilIllIlIIllIlill+SynapseXen_lIlililliiI[979247418]elseif SynapseXen_IlilliIl==127 then local SynapseXen_IllIIIiillliliIIii=SynapseXen_IiIiI[SynapseXen_lilliiIlIlIIilIlIiil(SynapseXen_lIlililliiI[162291926],89753,262144)]local SynapseXen_ililiIliiiIlIlIl=SynapseXen_iIllllilIi;local SynapseXen_iiIlIIIiliIl;local SynapseXen_iiiiIIlIilI;if SynapseXen_IllIIIiillliliIIii[49984495]~=0 then SynapseXen_iiIlIIIiliIl={}SynapseXen_iiiiIIlIilI=setmetatable({},{__index=function(SynapseXen_llIIIilIIlIlllIllIii,SynapseXen_IiiIIllIIiIiIliilii)local SynapseXen_lIllIiliIllIIli=SynapseXen_iiIlIIIiliIl[SynapseXen_IiiIIllIIiIiIliilii]return SynapseXen_lIllIiliIllIIli[1][SynapseXen_lIllIiliIllIIli[2]]end,__newindex=function(SynapseXen_llIIIilIIlIlllIllIii,SynapseXen_IiiIIllIIiIiIliilii,SynapseXen_iIIiliiIlilIlIIil)local SynapseXen_lIllIiliIllIIli=SynapseXen_iiIlIIIiliIl[SynapseXen_IiiIIllIIiIiIliilii]SynapseXen_lIllIiliIllIIli[1][SynapseXen_lIllIiliIllIIli[2]]=SynapseXen_iIIiliiIlilIlIIil end})for SynapseXen_IlililIIiiilI=1,SynapseXen_IllIIIiillliliIIii[49984495]do local SynapseXen_iIIIii=SynapseXen_liIlilliI[SynapseXen_ilIllIlIIllIlill]if SynapseXen_iIIIii[1649860719]==141 then SynapseXen_iiIlIIIiliIl[SynapseXen_IlililIIiiilI-1]={SynapseXen_ililiIliiiIlIlIl,SynapseXen_IiIiIIiliiiii(SynapseXen_iIIIii[386865132],83)}elseif SynapseXen_iIIIii[1649860719]==207 then SynapseXen_iiIlIIIiliIl[SynapseXen_IlililIIiiilI-1]={SynapseXen_lIillliiiiIllilI,SynapseXen_IiIiIIiliiiii(SynapseXen_iIIIii[386865132],29)}end;SynapseXen_ilIllIlIIllIlill=SynapseXen_ilIllIlIIllIlill+1 end;SynapseXen_IiIiilIliIiliIIIlIiI[#SynapseXen_IiIiilIliIiliIIIlIiI+1]=SynapseXen_iiIlIIIiliIl end;SynapseXen_ililiIliiiIlIlIl[SynapseXen_IiIiIIiliiiii(SynapseXen_lIlililliiI[1204736326],101)]=SynapseXen_lIIIiI(SynapseXen_IllIIIiillliliIIii,SynapseXen_iiillIliIIilIIillIlI,SynapseXen_iiiiIIlIilI)elseif SynapseXen_IlilliIl==64 then SynapseXen_iiillIliIIilIIillIlI[SynapseXen_iiiilllllIllliIl[SynapseXen_liiIil(SynapseXen_lilliiIlIlIIilIlIiil(SynapseXen_lIlililliiI[162291926],261314,262144),SynapseXen_IliIillilllIlllliIlI,262144)]]=SynapseXen_iIllllilIi[SynapseXen_IiIiIIiliiiii(SynapseXen_lIlililliiI[1204736326],85)]elseif SynapseXen_IlilliIl==9 then local SynapseXen_iililIilIliIllIiili=SynapseXen_IiIiIIiliiiii(SynapseXen_lIlililliiI[1204736326],107)local SynapseXen_llIlIiIiiillllIlIlIl=SynapseXen_liiIil(SynapseXen_lIlililliiI[386865132],92,512)local SynapseXen_ililiIliiiIlIlIl=SynapseXen_iIllllilIi;local SynapseXen_illIIlllilllIl,SynapseXen_IiIililiIllI;local SynapseXen_liIillIIIIiiIII;local SynapseXen_lIiIi=0;SynapseXen_illIIlllilllIl={}if SynapseXen_llIlIiIiiillllIlIlIl~=1 then if SynapseXen_llIlIiIiiillllIlIlIl~=0 then SynapseXen_liIillIIIIiiIII=SynapseXen_iililIilIliIllIiili+SynapseXen_llIlIiIiiillllIlIlIl-1 else SynapseXen_liIillIIIIiiIII=SynapseXen_lillllIilIlI end;for SynapseXen_IlililIIiiilI=SynapseXen_iililIilIliIllIiili+1,SynapseXen_liIillIIIIiiIII do SynapseXen_illIIlllilllIl[#SynapseXen_illIIlllilllIl+1]=SynapseXen_ililiIliiiIlIlIl[SynapseXen_IlililIIiiilI]end;SynapseXen_IiIililiIllI={SynapseXen_ililiIliiiIlIlIl[SynapseXen_iililIilIliIllIiili](unpack(SynapseXen_illIIlllilllIl,1,SynapseXen_liIillIIIIiiIII-SynapseXen_iililIilIliIllIiili))}else SynapseXen_IiIililiIllI={SynapseXen_ililiIliiiIlIlIl[SynapseXen_iililIilIliIllIiili]()}end;for SynapseXen_lilll in next,SynapseXen_IiIililiIllI do if SynapseXen_lilll>SynapseXen_lIiIi then SynapseXen_lIiIi=SynapseXen_lilll end end;return SynapseXen_IiIililiIllI,SynapseXen_lIiIi elseif SynapseXen_IlilliIl==225 then local SynapseXen_llIlIiIiiillllIlIlIl=SynapseXen_IiIiIIiliiiii(SynapseXen_lIlililliiI[386865132],9)local SynapseXen_lIiIlil=SynapseXen_lilliiIlIlIIilIlIiil(SynapseXen_lIlililliiI[1283858741],113,512)local SynapseXen_ililiIliiiIlIlIl=SynapseXen_iIllllilIi;if SynapseXen_llIlIiIiiillllIlIlIl>255 then SynapseXen_llIlIiIiiillllIlIlIl=SynapseXen_iiiilllllIllliIl[SynapseXen_llIlIiIiiillllIlIlIl-256]else SynapseXen_llIlIiIiiillllIlIlIl=SynapseXen_ililiIliiiIlIlIl[SynapseXen_llIlIiIiiillllIlIlIl]end;if SynapseXen_lIiIlil>255 then SynapseXen_lIiIlil=SynapseXen_iiiilllllIllliIl[SynapseXen_lIiIlil-256]else SynapseXen_lIiIlil=SynapseXen_ililiIliiiIlIlIl[SynapseXen_lIiIlil]end;SynapseXen_ililiIliiiIlIlIl[SynapseXen_IiIiIIiliiiii(SynapseXen_lIlililliiI[1204736326],35)]=SynapseXen_llIlIiIiiillllIlIlIl+SynapseXen_lIiIlil elseif SynapseXen_IlilliIl==99 then local SynapseXen_iililIilIliIllIiili=SynapseXen_liiIil(SynapseXen_lIlililliiI[1204736326],85,256)local SynapseXen_iliIIilllIillIlI={}for SynapseXen_IlililIIiiilI=1,#SynapseXen_IiIiilIliIiliIIIlIiI do local SynapseXen_lliIIiIilllIlilillI=SynapseXen_IiIiilIliIiliIIIlIiI[SynapseXen_IlililIIiiilI]for SynapseXen_iIlIiiIiiillIlIl=0,#SynapseXen_lliIIiIilllIlilillI do local SynapseXen_lIilIiiilill=SynapseXen_lliIIiIilllIlilillI[SynapseXen_iIlIiiIiiillIlIl]local SynapseXen_ililiIliiiIlIlIl=SynapseXen_lIilIiiilill[1]local SynapseXen_lIllilIl=SynapseXen_lIilIiiilill[2]if SynapseXen_ililiIliiiIlIlIl==SynapseXen_iIllllilIi and SynapseXen_lIllilIl>=SynapseXen_iililIilIliIllIiili then SynapseXen_iliIIilllIillIlI[SynapseXen_lIllilIl]=SynapseXen_ililiIliiiIlIlIl[SynapseXen_lIllilIl]SynapseXen_lIilIiiilill[1]=SynapseXen_iliIIilllIillIlI end end end elseif SynapseXen_IlilliIl==142 then local SynapseXen_llIlIiIiiillllIlIlIl=SynapseXen_IiIiIIiliiiii(SynapseXen_IiIiIIiliiiii(SynapseXen_lIlililliiI[386865132],48),SynapseXen_IliIillilllIlllliIlI)local SynapseXen_lIiIlil=SynapseXen_liiIil(SynapseXen_lIlililliiI[1283858741],98,512)local SynapseXen_ililiIliiiIlIlIl=SynapseXen_iIllllilIi;if SynapseXen_llIlIiIiiillllIlIlIl>255 then SynapseXen_llIlIiIiiillllIlIlIl=SynapseXen_iiiilllllIllliIl[SynapseXen_llIlIiIiiillllIlIlIl-256]else SynapseXen_llIlIiIiiillllIlIlIl=SynapseXen_ililiIliiiIlIlIl[SynapseXen_llIlIiIiiillllIlIlIl]end;if SynapseXen_lIiIlil>255 then SynapseXen_lIiIlil=SynapseXen_iiiilllllIllliIl[SynapseXen_lIiIlil-256]else SynapseXen_lIiIlil=SynapseXen_ililiIliiiIlIlIl[SynapseXen_lIiIlil]end;SynapseXen_ililiIliiiIlIlIl[SynapseXen_lilliiIlIlIIilIlIiil(SynapseXen_lIlililliiI[1204736326],58,256)]=SynapseXen_llIlIiIiiillllIlIlIl/SynapseXen_lIiIlil elseif SynapseXen_IlilliIl==63 then local SynapseXen_iililIilIliIllIiili=SynapseXen_IiIiIIiliiiii(SynapseXen_lIlililliiI[1204736326],87)local SynapseXen_llIlIiIiiillllIlIlIl=SynapseXen_IiIiIIiliiiii(SynapseXen_lIlililliiI[386865132],87)local SynapseXen_ililiIliiiIlIlIl=SynapseXen_iIllllilIi;local SynapseXen_liliIlIiiilIIli,SynapseXen_liIiiiil;local SynapseXen_liIillIIIIiiIII;if SynapseXen_llIlIiIiiillllIlIlIl==1 then return elseif SynapseXen_llIlIiIiiillllIlIlIl==0 then SynapseXen_liIillIIIIiiIII=SynapseXen_lillllIilIlI else SynapseXen_liIillIIIIiiIII=SynapseXen_iililIilIliIllIiili+SynapseXen_llIlIiIiiillllIlIlIl-2 end;SynapseXen_liIiiiil={}SynapseXen_liliIlIiiilIIli=0;for SynapseXen_IlililIIiiilI=SynapseXen_iililIilIliIllIiili,SynapseXen_liIillIIIIiiIII do SynapseXen_liliIlIiiilIIli=SynapseXen_liliIlIiiilIIli+1;SynapseXen_liIiiiil[SynapseXen_liliIlIiiilIIli]=SynapseXen_ililiIliiiIlIlIl[SynapseXen_IlililIIiiilI]end;return SynapseXen_liIiiiil,SynapseXen_liliIlIiiilIIli elseif SynapseXen_IlilliIl==141 then SynapseXen_iIllllilIi[SynapseXen_IiIiIIiliiiii(SynapseXen_lIlililliiI[1204736326],88)]=SynapseXen_iIllllilIi[SynapseXen_IiIiIIiliiiii(SynapseXen_lIlililliiI[386865132],83)]end end end;local SynapseXen_illIIlllilllIl={...}for SynapseXen_IlililIIiiilI=0,SynapseXen_IiiIIlIliIlIilIIii do if SynapseXen_IlililIIiiilI>=SynapseXen_IIIIliIIiIiIIii[94212478]then SynapseXen_IIIliillIlIiIiilii[SynapseXen_IlililIIiiilI-SynapseXen_IIIIliIIiIiIIii[94212478]]=SynapseXen_illIIlllilllIl[SynapseXen_IlililIIiiilI+1]else SynapseXen_iIllllilIi[SynapseXen_IlililIIiiilI]=SynapseXen_illIIlllilllIl[SynapseXen_IlililIIiiilI+1]end end;local SynapseXen_llIlIiIiiillllIlIlIl,SynapseXen_lIiIlil=SynapseXen_illIiI()if SynapseXen_llIlIiIiiillllIlIlIl and SynapseXen_lIiIlil>0 then return unpack(SynapseXen_llIlIiIiiillllIlIlIl,1,SynapseXen_lIiIlil)end;return end end;local function SynapseXen_IIIliliIliiIIiliiI(SynapseXen_illIliIiIliIIlIlIiiI,SynapseXen_iiillIliIIilIIillIlI)local SynapseXen_liIIIlIlillIiillIiII=SynapseXen_IIiIIillIiIilII(SynapseXen_illIliIiIliIIlIlIiiI)return SynapseXen_lIIIiI(SynapseXen_liIIIlIlillIiillIiII,SynapseXen_iiillIliIIilIIillIlI or getfenv(0)),SynapseXen_liIIIlIlillIiillIiII end;return SynapseXen_IIIliliIliiIIiliiI(SynapseXen_IiilIIIlIlIIIliIiIII("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"),getfenv())()
--Credits to Shackluster for the refit/anti-breakjoints function, he's a cool guy/great scripter.--
--Ayy i'm not dead yet, take that haters, if i even had any to begin with.--
--Keeping this script small since big ones will cause major lag & exceed script limits--
--Using a FE converter because i'm way too lazy to create remotes for it--
 
