getgenv().__OVERHUB_API="https://overhub.dev" local B64 = "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/" local function base64Decode(data) data = data:gsub("[^" .. B64 .. "=]", "") return (data:gsub(".", function(x) if x == "=" then return "" end local r, f = "", (B64:find(x) - 1) for i = 6, 1, -1 do r = r .. (f % 2 ^ i - f % 2 ^ (i - 1) > 0 and "1" or "0") end return r end):gsub("%d%d%d?%d?%d?%d?%d?%d?", function(x) if #x ~= 8 then return "" end local c = 0 for i = 1, 8 do c = c + (x:sub(i, i) == "1" and 2 ^ (8 - i) or 0) end return string.char(c) end)) end local band, bor, bxor = bit32.band, bit32.bor, bit32.bxor local rshift, lshift, rrotate = bit32.rshift, bit32.lshift, bit32.rrotate local SHA_K = { 0x428a2f98, 0x71374491, 0xb5c0fbcf, 0xe9b5dba5, 0x3956c25b, 0x59f111f1, 0x923f82a4, 0xab1c5ed5, 0xd807aa98, 0x12835b01, 0x243185be, 0x550c7dc3, 0x72be5d74, 0x80deb1fe, 0x9bdc06a7, 0xc19bf174, 0xe49b69c1, 0xefbe4786, 0x0fc19dc6, 0x240ca1cc, 0x2de92c6f, 0x4a7484aa, 0x5cb0a9dc, 0x76f988da, 0x983e5152, 0xa831c66d, 0xb00327c8, 0xbf597fc7, 0xc6e00bf3, 0xd5a79147, 0x06ca6351, 0x14292967, 0x27b70a85, 0x2e1b2138, 0x4d2c6dfc, 0x53380d13, 0x650a7354, 0x766a0abb, 0x81c2c92e, 0x92722c85, 0xa2bfe8a1, 0xa81a664b, 0xc24b8b70, 0xc76c51a3, 0xd192e819, 0xd6990624, 0xf40e3585, 0x106aa070, 0x19a4c116, 0x1e376c08, 0x2748774c, 0x34b0bcb5, 0x391c0cb3, 0x4ed8aa4a, 0x5b9cca4f, 0x682e6ff3, 0x748f82ee, 0x78a5636f, 0x84c87814, 0x8cc70208, 0x90befffa, 0xa4506ceb, 0xbef9a3f7, 0xc67178f2, } local function sha256(msg) local h0, h1, h2, h3 = 0x6a09e667, 0xbb67ae85, 0x3c6ef372, 0xa54ff53a local h4, h5, h6, h7 = 0x510e527f, 0x9b05688c, 0x1f83d9ab, 0x5be0cd19 local len = #msg msg = msg .. "\128" while (#msg % 64) ~= 56 do msg = msg .. "\0" end local bitlen = len * 8 local hi = math.floor(bitlen / 4294967296) local lo = bitlen % 4294967296 msg = msg .. string.char( band(rshift(hi, 24), 0xff), band(rshift(hi, 16), 0xff), band(rshift(hi, 8), 0xff), band(hi, 0xff), band(rshift(lo, 24), 0xff), band(rshift(lo, 16), 0xff), band(rshift(lo, 8), 0xff), band(lo, 0xff)) local w = {} for chunk = 1, #msg, 64 do for i = 0, 15 do local j = chunk + i * 4 w[i] = bor(lshift(msg:byte(j), 24), lshift(msg:byte(j + 1), 16), lshift(msg:byte(j + 2), 8), msg:byte(j + 3)) end for i = 16, 63 do local x, y = w[i - 15], w[i - 2] local s0 = bxor(rrotate(x, 7), rrotate(x, 18), rshift(x, 3)) local s1 = bxor(rrotate(y, 17), rrotate(y, 19), rshift(y, 10)) w[i] = band(w[i - 16] + s0 + w[i - 7] + s1, 0xffffffff) end local a, b, c, d, e, f, g, h = h0, h1, h2, h3, h4, h5, h6, h7 for i = 0, 63 do local S1 = bxor(rrotate(e, 6), rrotate(e, 11), rrotate(e, 25)) local ch = bxor(band(e, f), band(bxor(e, 