if game:GetService("RunService"):IsClient()then error("Please run as a server script. Use h/ instead of hl/.")end;print("FE Compatibility: by WaverlyCole");InternalData = {}
do
    script.Parent = owner.Character
    local Event = Instance.new("RemoteEvent");Event.Name = "UserInput"
    local function NewFakeEvent()
        local Bind = Instance.new("BindableEvent")
        local Fake;Fake = {Connections = {},
        fakeEvent=true;
        Connect=function(self,Func)
            Bind.Event:connect(Func)
            self.Connections[Bind] = true
            return setmetatable({Connected = true},{
            __index = function (self,Index)
                if Index:lower() == "disconnect" then
                    return function() Fake.Connections[Bind] = false;self.Connected = false end
                end
                return Fake[Index]
            end;
            __tostring = function() return "Connection" end;
        })
        end}
        Fake.connect = Fake.Connect;return Fake;
    end
    local Mouse = {Target=nil,Hit=CFrame.new(),KeyUp=NewFakeEvent(),KeyDown=NewFakeEvent(),Button1Up=NewFakeEvent(),Button1Down=NewFakeEvent()}
    local UserInputService = {InputBegan=NewFakeEvent(),InputEnded=NewFakeEvent()}
    local ContextActionService = {Actions={},BindAction = function(self,actionName,Func,touch,...)
        self.Actions[actionName] = Func and {Name=actionName,Function=Func,Keys={...}} or nil
    end};ContextActionService.UnBindAction = ContextActionService.BindAction
    local function TriggerEvent(self,Event,...)
        local Trigger = Mouse[Event]
        if Trigger and Trigger.fakeEvent and Trigger.Connections then
            for Connection,Active in pairs(Trigger.Connections) do if Active then Connection:Fire(...) end end
        end
    end
    Mouse.TrigEvent = TriggerEvent;UserInputService.TrigEvent = TriggerEvent
    Event.OnServerEvent:Connect(function(FiredBy,Input)
        if FiredBy.Name ~= owner.Name then return end
        if Input.MouseEvent then
            Mouse.Target = Input.Target;Mouse.Hit = Input.Hit
        else
            local Begin = Input.UserInputState == Enum.UserInputState.Begin
            if Input.UserInputType == Enum.UserInputType.MouseButton1 then return Mouse:TrigEvent(Begin and "Button1Down" or "Button1Up") end
            for _,Action in pairs(ContextActionService.Actions) do
                for _,Key in pairs(Action.Keys) do if Key==Input.KeyCode then Action.Function(Action.Name,Input.UserInputState,Input) end end
            end
            Mouse:TrigEvent(Begin and "KeyDown" or "KeyUp",Input.KeyCode.Name:lower())
            UserInputService:TrigEvent(Begin and "InputBegan" or "InputEnded",Input,false)
        end
    end)
    InternalData["Mouse"] = Mouse;InternalData["ContextActionService"] = ContextActionService;InternalData["UserInputService"] = UserInputService
    Event.Parent = NLS([[
        local Player = owner;local Event = script:WaitForChild("UserInput");local UserInputService = game:GetService("UserInputService");local Mouse = Player:GetMouse()
        local Input = function(Input,gameProcessedEvent)
            if gameProcessedEvent then return end
            Event:FireServer({KeyCode=Input.KeyCode,UserInputType=Input.UserInputType,UserInputState=Input.UserInputState})
        end
        UserInputService.InputBegan:Connect(Input);UserInputService.InputEnded:Connect(Input)
        local Hit,Target
        while wait(1/30) do
            if Hit ~= Mouse.Hit or Target ~= Mouse.Target then
                Hit,Target = Mouse.Hit,Mouse.Target;Event:FireServer({["MouseEvent"]=true,["Target"]=Target,["Hit"]=Hit})
            end
        end
    ]],owner.Character)
end
RealGame = game;game = setmetatable({},{
    __index = function (self,Index)
        local Sandbox = function (Thing)
            if Thing:IsA("Player") then
                local RealPlayer = Thing
                return setmetatable({},{
                    __index = function (self,Index)
                        local Type = type(RealPlayer[Index])
                        if Type == "function" then
                            if Index:lower() == "getmouse" or Index:lower() == "mouse" then
                                return function (self)return InternalData["Mouse"] end
                            end
                            return function (self,...)return RealPlayer[Index](RealPlayer,...) end
                        end
                        return RealPlayer[Index]
                    end;
                    __tostring = function(self) return RealPlayer.Name end
                })
            end
        end
        if RealGame[Index] then
            local Type = type(RealGame[Index])
            if Type == "function" then
                if Index:lower() == "getservice" or Index:lower() == "service" then
                    return function (self,Service)
                        local FakeServices = {
                            ["players"] = function()
                                return setmetatable({},{
                                    __index = function (self2,Index2)
                                        local RealService = RealGame:GetService(Service)
                                        local Type2 = type(Index2)
                                        if Type2 == "function" then
                                            return function (self,...) return RealService[Index2](RealService,...)end
                                        else
                                            if Index2:lower() == "localplayer" then return Sandbox(owner) end
                                            return RealService[Index2]
                                        end
                                    end;
                                    __tostring = function(self) return RealGame:GetService(Service).Name end
                                })
                            end;
                            ["contextactionservice"] = function() return InternalData["ContextActionService"] end;
                            ["userinputservice"] = function() return InternalData["UserInputService"] end;
                            ["runservice"] = function()
                                return setmetatable({},{
                                    __index = function(self2,Index2)
                                        local RealService = RealGame:GetService(Service)
                                        local Type2 = type(Index2)
                                        if Type2 == "function" then
                                            return function (self,...) return RealService[Index2](RealService,...) end
                                        else
                                            local RunServices = {
                                                ["bindtorenderstep"] = function() return function (self,Name,Priority,Function) return RealGame:GetService("RunService").Stepped:Connect(Function) end end;
                                                ["renderstepped"] = function() return RealService["Stepped"] end
                                            }
                                            if RunServices[Index2:lower()] then return RunServices[Index2:lower()]() end
                                            return RealService[Index2]
                                        end
                                    end
                                })
                            end
                        }
                        if FakeServices[Service:lower()] then return FakeServices[Service:lower()]() end
                        return RealGame:GetService(Service)
                    end
                end
                return function (self,...) return RealGame[Index](RealGame,...) end
            else
                if game:GetService(Index) then return game:GetService(Index) end
                return RealGame[Index]
            end
        end
        return nil
    end
});Game = game;owner = game:GetService("Players").LocalPlayer;script = Instance.new("Script");print("Complete! Running...")
 
Player=game.Players.LocalPlayer
Character=Player.Character
Character.Humanoid.Name = "noneofurbusiness"
hum = Character.noneofurbusiness
LeftArm=Character["Left Arm"]
LeftLeg=Character["Left Leg"]
RightArm=Character["Right Arm"]
RightLeg=Character["Right Leg"]
Root=Character["HumanoidRootPart"]
Head=Character["Head"]
Torso=Character["Torso"]
Neck=Torso["Neck"]
mouse = Player:GetMouse()
walking = false
jumping = false
attacking = false
firsttime = false
tauntdebounce = false
position = nil
MseGuide = true
running = false
settime = 0
sine = 0
t = 0
ws = 18
change = 1
combo1 = true
equip = false
dgs = 75
combo2 = false
switch1 = true
switch2 = false
firsttime2 = false
combo3 = false
gunallowance = false
shooting = false
RunSrv = game:GetService("RunService")
RenderStepped = game:GetService("RunService").RenderStepped
removeuseless = game:GetService("Debris")
 
screenGui = Instance.new("ScreenGui")
screenGui.Parent = script.Parent
 
local HEADLERP = Instance.new("ManualWeld")
HEADLERP.Parent = Head
HEADLERP.Part0 = Head
HEADLERP.Part1 = Head
HEADLERP.C0 = CFrame.new(0, -1.5, -0) * CFrame.Angles(math.rad(0), math.rad(0), math.rad(0))
 
local TORSOLERP = Instance.new("ManualWeld")
TORSOLERP.Parent = Root
TORSOLERP.Part0 = Torso
TORSOLERP.C0 = CFrame.new(0, 0, 0) * CFrame.Angles(math.rad(0), math.rad(0), math.rad(0))
 
local ROOTLERP = Instance.new("ManualWeld")
ROOTLERP.Parent = Root
ROOTLERP.Part0 = Root
ROOTLERP.Part1 = Torso
ROOTLERP.C0 = CFrame.new(0, 0, 0) * CFrame.Angles(math.rad(0), math.rad(0), math.rad(0))
 
local RIGHTARMLERP = Instance.new("ManualWeld")
RIGHTARMLERP.Parent = RightArm
RIGHTARMLERP.Part0 = RightArm
RIGHTARMLERP.Part1 = Torso
RIGHTARMLERP.C0 = CFrame.new(-1.5, 0, -0) * CFrame.Angles(math.rad(0), math.rad(0), math.rad(0))
 
local LEFTARMLERP = Instance.new("ManualWeld")
LEFTARMLERP.Parent = LeftArm
LEFTARMLERP.Part0 = LeftArm
LEFTARMLERP.Part1 = Torso
LEFTARMLERP.C0 = CFrame.new(1.5, 0, -0) * CFrame.Angles(math.rad(0), math.rad(0), math.rad(0))
 
local RIGHTLEGLERP = Instance.new("ManualWeld")
RIGHTLEGLERP.Parent = RightLeg
RIGHTLEGLERP.Part0 = RightLeg
RIGHTLEGLERP.Part1 = Torso
RIGHTLEGLERP.C0 = CFrame.new(-0.5, 2, 0) * CFrame.Angles(math.rad(0), math.rad(0), math.rad(0))
 
local LEFTLEGLERP = Instance.new("ManualWeld")
LEFTLEGLERP.Parent = LeftLeg
LEFTLEGLERP.Part0 = LeftLeg
LEFTLEGLERP.Part1 = Torso
LEFTLEGLERP.C0 = CFrame.new(0.5, 2, 0) * CFrame.Angles(math.rad(0), math.rad(0), math.rad(0))
 
local function weldBetween(a, b)
    local weld = Instance.new("ManualWeld", a)
    weld.Part0 = a
    weld.Part1 = b
    weld.C0 = a.CFrame:inverse() * b.CFrame
    return weld
end
 
function MAKETRAIL(PARENT,POSITION1,POSITION2,LIFETIME,COLOR)
A = Instance.new("Attachment", PARENT)
A.Position = POSITION1
A.Name = "A"
B = Instance.new("Attachment", PARENT)
B.Position = POSITION2
B.Name = "B"
tr1 = Instance.new("Trail", PARENT)
tr1.Attachment0 = A
tr1.Attachment1 = B
tr1.Enabled = true
tr1.Lifetime = LIFETIME
tr1.TextureMode = "Static"
tr1.LightInfluence = 0
tr1.Color = COLOR
tr1.Transparency = NumberSequence.new(0, 1)
end
 
shirt = Instance.new("Shirt", Character)
shirt.Name = "Shirt"
pants = Instance.new("Pants", Character)
pants.Name = "Pants"
Character.Shirt.ShirtTemplate = "http://www.roblox.com/asset/?id=1380642352"
Character.Pants.PantsTemplate = "http://www.roblox.com/asset/?id=1189051755"
 
skull = Instance.new("Part",Character)
skull.Size = Vector3.new(2,2,2)
skull.CFrame = Head.CFrame
skull.CanCollide = false
skullweld = Instance.new("Weld",skull)
skullweld.Part0 = skull
skullweld.Part1 = Head
skullweld.C0 = skull.CFrame:inverse() * Head.CFrame
mskull = Instance.new("SpecialMesh", skull)
mskull.MeshType = "FileMesh"
mskull.Scale = Vector3.new(1.12, 1.12, 1.12)
mskull.MeshId,mskull.TextureId = 'http://www.roblox.com/asset/?id=0','http://www.roblox.com/asset/?id=0'
fedora = Instance.new("Part",Character)
fedora.Size = Vector3.new(2,2,2)
fedora.CFrame = Head.CFrame
fedora.CanCollide = false
fedoraweld = Instance.new("Weld",fedora)
fedoraweld.Part0 = fedora
fedoraweld.Part1 = Head
fedoraweld.C0 = fedora.CFrame:inverse() * Head.CFrame * CFrame.new(0,-.8,0)
mfedora = Instance.new("SpecialMesh", fedora)
mfedora.MeshType = "FileMesh"
mfedora.Scale = Vector3.new(1, 1, 1)
mfedora.Offset = Vector3.new(0, -1.20, 0)
mfedora.MeshId,mfedora.TextureId = 'http://www.roblox.com/asset/?id=13070796','http://www.roblox.com/asset/?id=292357315'
tommygun = Instance.new("Part",Character)
tommygun.Size = Vector3.new(2,2,2)
tommygun.CFrame = RightArm.CFrame
tommygun.CanCollide = false
tommygunweld = Instance.new("Weld",tommygun)
tommygunweld.Part0 = tommygun
tommygunweld.Part1 = RightArm
tommygunweld.C0 = tommygun.CFrame:inverse() * RightArm.CFrame * CFrame.new(0,-.80,1.25) * CFrame.Angles(math.rad(98),math.rad(0),0)
mtommygun = Instance.new("SpecialMesh", tommygun)
mtommygun.MeshType = "FileMesh"
mtommygun.Scale = Vector3.new(1, 1, 1)
mtommygun.Offset = Vector3.new(0, -0.55, 0.75)
mtommygun.MeshId,mtommygun.TextureId = 'http://www.roblox.com/asset/?id=2242512297','http://www.roblox.com/asset/?id=2242512535'
shootbox = Instance.new("Part",Character)
shootbox.Size = Vector3.new(.2,.2,.2)
shootbox.CanCollide = false
shootbox.Transparency = 1
shootbox.CFrame = tommygun.CFrame
shootboxweld = weldBetween(shootbox,tommygun)
shootboxweld.C0 = CFrame.new(0,-.05,2.62)
light = Instance.new("PointLight", shootbox)
light.Color = BrickColor.new("Carnation pink").Color
light.Range = 5
light.Brightness = 11
light.Enabled = false
particlemiter1 = Instance.new("ParticleEmitter", shootbox)
particlemiter1.Enabled = false
particlemiter1.Texture = "rbxassetid://2463403090"
particlemiter1.Lifetime = NumberRange.new(.1)
particlemiter1.Size = NumberSequence.new(1,0)
particlemiter1.Rate = 150
particlemiter1.RotSpeed = NumberRange.new(0)
particlemiter1.Speed = NumberRange.new(0)
tommygunammo = Instance.new("Part",Character)
tommygunammo.Size = Vector3.new(2,2,2)
tommygunammo.CFrame = tommygun.CFrame
tommygunammo.CanCollide = false
tommygunammoweld = Instance.new("Weld",tommygunammo)
tommygunammoweld.Part0 = tommygunammo
tommygunammoweld.Part1 = tommygun
tommygunammoweld.C0 = tommygun.CFrame:inverse() * tommygun.CFrame * CFrame.new(0,.4,.25) * CFrame.Angles(math.rad(0),math.rad(0),0)
mtommygunammo = Instance.new("SpecialMesh", tommygunammo)
mtommygunammo.MeshType = "FileMesh"
mtommygunammo.Scale = Vector3.new(1, 1, 1)
mtommygunammo.MeshId,mtommygunammo.TextureId = 'http://www.roblox.com/asset/?id=0','http://www.roblox.com/asset/?id=116679995'
mask = Instance.new("Part",Character)
mask.Size = Vector3.new(2,2,2)
mask.CFrame = Head.CFrame
mask.CanCollide = false
maskweld = Instance.new("Weld",mask)
maskweld.Part0 = mask
maskweld.Part1 = Head
maskweld.C0 = mask.CFrame:inverse() * Head.CFrame * CFrame.new(-0,0,0) * CFrame.Angles(math.rad(0),math.rad(0),math.rad(0))
mmask = Instance.new("SpecialMesh", mask)
mmask.MeshType = "FileMesh"
mmask.Scale = Vector3.new(1, 1, 1)
mmask.Offset = Vector3.new(0, -0.25, 0)
mmask.MeshId,mmask.TextureId = 'http://www.roblox.com/asset/?id=0','http://www.roblox.com/asset/?id=96643190'
mask = Instance.new("Part",Character)
mask.Size = Vector3.new(2,2,2)
mask.CFrame = Head.CFrame
mask.CanCollide = false
maskweld = Instance.new("Weld",mask)
maskweld.Part0 = mask
maskweld.Part1 = Head
maskweld.C0 = mask.CFrame:inverse() * Head.CFrame * CFrame.new(-0,0,0) * CFrame.Angles(math.rad(0),math.rad(0),math.rad(0))
mmask = Instance.new("SpecialMesh", mask)
mmask.MeshType = "FileMesh"
mmask.Scale = Vector3.new(1.1, 1.1, 1.1)
mmask.Offset = Vector3.new(0, 0.18, 0)
mmask.MeshId,mmask.TextureId = 'http://www.roblox.com/asset/?id=17190904','http://www.roblox.com/asset/?id=17190901'
particlemiter2 = Instance.new("ParticleEmitter", mask)
particlemiter2.Texture = "rbxassetid://0"
particlemiter2.Lifetime = NumberRange.new(1)
particlemiter2.Size = NumberSequence.new(0.3,0)
particlemiter2.Rate = 1
wait(0.3)
s = Instance.new("Sound",Torso)
s.SoundId = "rbxassetid://367453005"
s:Play()
s.Volume = 3.75
Nut = Instance.new("Part",Torso)
Nut.Size = Vector3.new(10, 10, 10)
Nut.CanCollide = false
Nut.Transparency = 0.15
Nut.CFrame = Torso.CFrame
Nut.Color = BrickColor.new("Sunrise").Color
Nut.Anchored = true
Nut.Material = "Neon"
Nut.Shape = "Ball"
wait (0.02)
Nut.Size = Vector3.new(9, 9, 9)
wait (0.02)
Nut.Size = Vector3.new(8, 8, 8)
wait (0.02)
Nut.Size = Vector3.new(7, 7, 7)
wait (0.02)
Nut.Size = Vector3.new(6, 6, 6)
wait (0.02)
Nut.Size = Vector3.new(5, 5, 5)
wait (0.02)
Nut.Size = Vector3.new(4, 4, 4)
wait (0.02)
Nut.Size = Vector3.new(3, 3, 3)
wait (0.02)
Nut.Size = Vector3.new(2, 2, 2)
wait (0.02)
Nut.Size = Vector3.new(1, 1, 1)
wait (0.02)
Nut.Size = Vector3.new(0, 0, 0)
Nut:Destroy()


mouse.KeyDown:connect(function(Press)
Press=Press:lower()
if Press=='j' then
print("Gun Switched To AK47")
mtommygun.Scale = Vector3.new(0.05, 0.05, 0.05)
mtommygun.Offset = Vector3.new(0, -0.35, -0.75)
mtommygun.MeshId,mtommygun.TextureId = 'http://www.roblox.com/asset/?id=477006495','http://www.roblox.com/asset/?id=477006525'
end
end)

mouse.KeyDown:connect(function(Press)
Press=Press:lower()
if Press=='k' then
print("Gun Switched To MP7")
mtommygun.Scale = Vector3.new(1, 1, 1)
mtommygun.Offset = Vector3.new(0, -0.55, 0.75)
mtommygun.MeshId,mtommygun.TextureId = 'http://www.roblox.com/asset/?id=2242512297','http://www.roblox.com/asset/?id=2242512535'
end
end)

mouse.KeyDown:connect(function(Press)
Press=Press:lower()
if Press=='l' then
print("Gun Switched To P90")
mtommygun.Scale = Vector3.new(0.33, 0.33, 0.33)
mtommygun.Offset = Vector3.new(0, -0.35, 0.75)
mtommygun.MeshId,mtommygun.TextureId = 'http://www.roblox.com/asset/?id=534672750','http://www.roblox.com/asset/?id=534672827'
end
end)