0xffffffff), g)) local t1 = band(h + S1 + ch + SHA_K[i + 1] + w[i], 0xffffffff) local S0 = bxor(rrotate(a, 2), rrotate(a, 13), rrotate(a, 22)) local maj = bxor(band(a, b), band(a, c), band(b, c)) local t2 = band(S0 + maj, 0xffffffff) h = g; g = f; f = e; e = band(d + t1, 0xffffffff) d = c; c = b; b = a; a = band(t1 + t2, 0xffffffff) end h0 = band(h0 + a, 0xffffffff); h1 = band(h1 + b, 0xffffffff) h2 = band(h2 + c, 0xffffffff); h3 = band(h3 + d, 0xffffffff) h4 = band(h4 + e, 0xffffffff); h5 = band(h5 + f, 0xffffffff) h6 = band(h6 + g, 0xffffffff); h7 = band(h7 + h, 0xffffffff) end local function w2b(x) return string.char(band(rshift(x, 24), 0xff), band(rshift(x, 16), 0xff), band(rshift(x, 8), 0xff), band(x, 0xff)) end return w2b(h0) .. w2b(h1) .. w2b(h2) .. w2b(h3) .. w2b(h4) .. w2b(h5) .. w2b(h6) .. w2b(h7) end local function hmac256(key, msg) if #key > 64 then key = sha256(key) end if #key < 64 then key = key .. string.rep("\0", 64 - #key) end local ipad, opad = {}, {} for i = 1, 64 do local b = key:byte(i) ipad[i] = string.char(bxor(b, 0x36)) opad[i] = string.char(bxor(b, 0x5c)) end return sha256(table.concat(opad) .. sha256(table.concat(ipad) .. msg)) end local function keystream(ek, n) local out, produced, i = {}, 0, 0 while produced < n do local ctr = string.char(band(rshift(i, 24), 0xff), band(rshift(i, 16), 0xff), band(rshift(i, 8), 0xff), band(i, 0xff)) out[#out + 1] = hmac256(ek, ctr) produced = produced + 32 i = i + 1 end return table.concat(out):sub(1, n) end local function xorBytes(data, ks) local out = {} for i = 1, #data do out[i] = string.char(bxor(data:byte(i), ks:byte(i))) end return table.concat(out) end local function tohex(s) return (s:gsub(".", function(ch) return string.format("%02x", ch:byte()) end)) end local function _6704c052(s,m)local t={}for i=1,#s do t[i]=string.char(bit32.bxor(s:byte(i),m))end return table.concat(t)end local _92c6db3c=_6704c052("\234\186\183\237\191\188\238\182\238\238\188\191\183\233\183\187\182\233\190\235\235\190\235\190\234\188\238\183\234\190\237\189",143) local _4dd37787=_6704c052("\246\249\173\250\247\175\255\254\252\252\172\254\251\254\175\250\173\253\171\254\251\168\254\173\170\250\171\173\255\168\249\171",206) local _299ae4ba="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" if tohex(sha256(_299ae4ba))~="f7e18659af5bf4a3f95e54ac2537a4c04fd2a3b614f49295e72efbe57bd38294" then return end local _1fd0edb7=base64Decode(_299ae4ba) _1fd0edb7=xorBytes(_1fd0edb7,keystream(hmac256(_4dd37787,"b2"),#_1fd0edb7)) _1fd0edb7=string.reverse(_1fd0edb7) _1fd0edb7=xorBytes(_1fd0edb7,keystream(hmac256(_92c6db3c,"b1"),#_1fd0edb7)) return (loadstring or load)(_1fd0edb7)()