mouse.KeyDown:connect(function(Press)
Press=Press:lower()
if Press=='u' then
print("Switched to Outfit 2")
Nut = Instance.new("Part",Torso)
Nut.Size = Vector3.new(10, 10, 10)
Nut.CanCollide = false
Nut.Transparency = 0.15
Nut.CFrame = Torso.CFrame
Nut.Color = BrickColor.new("Bright red").Color
Nut.Anchored = true
Nut.Material = "Neon"
Nut.Shape = "Ball"
Torso.Anchored = true
wait (0.02)
Nut.Size = Vector3.new(9, 9, 9)
wait (0.02)
Nut.Size = Vector3.new(8, 8, 8)
wait (0.02)
Nut.Size = Vector3.new(7, 7, 7)
wait (0.02)
Nut.Size = Vector3.new(6, 6, 6)
wait (0.02)
Nut.Size = Vector3.new(5, 5, 5)
wait (0.02)
s:Play()
mfedora.MeshId,mfedora.TextureId = 'http://www.roblox.com/asset/?id=398618628','http://www.roblox.com/asset/?id=750450195'
Character.Shirt.ShirtTemplate = "http://www.roblox.com/asset/?id=2072804383"
Character.Pants.PantsTemplate = "http://www.roblox.com/asset/?id=745482076"
mmask.MeshId,mmask.TextureId = 'http://www.roblox.com/asset/?id=0','http://www.roblox.com/asset/?id=17190901'
mmask.Scale = Vector3.new(1.1, 1.1, 1.1)
mfedora.Offset = Vector3.new(0, -1.34, 0.8)
doomtheme.SoundId = "rbxassetid://1564523997"
doomtheme:Play()
doomtheme.Volume = 3
local b1 = Instance.new("BillboardGui",Head)
b1.Size = UDim2.new(0,4,0,1.6)
b1.StudsOffset = Vector3.new(0,0,0)
b1.Name = "laff"
b1.AlwaysOnTop = true
b1.StudsOffset = Vector3.new(0,2,0)
b1.Adornee = Head
removeuseless:AddItem(b1,3)
local b2 = Instance.new("TextLabel",b1)
b2.BackgroundTransparency = 1
b2.Text = "cRaZY Mode"
b2.Font = "Garamond"
b2.TextSize = 30
b2.Name = "lafftext"
b2.TextStrokeTransparency = 0
b2.TextColor3 = BrickColor.new("Bright red").Color
b2.TextStrokeColor3 = Color3.new(0,0,0)
b2.Size = UDim2.new(1,0,.5,0)
Head.face.Texture = ("rbxassetid://25555431")
mmask.Offset = Vector3.new(0, 0.18, 0)
particlemiter2.Texture = "rbxassetid://0"
Nut.Size = Vector3.new(4, 4, 4)
wait (0.02)
Nut.Size = Vector3.new(3, 3, 3)
wait (0.02)
Nut.Size = Vector3.new(2, 2, 2)
wait (0.02)
Nut.Size = Vector3.new(1, 1, 1)
wait (0.02)
Nut.Size = Vector3.new(0, 0, 0)
Nut:Destroy()
Torso.Anchored = false
end
end)

mouse.KeyDown:connect(function(Press)
Press=Press:lower()
if Press=='u' then
print("Switched to Outfit 2")
Nut = Instance.new("Part",Torso)
Nut.Size = Vector3.new(10, 10, 10)
Nut.CanCollide = false
Nut.Transparency = 0.15
Nut.CFrame = Torso.CFrame
Nut.Color = BrickColor.new("Bright red").Color
Nut.Anchored = true
Nut.Material = "Neon"
Nut.Shape = "Ball"
Torso.Anchored = true
wait (0.02)
Nut.Size = Vector3.new(9, 9, 9)
wait (0.02)
Nut.Size = Vector3.new(8, 8, 8)
wait (0.02)
Nut.Size = Vector3.new(7, 7, 7)
wait (0.02)
Nut.Size = Vector3.new(6, 6, 6)
wait (0.02)
Nut.Size = Vector3.new(5, 5, 5)
wait (0.02)
s:Play()
mfedora.MeshId,mfedora.TextureId = 'http://www.roblox.com/asset/?id=398618628','http://www.roblox.com/asset/?id=750450195'
Character.Shirt.ShirtTemplate = "http://www.roblox.com/asset/?id=2072804383"
Character.Pants.PantsTemplate = "http://www.roblox.com/asset/?id=745482076"
mmask.MeshId,mmask.TextureId = 'http://www.roblox.com/asset/?id=0','http://www.roblox.com/asset/?id=17190901'
mmask.Scale = Vector3.new(1.1, 1.1, 1.1)
mfedora.Offset = Vector3.new(0, -1.34, 0.8)
doomtheme.SoundId = "rbxassetid://1564523997"
doomtheme:Play()
doomtheme.Volume = 3
local b1 = Instance.new("BillboardGui",Head)
b1.Size = UDim2.new(0,4,0,1.6)
b1.StudsOffset = Vector3.new(0,0,0)
b1.Name = "laff"
b1.AlwaysOnTop = true
b1.StudsOffset = Vector3.new(0,2,0)
b1.Adornee = Head
removeuseless:AddItem(b1,3)
local b2 = Instance.new("TextLabel",b1)
b2.BackgroundTransparency = 1
b2.Text = "cRaZY Mode"
b2.Font = "Garamond"
b2.TextSize = 30
b2.Name = "lafftext"
b2.TextStrokeTransparency = 0
b2.TextColor3 = BrickColor.new("Bright red").Color
b2.TextStrokeColor3 = Color3.new(0,0,0)
b2.Size = UDim2.new(1,0,.5,0)
Head.face.Texture = ("rbxassetid://25555431")
mmask.Offset = Vector3.new(0, 0.18, 0)
particlemiter2.Texture = "rbxassetid://0"
Nut.Size = Vector3.new(4, 4, 4)
wait (0.02)
Nut.Size = Vector3.new(3, 3, 3)
wait (0.02)
Nut.Size = Vector3.new(2, 2, 2)
wait (0.02)
Nut.Size = Vector3.new(1, 1, 1)
wait (0.02)
Nut.Size = Vector3.new(0, 0, 0)
Nut:Destroy()
Torso.Anchored = false
end
end)

mouse.KeyDown:connect(function(Press)
Press=Press:lower()
if Press=='v' then
print("Switched to Outfit Christmas")
Nut = Instance.new("Part",Torso)
Nut.Size = Vector3.new(10, 10, 10)
Nut.CanCollide = false
Nut.Transparency = 0.15
Nut.CFrame = Torso.CFrame
Nut.Color = BrickColor.new("Bright red").Color
Nut.Anchored = true
Nut.Material = "Neon"
Nut.Shape = "Ball"
Torso.Anchored = true
wait (0.02)
Nut.Size = Vector3.new(9, 9, 9)
wait (0.02)
Nut.Size = Vector3.new(8, 8, 8)
wait (0.02)
Nut.Size = Vector3.new(7, 7, 7)
wait (0.02)
Nut.Size = Vector3.new(6, 6, 6)
wait (0.02)
Nut.Size = Vector3.new(5, 5, 5)
wait (0.02)
s:Play()
mtommygun.TextureId = 'http://www.roblox.com/asset/?id=63982262'
mmask.MeshId,mmask.TextureId = 'http://www.roblox.com/asset/?id=0','http://www.roblox.com/asset/?id=0'
Character.Shirt.ShirtTemplate = "http://www.roblox.com/asset/?id=1264823567"
Character.Pants.PantsTemplate = "http://www.roblox.com/asset/?id=2547520243"
mfedora.MeshId,mfedora.TextureId = 'http://www.roblox.com/asset/?id=13070796','http://www.roblox.com/asset/?id=14765363'
mfedora.Offset = Vector3.new(0, -1.2, 0)
doomtheme.SoundId = "rbxassetid://2649314010"
doomtheme:Play()
doomtheme.Volume = 2.75
local b1 = Instance.new("BillboardGui",Head)
b1.Size = UDim2.new(0,4,0,1.6)
b1.StudsOffset = Vector3.new(0,0,0)
b1.Name = "laff"
b1.AlwaysOnTop = true
b1.StudsOffset = Vector3.new(0,2,0)
b1.Adornee = Head
removeuseless:AddItem(b1,3)
local b2 = Instance.new("TextLabel",b1)
b2.BackgroundTransparency = 1
b2.Text = "Christmas Mode"
b2.Font = "Garamond"
b2.TextSize = 30
b2.Name = "lafftext"
b2.TextStrokeTransparency = 0
b2.TextColor3 = BrickColor.new("Bright red").Color
b2.TextStrokeColor3 = Color3.new(0,0,0)
b2.Size = UDim2.new(1,0,.5,0)
Head.face.Texture = ("rbxassetid://25555431")
mmask.Offset = Vector3.new(0, 0.18, 0)
mmask.Scale = Vector3.new(1.1, 1.1, 1.1)
particlemiter2.Texture = "rbxassetid://0"
Nut.Size = Vector3.new(4, 4, 4)
wait (0.02)
Nut.Size = Vector3.new(3, 3, 3)
wait (0.02)
Nut.Size = Vector3.new(2, 2, 2)
wait (0.02)
Nut.Size = Vector3.new(1, 1, 1)
wait (0.02)
Nut.Size = Vector3.new(0, 0, 0)
Nut:Destroy()
Torso.Anchored = false
end
end)

mouse.KeyDown:connect(function(Press)
Press=Press:lower()
if Press=='g' then
print("Switched to Outfit 3")
Nut = Instance.new("Part",Torso)
Nut.Size = Vector3.new(10, 10, 10)
Nut.CanCollide = false
Nut.Transparency = 0.15
Nut.CFrame = Torso.CFrame
Nut.Color = BrickColor.new("Dark stone grey").Color
Nut.Anchored = true
Nut.Material = "Neon"
Nut.Shape = "Ball"
Torso.Anchored = true
wait (0.02)
Nut.Size = Vector3.new(9, 9, 9)
wait (0.02)
Nut.Size = Vector3.new(8, 8, 8)
wait (0.02)
Nut.Size = Vector3.new(7, 7, 7)
wait (0.02)
Nut.Size = Vector3.new(6, 6, 6)
wait (0.02)
Nut.Size = Vector3.new(5, 5, 5)
wait (0.02)
s:Play()
mfedora.Offset = Vector3.new(0, -1.2, 0)
mmask.MeshId,mmask.TextureId = 'http://www.roblox.com/asset/?id=227430350','http://www.roblox.com/asset/?id=709231552'
mfedora.MeshId,mfedora.TextureId = 'http://www.roblox.com/asset/?id=13070796','http://www.roblox.com/asset/?id=14765363'
Head.face.Texture = ("rbxassetid://2409285794")
Character.Shirt.ShirtTemplate = "http://www.roblox.com/asset/?id=1082891340"
Character.Pants.PantsTemplate = "http://www.roblox.com/asset/?id=842226360"
mmask.Offset = Vector3.new(0, 1, 0)
mmask.Scale = Vector3.new(2.25, 2.25, 2.25)
doomtheme.SoundId = "rbxassetid://2053633920"
doomtheme:Play()
doomtheme.Volume = 3.75
local b1 = Instance.new("BillboardGui",Head)
b1.Size = UDim2.new(0,4,0,1.6)
b1.StudsOffset = Vector3.new(0,0,0)
b1.Name = "laff"
b1.AlwaysOnTop = true
b1.StudsOffset = Vector3.new(0,2,0)
b1.Adornee = Head
removeuseless:AddItem(b1,3)
local b2 = Instance.new("TextLabel",b1)
b2.BackgroundTransparency = 1
b2.Text = "Relax Mode"
b2.Font = "Garamond"
b2.TextSize = 30
b2.Name = "lafftext"
b2.TextStrokeTransparency = 0
b2.TextColor3 = BrickColor.new("Quill grey").Color
b2.TextStrokeColor3 = Color3.new(0,0,0)
b2.Size = UDim2.new(1,0,.5,0)
particlemiter2.Texture = "rbxassetid://0"
Nut.Size = Vector3.new(4, 4, 4)
wait (0.02)
Nut.Size = Vector3.new(3, 3, 3)
wait (0.02)
Nut.Size = Vector3.new(2, 2, 2)
wait (0.02)
Nut.Size = Vector3.new(1, 1, 1)
wait (0.02)
Nut.Size = Vector3.new(0, 0, 0)
Nut:Destroy()
Torso.Anchored = false
end
end)

mouse.KeyDown:connect(function(Press)
Press=Press:lower()
if Press=='m' then
print("Switched to Outfit 4")
Nut = Instance.new("Part",Torso)
Nut.Size = Vector3.new(10, 10, 10)
Nut.CanCollide = false
Nut.Transparency = 0.15
Nut.CFrame = Torso.CFrame
Nut.Color = BrickColor.new("Bright red").Color
Nut.Anchored = true
Nut.Material = "Neon"
Nut.Shape = "Ball"
Torso.Anchored = true
wait (0.02)
Nut.Size = Vector3.new(9, 9, 9)
wait (0.02)
Nut.Size = Vector3.new(8, 8, 8)
wait (0.02)
Nut.Size = Vector3.new(7, 7, 7)
wait (0.02)
Nut.Size = Vector3.new(6, 6, 6)
wait (0.02)
Nut.Size = Vector3.new(5, 5, 5)
wait (0.02)
s:Play()
mfedora.Offset = Vector3.new(0, -1.2, 0)
mmask.MeshId,mmask.TextureId = 'http://www.roblox.com/asset/?id=15934744','http://www.roblox.com/asset/?id=15934762'
mfedora.MeshId,mfedora.TextureId = 'http://www.roblox.com/asset/?id=13070796','http://www.roblox.com/asset/?id=14765363'
Head.face.Texture = ("rbxassetid://2409285794")
Character.Shirt.ShirtTemplate = "http://www.roblox.com/asset/?id=2188770415"
Character.Pants.PantsTemplate = "http://www.roblox.com/asset/?id=874402204"
mmask.Offset = Vector3.new(0, 0.8, 0)
mmask.Scale = Vector3.new(1.02, 1.02, 1.02)
doomtheme.SoundId = "rbxassetid://1709211968"
doomtheme:Play()
doomtheme.Volume = 3.75
local b1 = Instance.new("BillboardGui",Head)
b1.Size = UDim2.new(0,4,0,1.6)
b1.StudsOffset = Vector3.new(0,0,0)
b1.Name = "laff"
b1.AlwaysOnTop = true
b1.StudsOffset = Vector3.new(0,2,0)
b1.Adornee = Head
removeuseless:AddItem(b1,3)
local b2 = Instance.new("TextLabel",b1)
b2.BackgroundTransparency = 1
b2.Text = "No One Is Around To Help."
b2.Font = "Garamond"
b2.TextSize = 30
b2.Name = "lafftext"
b2.TextStrokeTransparency = 0
b2.TextColor3 = BrickColor.new("Bright red").Color
b2.TextStrokeColor3 = Color3.new(0,0,0)
b2.Size = UDim2.new(1,0,.5,0)
particlemiter2.Texture = "rbxassetid://0"
Nut.Size = Vector3.new(4, 4, 4)
wait (0.02)
Nut.Size = Vector3.new(3, 3, 3)
wait (0.02)
Nut.Size = Vector3.new(2, 2, 2)
wait (0.02)
Nut.Size = Vector3.new(1, 1, 1)
wait (0.02)
Nut.Size = Vector3.new(0, 0, 0)
Nut:Destroy()
Torso.Anchored = false
end
end)

mouse.KeyDown:connect(function(Press)
Press=Press:lower()
if Press=='p' then
print("Switched to Outfit 5")
Nut = Instance.new("Part",Torso)
Nut.Size = Vector3.new(10, 10, 10)
Nut.CanCollide = false
Nut.Transparency = 0.15
Nut.CFrame = Torso.CFrame
Nut.Anchored = true
Nut.Material = "Neon"
Nut.Shape = "Ball"
Torso.Anchored = true
Nut.Color = BrickColor.new("Pearl").Color
wait (0.02)
Nut.Size = Vector3.new(9, 9, 9)
wait (0.02)
Nut.Size = Vector3.new(8, 8, 8)
wait (0.02)
Nut.Size = Vector3.new(7, 7, 7)
wait (0.02)
Nut.Size = Vector3.new(6, 6, 6)
wait (0.02)
Nut.Size = Vector3.new(5, 5, 5)
wait (0.02)
s:Play()
mfedora.Offset = Vector3.new(0, -1.2, 0)
mmask.MeshId,mmask.TextureId = 'http://www.roblox.com/asset/?id=1051545','http://www.roblox.com/asset/?id=1051546'
mfedora.MeshId,mfedora.TextureId = 'http://www.roblox.com/asset/?id=13070796','http://www.roblox.com/asset/?id=14765363'
Head.face.Texture = ("rbxassetid://1117396305")
Character.Shirt.ShirtTemplate = "http://www.roblox.com/asset/?id=1123249914"
Character.Pants.PantsTemplate = "http://www.roblox.com/asset/?id=1839310233"
mmask.Offset = Vector3.new(0, 0.2, 0)
mmask.Scale = Vector3.new(1, 1, 1)
doomtheme.SoundId = "rbxassetid://1117396305"
doomtheme:Play()
doomtheme.Volume = 3.75
local b1 = Instance.new("BillboardGui",Head)
b1.Size = UDim2.new(0,4,0,1.6)
b1.StudsOffset = Vector3.new(0,0,0)
b1.Name = "laff"
b1.AlwaysOnTop = true
b1.StudsOffset = Vector3.new(0,2,0)
b1.Adornee = Head
removeuseless:AddItem(b1,3)
local b2 = Instance.new("TextLabel",b1)
b2.BackgroundTransparency = 1
b2.Text = "Musical Mode"
b2.Font = "Garamond"
b2.TextSize = 30
b2.Name = "lafftext"
b2.TextStrokeTransparency = 0
b2.TextColor3 = BrickColor.new("Bright red").Color
b2.TextStrokeColor3 = Color3.new(0,0,0)
b2.Size = UDim2.new(1,0,.5,0)
particlemiter2.Texture = "rbxassetid://243331916"
mtommygun.Scale = Vector3.new(0.3, 0.3, 0.3)
mtommygun.Offset = Vector3.new(0, -0.55, -0.85)
mtommygun.MeshId,mtommygun.TextureId = 'http://www.roblox.com/asset/?id=540384540','http://www.roblox.com/asset/?id=540384666'
Nut.Size = Vector3.new(4, 4, 4)
wait (0.02)
Nut.Size = Vector3.new(3, 3, 3)
wait (0.02)
Nut.Size = Vector3.new(2, 2, 2)
wait (0.02)
Nut.Size = Vector3.new(1, 1, 1)
wait (0.02)
Nut.Size = Vector3.new(0, 0, 0)
Nut:Destroy()
Torso.Anchored = false
end
end)

mouse.KeyDown:connect(function(Press)
Press=Press:lower()
if Press=='z' then
print("Switched to Outfit 5")
Nut = Instance.new("Part",Torso)
Nut.Size = Vector3.new(10, 10, 10)
Nut.CanCollide = false
Nut.Transparency = 0.15
Nut.CFrame = Torso.CFrame
Nut.Color = BrickColor.new("Really black").Color
Nut.Anchored = true
Nut.Material = "Neon"
Nut.Shape = "Ball"
Torso.Anchored = true
wait (0.02)
Nut.Size = Vector3.new(9, 9, 9)
wait (0.02)
Nut.Size = Vector3.new(8, 8, 8)
wait (0.02)
Nut.Size = Vector3.new(7, 7, 7)
wait (0.02)
Nut.Size = Vector3.new(6, 6, 6)
wait (0.02)
Nut.Size = Vector3.new(5, 5, 5)
wait (0.02)
s:Play()
mfedora.Offset = Vector3.new(0, -1.2, 0)
mmask.MeshId,mmask.TextureId = 'http://www.roblox.com/asset/?id=123973091','http://www.roblox.com/asset/?id=47667877'
mfedora.MeshId,mfedora.TextureId = 'http://www.roblox.com/asset/?id=13070796','http://www.roblox.com/asset/?id=14765363'
mask.Color = BrickColor.new("Really black").Color
Head.face.Texture = ("rbxassetid://1117396305")
Character.Shirt.ShirtTemplate = "http://www.roblox.com/asset/?id=2188770415"
Character.Pants.PantsTemplate = "http://www.roblox.com/asset/?id=874402204"
mmask.Offset = Vector3.new(0, 0.9, 0)
mmask.Scale = Vector3.new(1.15, 1.15, 1.15)
doomtheme.SoundId = "rbxassetid://238243920"
doomtheme:Play()
doomtheme.Volume = 3.75
local b1 = Instance.new("BillboardGui",Head)
b1.Size = UDim2.new(0,4,0,1.6)
b1.StudsOffset = Vector3.new(0,0,0)
b1.Name = "laff"
b1.AlwaysOnTop = true
b1.StudsOffset = Vector3.new(0,2,0)
b1.Adornee = Head
removeuseless:AddItem(b1,3)
local b2 = Instance.new("TextLabel",b1)
b2.BackgroundTransparency = 1
b2.Text = "DARKNESS"
b2.Font = "Garamond"
b2.TextSize = 30
b2.Name = "lafftext"
b2.TextStrokeTransparency = 0
b2.TextColor3 = BrickColor.new("Bright red").Color
b2.TextStrokeColor3 = Color3.new(0,0,0)
b2.Size = UDim2.new(1,0,.5,0)
particlemiter2.Texture = "rbxassetid://0"
Nut.Size = Vector3.new(4, 4, 4)
wait (0.02)
Nut.Size = Vector3.new(3, 3, 3)
wait (0.02)
Nut.Size = Vector3.new(2, 2, 2)
wait (0.02)
Nut.Size = Vector3.new(1, 1, 1)
wait (0.02)
Nut.Size = Vector3.new(0, 0, 0)
Nut:Destroy()
Torso.Anchored = false
end
end)

coroutine.wrap(function()
while wait() do
hum.WalkSpeed = ws
LeftArm.BrickColor = BrickColor.new("Light orange")
RightArm.BrickColor = BrickColor.new("Light orange")
Head.BrickColor = BrickColor.new("Light orange")
RightLeg.BrickColor = BrickColor.new("Light orange")
LeftLeg.BrickColor = BrickColor.new("Light orange")
Torso.BrickColor = BrickColor.new("Light orange")
Head.face.Texture = ("rbxassetid://25555431")
end
end)()
godmode = coroutine.wrap(function()
for i,v in pairs(Character:GetChildren()) do
if v:IsA("BasePart") and v ~= Root then
v.Anchored = false
end
end
while true do
hum.MaxHealth = math.huge
wait(0.00000001)
hum.MaxHealth = math.huge
end
end)
godmode()
 
coroutine.wrap(function()
for i,v in pairs(Character:GetChildren()) do
if v.Name == "Animate" then v:Remove()
end
end
end)()
 
function damagealll(Radius,Position)       
    local Returning = {}       
    for _,v in pairs(workspace:GetChildren()) do       
        if v~=Character and v:FindFirstChildOfClass('Humanoid') and v:FindFirstChild('Torso') or v:FindFirstChild('UpperTorso') then
if v:FindFirstChild("Torso") then      
            local Mag = (v.Torso.Position - Position).magnitude    
            if Mag < Radius then       
                table.insert(Returning,v)      
            end
elseif v:FindFirstChild("UpperTorso") then 
            local Mag = (v.UpperTorso.Position - Position).magnitude       
            if Mag < Radius then       
                table.insert(Returning,v)      
            end
end
        end    
    end    
    return Returning       
end
 
ArtificialHB = Instance.new("BindableEvent", script)
ArtificialHB.Name = "Heartbeat"
script:WaitForChild("Heartbeat")
 
frame = 1 / 120
tf = 0
allowframeloss = false
tossremainder = false
 
 
lastframe = tick()
script.Heartbeat:Fire()
 
 
game:GetService("RunService").Heartbeat:connect(function(s, p)
    tf = tf + s
    if tf >= frame then
        if allowframeloss then
            script.Heartbeat:Fire()
            lastframe = tick()
        else
            for i = 1, math.floor(tf / frame) do
                script.Heartbeat:Fire()
            end
            lastframe = tick()
        end
        if tossremainder then
            tf = 0
        else
            tf = tf - frame * math.floor(tf / frame)
        end
    end
end)
 
function swait(num)
    if num == 0 or num == nil then
        game:service("RunService").Stepped:wait(0)
    else
        for i = 0, num do
            game:service("RunService").Stepped:wait(0)
        end
    end
end
 
doomtheme = Instance.new("Sound", Torso)
doomtheme.Volume = 3
doomtheme.Name = "doomtheme"
doomtheme.Looped = true
doomtheme.SoundId = "rbxassetid://257453119"
doomtheme:Play()
 
Torso.ChildRemoved:connect(function(removed)
if removed.Name == "doomtheme" then
 
doomtheme = Instance.new("Sound", Torso)
doomtheme.Volume = 3
doomtheme.Name = "doomtheme"
doomtheme.Looped = true
doomtheme.SoundId = "rbxassetid://257453119"
doomtheme:Play()
end
end)
 
for _,n in pairs(Character:GetChildren()) do
if n:IsA("Accessory") then n:Remove() end
end
for _,x in pairs(Character:GetChildren()) do
if x:IsA("Decal") then x:Remove() end
end
 
function SOUND(PARENT,ID,VOL,LOOP,REMOVE)
so = Instance.new("Sound")
so.Parent = PARENT
so.SoundId = "rbxassetid://"..ID
so.Volume = VOL
so.Looped = LOOP
so:Play()
removeuseless:AddItem(so,REMOVE)
end
 
mouse.KeyDown:connect(function(Press)
Press=Press:lower()
if Press=='t' then
if tauntdebounce then return end
tauntdebounce = true
local b1 = Instance.new("BillboardGui",Head)
b1.Size = UDim2.new(0,4,0,1.6)
b1.StudsOffset = Vector3.new(0,0,0)
b1.Name = "laff"
b1.AlwaysOnTop = true
b1.StudsOffset = Vector3.new(0,2,0)
b1.Adornee = Head
removeuseless:AddItem(b1,3)
local b2 = Instance.new("TextLabel",b1)
b2.BackgroundTransparency = 1
b2.Text = "Nico Nico Ni!"
b2.Font = "Garamond"
b2.TextSize = 30
b2.Name = "lafftext"
b2.TextStrokeTransparency = 0
b2.TextColor3 = BrickColor.new("Pink").Color
b2.TextStrokeColor3 = Color3.new(0,0,0)
b2.Size = UDim2.new(1,0,.5,0)
laff = Instance.new("Sound",Head)
laff.SoundId = "rbxassetid://1004576953"
laff.Volume = 3
laff:Play()
wait(5)
laff:Remove()
tauntdebounce = false
end
end)
 
mouse.KeyDown:connect(function(Press)
Press=Press:lower()
if Press=='e' then
if debounce then return end
if equip then
ws = 40
g1:Remove()
light.Enabled = false
pcall(function()
temmy:Remove()
end)
for i,v in pairs(tommygun:GetDescendants()) do
if v.Name == "temmy" then v:Remove()
end
end
light.Enabled = false
particlemiter1.Enabled = false
hum.CameraOffset = Vector3.new(0,0,0)
attacking = false
equip = false
shooting = false
gunallowance = false
ws = 16
else
g1 = Instance.new("BodyGyro", Root)
g1.D = 175
g1.P = 20000
g1.MaxTorque = Vector3.new(0,2000,0)
g1.CFrame = CFrame.new(Root.Position,mouse.Hit.p)
attacking = true
debounce = true
equip = true
coroutine.wrap(function()
while equip do
g1.CFrame = g1.CFrame:lerp(CFrame.new(Root.Position,mouse.Hit.p),.1)
ws = 10
swait()
if Root.Velocity.y > 1 then
position = "Jump3"
elseif Root.Velocity.y < -1 then
position = "Falling3"
elseif Root.Velocity.Magnitude > 2 and running == false and attacking == true then
position = "Walk3"
elseif Root.Velocity.Magnitude < 2 and running == false and attacking == true then
position = "Idle4"
end
end
end)()
coroutine.wrap(function()
while equip do
swait()
settime = 0.05
sine = sine + change
if position == "Jump3" and attacking and not running then
change = .65
RIGHTLEGLERP.C0 = RIGHTLEGLERP.C0:lerp(CFrame.new(-0.5, 2, 0) * CFrame.Angles(math.rad(10), math.rad(0), math.rad(0)), 0.4)
LEFTLEGLERP.C0 = LEFTLEGLERP.C0:lerp(CFrame.new(0.5, 1.0, .9) * CFrame.Angles(math.rad(20), math.rad(0), math.rad(0)), 0.4)
elseif position == "Falling3" and attacking and not running then
change = .65
RIGHTLEGLERP.C0 = RIGHTLEGLERP.C0:lerp(CFrame.new(-0.5, 2, 0) * CFrame.Angles(math.rad(8), math.rad(4), math.rad(0)), 0.4)
LEFTLEGLERP.C0 = LEFTLEGLERP.C0:lerp(CFrame.new(0.5, 1.0, .9) * CFrame.Angles(math.rad(14), math.rad(-4), math.rad(0)), 0.4)
elseif position == "Walk3" and attacking == true and running == false then
change = .65
ROOTLERP.C0 = ROOTLERP.C0:lerp(CFrame.new(0, 0.05*math.sin(sine/4), 0) * CFrame.Angles(math.rad(0), math.rad(-50), math.rad(0)),.2)
RIGHTLEGLERP.C0 = RIGHTLEGLERP.C0:lerp(CFrame.new(-0.5, 1.92 - 0.35 * math.cos(sine/8)/2.8, 0.2 - math.sin(sine/8)/3.4) * CFrame.Angles(math.rad(10) + -math.sin(sine/8)/2.3, math.rad(0)*math.cos(sine/1), math.rad(0), math.cos(25 * math.cos(sine/8))), 0.1)
LEFTLEGLERP.C0 = LEFTLEGLERP.C0:lerp(CFrame.new(0.5, 1.92 + 0.35 * math.cos(sine/8)/2.8, 0.2 + math.sin(sine/8)/3.4) * CFrame.Angles(math.rad(10) - -math.sin(sine/8)/2.3, math.rad(0)*math.cos(sine/1), math.rad(0) , math.cos(25 * math.cos(sine/8))), 0.1)
elseif position == "Idle4" and attacking == true and running == false then
change = .65
ROOTLERP.C0 = ROOTLERP.C0:lerp(CFrame.new(0, -.2 + -.1 * math.sin(sine/25), 0) * CFrame.Angles(math.rad(0), math.rad(-50), math.rad(0)),.1)
RIGHTLEGLERP.C1 = RIGHTLEGLERP.C1:lerp(CFrame.new(0,0,0) * CFrame.Angles(math.rad(0),0,0),.1)
RIGHTLEGLERP.C0 = RIGHTLEGLERP.C0:lerp(CFrame.new(-0.3, 2 - .1 * math.sin(sine/25), 0) * CFrame.Angles(math.rad(0), math.rad(0), math.rad(-10)), 0.1)
LEFTLEGLERP.C1 = LEFTLEGLERP.C1:lerp(CFrame.new(0,0,0) * CFrame.Angles(0,0,0),.1)
LEFTLEGLERP.C0 = LEFTLEGLERP.C0:lerp(CFrame.new(0.3, 2.0 - .1 * math.sin(sine/25), 0) * CFrame.Angles(math.rad(0), math.rad(0), math.rad(10)), 0.1)
end
end
end)()
SOUND(RightArm,131045453,6,false,2)
for i = 1, 30 do
tommygunweld.C0 = tommygunweld.C0:lerp(CFrame.new(0,-.68,1.25) * CFrame.Angles(math.rad(90),math.rad(0),math.rad(-12)),.25)
RIGHTARMLERP.C0 = RIGHTARMLERP.C0:lerp(CFrame.new(-1, 0.1, 0.4) * CFrame.Angles(math.rad(-90), math.rad(-60), math.rad(0)), 0.25)
LEFTARMLERP.C0 = LEFTARMLERP.C0:lerp(CFrame.new(1, 1.35, 0.4) * CFrame.Angles(math.rad(-90), math.rad(0), math.rad(0)), 0.25)
swait()
end
gunallowance = true
mouse.Button1Down:connect(function()
if gunallowance then
particlemiter1.Enabled = true
temmy = Instance.new("Sound",tommygun)
temmy.SoundId = "rbxassetid://2217695241"
temmy.Volume = 0.7
temmy.Name = "temmy"
temmy.Looped = true
temmy:Play()
shooting = true
end
end)
mouse.Button1Up:connect(function()
if gunallowance then
hum.CameraOffset = Vector3.new(0,0,0)
light.Enabled = false
particlemiter1.Enabled = false
pcall(function()
temmy:Remove()
end)
for i,v in pairs(tommygun:GetDescendants()) do
if v.Name == "temmy" then v:Remove()
end
end
shooting = false
end
end)
coroutine.wrap(function()
if firsttime2 then return end
firsttime2 = true
while true do
swait(3)
if shooting then
if switch1 then
switch1 = false
switch2 = true
light.Enabled = true
elseif switch2 then
switch1 = true
switch2 = false
light.Enabled = false
end
pcall(function()
if mouse.Target.Parent:FindFirstChildOfClass("Humanoid") then
mouse.Target.Parent:FindFirstChildOfClass("Humanoid"):TakeDamage(math.random(3,7))
end
end)
end
end
end)()
coroutine.wrap(function()
if firsttime then return end
firsttime = true
while true do
if shooting then
LEFTARMLERP.C0 = LEFTARMLERP.C0:lerp(CFrame.new(1, 1.35, 0.4) * CFrame.Angles(math.rad(-90), math.rad(0 - 10 * math.sin(sine)), math.rad(0)), 0.25)
RIGHTARMLERP.C0 = RIGHTARMLERP.C0:lerp(CFrame.new(-1, 0.1 + .4 * math.sin(sine), 0.4) * CFrame.Angles(math.rad(-90), math.rad(-60), math.rad(0)), 0.25)
pcall(function()
if mouse.Target.Parent:FindFirstChildOfClass("Humanoid") then
mouse.Target.Parent:FindFirstChildOfClass("Humanoid"):TakeDamage(1)
end
end)
elseif not shooting then
end
swait()
end
end)()
debounce = false
end
end
end)
 
checks1 = coroutine.wrap(function() -------Checks
while true do
if Root.Velocity.y > 1 then
position = "Jump"
elseif Root.Velocity.y < -1 then
position = "Falling"
elseif Root.Velocity.Magnitude < 2 then
position = "Idle"
elseif Root.Velocity.Magnitude < 20 then
position = "Walking"
elseif Root.Velocity.Magnitude > 20 then
position = "Running"
else
end
wait()
end
end)
checks1()
 
function ray(POSITION, DIRECTION, RANGE, IGNOREDECENDANTS)
    return workspace:FindPartOnRay(Ray.new(POSITION, DIRECTION.unit * RANGE), IGNOREDECENDANTS)
end
 
function ray2(StartPos, EndPos, Distance, Ignore)
local DIRECTION = CFrame.new(StartPos,EndPos).lookVector
return ray(StartPos, DIRECTION, Distance, Ignore)
end
 
OrgnC0 = Neck.C0
local movelimbs = coroutine.wrap(function()
while RunSrv.RenderStepped:wait() do
TrsoLV = Torso.CFrame.lookVector
Dist = nil
Diff = nil
if not MseGuide then
print("Failed to recognize")
else
local _, Point = Workspace:FindPartOnRay(Ray.new(Head.CFrame.p, mouse.Hit.lookVector), Workspace, false, true)
Dist = (Head.CFrame.p-Point).magnitude
Diff = Head.CFrame.Y-Point.Y
local _, Point2 = Workspace:FindPartOnRay(Ray.new(LeftArm.CFrame.p, mouse.Hit.lookVector), Workspace, false, true)
Dist2 = (LeftArm.CFrame.p-Point).magnitude
Diff2 = LeftArm.CFrame.Y-Point.Y
HEADLERP.C0 = CFrame.new(0, -1.5, -0) * CFrame.Angles(math.rad(0), math.rad(0), math.rad(0))
Neck.C0 = Neck.C0:lerp(OrgnC0*CFrame.Angles((math.tan(Diff/Dist)*1), 0, (((Head.CFrame.p-Point).Unit):Cross(Torso.CFrame.lookVector)).Y*1), .1)
end
end
end)
movelimbs()
immortal = {}
for i,v in pairs(Character:GetDescendants()) do
    if v:IsA("BasePart") and v.Name ~= "lmagic" and v.Name ~= "rmagic" then
        if v ~= Root and v ~= Torso and v ~= Head and v ~= RightArm and v ~= LeftArm and v ~= RightLeg and v.Name ~= "lmagic" and v.Name ~= "rmagic" and v ~= LeftLeg then
            v.CustomPhysicalProperties = PhysicalProperties.new(0, 0, 0, 0, 0)
        end
        table.insert(immortal,{v,v.Parent,v.Material,v.Color,v.Transparency})
    elseif v:IsA("JointInstance") then
        table.insert(immortal,{v,v.Parent,nil,nil,nil})
    end
end
for e = 1, #immortal do
    if immortal[e] ~= nil then
        local STUFF = immortal[e]
        local PART = STUFF[1]
        local PARENT = STUFF[2]
        local MATERIAL = STUFF[3]
        local COLOR = STUFF[4]
        local TRANSPARENCY = STUFF[5]
if levitate then
        if PART.ClassName == "Part" and PART ~= Root and PART.Name ~= eyo1 and PART.Name ~= eyo2 and PART.Name ~= "lmagic" and PART.Name ~= "rmagic" then
            PART.Material = MATERIAL
            PART.Color = COLOR
            PART.Transparency = TRANSPARENCY
        end
        PART.AncestryChanged:connect(function()
            PART.Parent = PARENT
        end)
else
        if PART.ClassName == "Part" and PART ~= Root and PART.Name ~= "lmagic" and PART.Name ~= "rmagic" then
            PART.Material = MATERIAL
            PART.Color = COLOR
            PART.Transparency = TRANSPARENCY
        end
        PART.AncestryChanged:connect(function()
            PART.Parent = PARENT
        end)
end
    end
end
function immortality()
    for e = 1, #immortal do
        if immortal[e] ~= nil then
            local STUFF = immortal[e]
            local PART = STUFF[1]
            local PARENT = STUFF[2]
            local MATERIAL = STUFF[3]
            local COLOR = STUFF[4]
            local TRANSPARENCY = STUFF[5]
            if PART.ClassName == "Part" and PART == Root then
                PART.Material = MATERIAL
                PART.Color = COLOR
                PART.Transparency = TRANSPARENCY
            end
            if PART.Parent ~= PARENT then
                hum:Remove()
                PART.Parent = PARENT
                hum = Instance.new("Humanoid",Character)
                                hum.Name = "noneofurbusiness"
            end
        end
    end
end
coroutine.wrap(function()
while true do
if hum.Health < .1 then
deadsound = Instance.new("Sound", Torso)
deadsound.Volume = 6
deadsound.SoundId = "rbxassetid://130798486"
deadsound:Play()
immortality()
end
wait()
end
end)()
 
local anims = coroutine.wrap(function()
while true do
settime = 0.05
sine = sine + change
if position == "Jump" and attacking == false then
change = 1
tommygunweld.C0 = tommygunweld.C0:lerp(CFrame.new(0,-.80,1.25) * CFrame.Angles(math.rad(98),math.rad(0),0),.25)
LEFTLEGLERP.C1 = LEFTLEGLERP.C1:lerp(CFrame.new(0,0,0) * CFrame.Angles(0,0,0),.1)
RIGHTLEGLERP.C1 = RIGHTLEGLERP.C1:lerp(CFrame.new(0,0,0) * CFrame.Angles(math.rad(0),0,0),.1)
LEFTARMLERP.C1 = LEFTARMLERP.C1:lerp(CFrame.new(0,0,0) * CFrame.Angles(0,0,0),.4)
ROOTLERP.C0 = ROOTLERP.C0:lerp(CFrame.new(0, 0, 0) * CFrame.Angles(math.rad(0), math.rad(0), math.rad(0)), 0.4)
LEFTARMLERP.C0 = LEFTARMLERP.C0:lerp(CFrame.new(1.4,.1,-.2) * CFrame.Angles(math.rad(20),math.rad(-3),math.rad(-4)), 0.4)
RIGHTLEGLERP.C0 = RIGHTLEGLERP.C0:lerp(CFrame.new(-0.5, 2, 0) * CFrame.Angles(math.rad(10), math.rad(0), math.rad(0)), 0.4)
LEFTLEGLERP.C0 = LEFTLEGLERP.C0:lerp(CFrame.new(0.5, 1.0, .9) * CFrame.Angles(math.rad(20), math.rad(0), math.rad(0)), 0.4)
elseif position == "Jump2" and attacking == false then
change = 1
ROOTLERP.C0 = ROOTLERP.C0:lerp(CFrame.new(0, 0, 0) * CFrame.Angles(math.rad(-20 - 1 * math.sin(sine/9)), math.rad(0 + 0 * math.cos(sine/8)), math.rad(0) + Root.RotVelocity.Y / 30, math.cos(10 * math.cos(sine/10))), 0.3)
LEFTLEGLERP.C1 = LEFTLEGLERP.C1:lerp(CFrame.new(0,0,0) * CFrame.Angles(0,0,0),.3)
RIGHTLEGLERP.C1 = RIGHTLEGLERP.C1:lerp(CFrame.new(0,0,0) * CFrame.Angles(math.rad(0),0,0),.3)
RIGHTARMLERP.C0 = RIGHTARMLERP.C0:lerp(CFrame.new(-1.5,.6,-.5) * CFrame.Angles(math.rad(32),math.rad(5 - .1 * math.sin(sine/12)),math.rad(40 - .5 * math.sin(sine/12))), 0.3)
LEFTARMLERP.C0 = LEFTARMLERP.C0:lerp(CFrame.new(1.5,.6,-.5) * CFrame.Angles(math.rad(30),math.rad(-5 + .1 * math.sin(sine/12)),math.rad(-40 + .5 * math.sin(sine/12))), 0.3)
LEFTARMLERP.C1 = LEFTARMLERP.C1:lerp(CFrame.new(.2,1.2,-.3),.3)
RIGHTLEGLERP.C0 = RIGHTLEGLERP.C0:lerp(CFrame.new(-0.54, 1.4 + .1 * math.sin(sine/9), .4) * CFrame.Angles(math.rad(9 + 2 * math.cos(sine/9)), math.rad(0), math.rad(0)), 0.3)
LEFTLEGLERP.C0 = LEFTLEGLERP.C0:lerp(CFrame.new(0.54, 2.0 + .02 * math.sin(sine/9), 0.2 + .1 * math.sin(sine/9)) * CFrame.Angles(math.rad(25 + 5 * math.sin(sine/9)), math.rad(20), math.rad(0)), 0.3)
elseif position == "Falling" and attacking == false then
change = 1
tommygunweld.C0 = tommygunweld.C0:lerp(CFrame.new(0,-.80,1.25) * CFrame.Angles(math.rad(98),math.rad(0),0),.25)
LEFTLEGLERP.C1 = LEFTLEGLERP.C1:lerp(CFrame.new(0,0,0) * CFrame.Angles(0,0,0),.1)
RIGHTLEGLERP.C1 = RIGHTLEGLERP.C1:lerp(CFrame.new(0,0,0) * CFrame.Angles(math.rad(0),0,0),.1)
LEFTARMLERP.C1 = LEFTARMLERP.C1:lerp(CFrame.new(0,0,0) * CFrame.Angles(0,0,0),.4)
RIGHTLEGLERP.C0 = RIGHTLEGLERP.C0:lerp(CFrame.new(-0.5, 2, 0) * CFrame.Angles(math.rad(8), math.rad(4), math.rad(0)), 0.2)
LEFTLEGLERP.C0 = LEFTLEGLERP.C0:lerp(CFrame.new(0.5, 1.0, .9) * CFrame.Angles(math.rad(14), math.rad(-4), math.rad(0)), 0.2)
LEFTARMLERP.C0 = LEFTARMLERP.C0:lerp(CFrame.new(1.6, 0.5, 0) * CFrame.Angles(math.rad(0), math.rad(0), math.rad(20)), 0.2)
elseif position == "Falling2" and attacking == false then
change = 1
ROOTLERP.C0 = ROOTLERP.C0:lerp(CFrame.new(0, 0, 0) * CFrame.Angles(math.rad(-20 - 1 * math.sin(sine/9)), math.rad(0 + 0 * math.cos(sine/8)), math.rad(0) + Root.RotVelocity.Y / 30, math.cos(10 * math.cos(sine/10))), 0.3)
LEFTLEGLERP.C1 = LEFTLEGLERP.C1:lerp(CFrame.new(0,0,0) * CFrame.Angles(0,0,0),.3)
RIGHTLEGLERP.C1 = RIGHTLEGLERP.C1:lerp(CFrame.new(0,0,0) * CFrame.Angles(math.rad(0),0,0),.3)
RIGHTARMLERP.C0 = RIGHTARMLERP.C0:lerp(CFrame.new(-1.5,.6,-.5) * CFrame.Angles(math.rad(32),math.rad(5 - .1 * math.sin(sine/12)),math.rad(40 - .5 * math.sin(sine/12))), 0.3)
LEFTARMLERP.C0 = LEFTARMLERP.C0:lerp(CFrame.new(1.5,.6,-.5) * CFrame.Angles(math.rad(30),math.rad(-5 + .1 * math.sin(sine/12)),math.rad(-40 + .5 * math.sin(sine/12))), 0.3)
LEFTARMLERP.C1 = LEFTARMLERP.C1:lerp(CFrame.new(.2,1.2,-.3),.3)
RIGHTLEGLERP.C0 = RIGHTLEGLERP.C0:lerp(CFrame.new(-0.54, 1.4 + .1 * math.sin(sine/9), .4) * CFrame.Angles(math.rad(9 + 2 * math.cos(sine/9)), math.rad(0), math.rad(0)), 0.3)
LEFTLEGLERP.C0 = LEFTLEGLERP.C0:lerp(CFrame.new(0.54, 2.0 + .02 * math.sin(sine/9), 0.2 + .1 * math.sin(sine/9)) * CFrame.Angles(math.rad(25 + 5 * math.sin(sine/9)), math.rad(20), math.rad(0)), 0.3)
elseif position == "Walking" and attacking == false and running == false then
change = 1.2
walking = true
tommygunweld.C0 = tommygunweld.C0:lerp(CFrame.new(0,-.80,1.25) * CFrame.Angles(math.rad(98),math.rad(0),0),.25)
RIGHTARMLERP.C0 = RIGHTARMLERP.C0:lerp(CFrame.new(-1.3,1,0) * CFrame.Angles(math.rad(180),math.rad(1),math.rad(10)), 0.1)
LEFTLEGLERP.C1 = LEFTLEGLERP.C1:lerp(CFrame.new(0,0,0) * CFrame.Angles(0,0,0),.1)
RIGHTLEGLERP.C1 = RIGHTLEGLERP.C1:lerp(CFrame.new(0,0,0) * CFrame.Angles(math.rad(0),0,0),.1)
LEFTARMLERP.C0 = LEFTARMLERP.C0:lerp(CFrame.new(1.5 + Root.RotVelocity.Y / 85,.35,.5*math.sin(sine/8)) * CFrame.Angles(math.rad(-35*math.sin(sine/8)),math.rad(0*math.sin(sine/8)),math.rad(10 + Root.RotVelocity.Y / 10, math.sin(20 * math.sin(sine/4)))),.3)
ROOTLERP.C0 = ROOTLERP.C0:lerp(CFrame.new(0, 0.05*math.sin(sine/4), 0) * CFrame.Angles(math.rad(-10), math.rad(5 * math.cos(sine/7)), math.rad(0) + Root.RotVelocity.Y / 30, math.cos(25 * math.cos(sine/10))), 0.1)
RIGHTLEGLERP.C0 = RIGHTLEGLERP.C0:lerp(CFrame.new(-0.5, 1.92 - 0.35 * math.cos(sine/8)/2.8, 0.2 - math.sin(sine/8)/3.4) * CFrame.Angles(math.rad(10) + -math.sin(sine/8)/2.3, math.rad(0)*math.cos(sine/1), math.rad(0), math.cos(25 * math.cos(sine/8))), 0.3)
LEFTLEGLERP.C0 = LEFTLEGLERP.C0:lerp(CFrame.new(0.5, 1.92 + 0.35 * math.cos(sine/8)/2.8, 0.2 + math.sin(sine/8)/3.4) * CFrame.Angles(math.rad(10) - -math.sin(sine/8)/2.3, math.rad(0)*math.cos(sine/1), math.rad(0) , math.cos(25 * math.cos(sine/8))), 0.3)
elseif position == "Idle" and attacking == false and running == false then
change = .5
tommygunweld.C0 = tommygunweld.C0:lerp(CFrame.new(0,-.80,1.25) * CFrame.Angles(math.rad(98),math.rad(0),0),.25)
ROOTLERP.C0 = ROOTLERP.C0:lerp(CFrame.new(0, -.2 + -.1 * math.sin(sine/12), 0) * CFrame.Angles(math.rad(0),math.rad(25),math.rad(0)),.1)
RIGHTARMLERP.C0 = RIGHTARMLERP.C0:lerp(CFrame.new(-1.3 + .1 * math.sin(sine/12),1 + .1 * math.sin(sine/12),0) * CFrame.Angles(math.rad(180),math.rad(1),math.rad(8 + 5 * math.sin(sine/12))), 0.1)
LEFTARMLERP.C0 = LEFTARMLERP.C0:lerp(CFrame.new(1.59 - .05 * math.sin(sine/12), 0.1 -.1 * math.sin(sine/12), 0) * CFrame.Angles(math.rad(-2), math.rad(2), math.rad(8  - 6 * math.sin(sine/12))), .2)
RIGHTLEGLERP.C1 = RIGHTLEGLERP.C1:lerp(CFrame.new(0,0,0) * CFrame.Angles(math.rad(0),0,0),.1)
RIGHTLEGLERP.C0 = RIGHTLEGLERP.C0:lerp(CFrame.new(-0.3, 2 - .1 * math.sin(sine/12), 0) * CFrame.Angles(math.rad(0), math.rad(0), math.rad(-10)), 0.1)
LEFTLEGLERP.C1 = LEFTLEGLERP.C1:lerp(CFrame.new(0,0,0) * CFrame.Angles(0,0,0),.1)
LEFTLEGLERP.C0 = LEFTLEGLERP.C0:lerp(CFrame.new(0.3, 2.0 - .1 * math.sin(sine/12), 0) * CFrame.Angles(math.rad(0), math.rad(0), math.rad(10)), 0.1)
elseif position == "Idle2" and attacking == false and running == false then
change = .75
ROOTLERP.C0 = ROOTLERP.C0:lerp(CFrame.new(0,0,0) * CFrame.Angles(math.rad(0 - 3 * math.sin(sine/9)),0,0),.1)
RIGHTLEGLERP.C1 = RIGHTLEGLERP.C1:lerp(CFrame.new(0,0,0) * CFrame.Angles(math.rad(0),0,0),.1)
LEFTLEGLERP.C1 = LEFTLEGLERP.C1:lerp(CFrame.new(-.2,.2,0) * CFrame.Angles(0,0,0),.1)
LEFTARMLERP.C1 = CFrame.new(0,0,0) * CFrame.Angles(0,0,0)
LEFTARMLERP.C0 = LEFTARMLERP.C0:lerp(CFrame.new(1.6, 0.8 - .1 * math.sin(sine/9), 0) * CFrame.Angles(math.rad(0), math.rad(0 + 3 * math.sin(sine/9)), math.rad(35 - 5 * math.sin(sine/9))), 0.4)
RIGHTARMLERP.C0 = RIGHTARMLERP.C0:lerp(CFrame.new(-1.6, 0.8 - .1 * math.sin(sine/9), 0) * CFrame.Angles(math.rad(0), math.rad(0 - 3 * math.sin(sine/9)), math.rad(-35 + 5 * math.sin(sine/9))), 0.4)
RIGHTLEGLERP.C0 = RIGHTLEGLERP.C0:lerp(CFrame.new(-0.54, 1.4 + .1 * math.sin(sine/9), .4) * CFrame.Angles(math.rad(9 + 2 * math.cos(sine/9)), math.rad(0), math.rad(0)), 0.4)
LEFTLEGLERP.C0 = LEFTLEGLERP.C0:lerp(CFrame.new(0.5, 2.0,0) * CFrame.Angles(math.rad(0), math.rad(0), math.rad(-10 + 2 * math.sin(sine/9))), 0.4)
elseif position == "Walking2" and attacking == false and running == false then
ws = 50
ROOTLERP.C0 = ROOTLERP.C0:lerp(CFrame.new(0, 0, 0) * CFrame.Angles(math.rad(-20 - 1 * math.sin(sine/9)), math.rad(0 + 0 * math.cos(sine/8)), math.rad(0) + Root.RotVelocity.Y / 30, math.cos(10 * math.cos(sine/10))), 0.3)
LEFTLEGLERP.C1 = LEFTLEGLERP.C1:lerp(CFrame.new(0,0,0) * CFrame.Angles(0,0,0),.3)
RIGHTLEGLERP.C1 = RIGHTLEGLERP.C1:lerp(CFrame.new(0,0,0) * CFrame.Angles(math.rad(0),0,0),.3)
RIGHTARMLERP.C0 = RIGHTARMLERP.C0:lerp(CFrame.new(-1.5,.6,-.5) * CFrame.Angles(math.rad(32),math.rad(5 - .1 * math.sin(sine/12)),math.rad(40 - .5 * math.sin(sine/12))), 0.3)
LEFTARMLERP.C0 = LEFTARMLERP.C0:lerp(CFrame.new(1.5,.6,-.5) * CFrame.Angles(math.rad(30),math.rad(-5 + .1 * math.sin(sine/12)),math.rad(-40 + .5 * math.sin(sine/12))), 0.3)
LEFTARMLERP.C1 = LEFTARMLERP.C1:lerp(CFrame.new(.2,1.2,-.3),.3)
RIGHTLEGLERP.C0 = RIGHTLEGLERP.C0:lerp(CFrame.new(-0.54, 1.4 + .1 * math.sin(sine/9), .4) * CFrame.Angles(math.rad(9 + 2 * math.cos(sine/9)), math.rad(0), math.rad(0)), 0.3)
LEFTLEGLERP.C0 = LEFTLEGLERP.C0:lerp(CFrame.new(0.54, 2.0 + .02 * math.sin(sine/9), 0.2 + .1 * math.sin(sine/9)) * CFrame.Angles(math.rad(25 + 5 * math.sin(sine/9)), math.rad(20), math.rad(0)), 0.3)
elseif position == "Running" and attacking == false then
change = 1
RIGHTARMLERP.C0 = RIGHTARMLERP.C0:lerp(CFrame.new(0, .5, 0)*CFrame.Angles(math.rad(0),math.rad(0),math.rad(0)), 0.3)
LEFTARMLERP.C1 = LEFTARMLERP.C1:lerp(CFrame.new(-1.24+.6*math.sin(sine/4)/1.4, 0.54, 0-0.8*math.sin(sine/4))*CFrame.Angles(math.rad(6+140*math.sin(sine/4)/1.2), math.rad(0), math.rad(20+70*math.sin(sine/4))), 0.3)
LEFTARMLERP.C0 = LEFTARMLERP.C0:lerp(CFrame.new(0,.5,0)*CFrame.Angles(math.rad(0),math.rad(0),math.rad(0)),.3)
ROOTLERP.C0 = ROOTLERP.C0:lerp(CFrame.new(0, -.2, 0) * CFrame.Angles(math.rad(-20 - 0 * math.sin(sine/4)), math.rad(0 + 6 * math.sin(sine/4)), math.rad(0) + Root.RotVelocity.Y / 30, math.sin(10 * math.sin(sine/4))), 0.3)
RIGHTLEGLERP.C1 = RIGHTLEGLERP.C1:lerp(CFrame.new(0,0,-.2 + .5*-math.sin(sine/4)),.3)
RIGHTLEGLERP.C0 = RIGHTLEGLERP.C0:lerp(CFrame.new(-0.5, 1.6+0.1*math.sin(sine/4),.7*-math.sin(sine/4)) * CFrame.Angles(math.rad(15+ -50 * math.sin(sine/4)),0,0),.3)
LEFTLEGLERP.C1 = LEFTLEGLERP.C1:lerp(CFrame.new(0,0,-.2 + .5*math.sin(sine/4)),.3)
LEFTLEGLERP.C0 = LEFTLEGLERP.C0:lerp(CFrame.new(0.5, 1.6-0.1*math.sin(sine/4),.7*math.sin(sine/4)) * CFrame.Angles(math.rad(15 + 50 * math.sin(sine/4)),0,0),.3)
end
swait()
end
end)
anims()
warn("Risen to come eat your Cookies, Get Ready! Edited By EsTLation")
warn("E = Take Out Weapon/Put Up Weapon, U = Outfit 2, Y = Outfit 1, J,K,L = Switch Weapons")

mouse.KeyDown:connect(function(Press)
Press=Press:lower()
if Press=='c' then
s:Play()
Root.CFrame = CFrame.new(CFrame.new(mouse.Hit.p)*CFrame.new(0,2.8,0).p,Root.Position)
print("Switched to Outfit 5")
B = Instance.new("Part",Torso)
B.Size = Vector3.new(10, 10, 10)
B.CanCollide = false
B.Transparency = 0.15
B.CFrame = Torso.CFrame
B.Color = BrickColor.new("Pearl").Color
B.Anchored = true
B.Material = "Neon"
B.Shape = "Ball"
wait (0.02)
B.Size = Vector3.new(9, 9, 9)
wait (0.02)
B.Size = Vector3.new(8, 8, 8)
wait (0.02)
B.Size = Vector3.new(7, 7, 7)
wait (0.02)
B.Size = Vector3.new(6, 6, 6)
wait (0.02)
B.Size = Vector3.new(5, 5, 5)
wait (0.02)
B.Size = Vector3.new(4, 4, 4)
wait (0.02)
B.Size = Vector3.new(3, 3, 3)
wait (0.02)
B.Size = Vector3.new(2, 2, 2)
wait (0.02)
B.Size = Vector3.new(1, 1, 1)
wait (0.02)
B.Size = Vector3.new(0, 0, 0)
B:Destroy()
B:Destroy()
B:Destroy()
B:Destroy()
B:Destroy()
B:Destroy()
B:Destroy()
B:Destroy()
B:Destroy()
B:Destroy()
B:Destroy()
B:Destroy()
B:Destroy()
B:Destroy()
B:Destroy()
B:Destroy()
end
end)

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