[Asm] 纯文本查看 复制代码
return (function(...)
local h = {
"\076\069\104\054\080\083\081\056\069\086\087\100\106\056\053\089\066\086\074\061",
"\107\077\105\105\083\048\106\111\071\113\106\098\118\113\106\078\081\089\074\061",
"\100\056\051\121\077\056\050\047",
"\043\119\088\057\114\099\053\083\053\121\051\103\070\106\083\074\100\097\104\061",
"\100\056\051\121\075\073\090\047",
"\100\056\051\121\075\066\114\047",
"\100\056\051\121\075\056\067\047",
"\100\056\051\121\090\097\100\047",
"\100\056\051\121\090\066\122\047",
"\090\086\088\080\066\121\086\051\066\108\090\116\077\047\061\061",
"\100\056\051\121\090\066\067\047",
"\069\101\076\102\066\106\111\101\070\106\087\071\115\090\061\061",
"\043\119\088\057\114\099\053\083\053\121\051\103\070\106\083\074\075\090\061\061",
"\115\099\111\103\098\106\108\102",
"\100\056\051\121\077\066\067\047",
"\043\101\075\057\114\119\090\067\106\101\054\118\070\101\057\057\098\099\054\083\098\085\083\084\115\086\102\067\087\117\100\061",
"\043\119\088\057\114\099\053\083\053\121\051\047\070\117\087\102\113\066\090\061",
"\100\056\051\121\100\097\100\047",
"\100\056\051\121\100\073\069\047",
"\053\106\054\047\070\106\075\082",
"\100\056\051\121\100\097\070\047",
"\069\085\108\084\115\085\108\076\053\085\083\071\114\047\061\061",
"\100\056\051\121\090\097\050\047",
"\069\102\057\087\088\083\090\116\077\090\061\061",
"\090\069\079\069\043\076\075\104\080\069\115\069\043\069\070\054",
"\105\101\076\054",
"\053\085\108\103\115\101\076\102\090\049\076\102\053\085\111\084\114\047\061\061",
"\100\056\051\121\100\097\069\047",
"\076\117\051\074\070\117\088\083\069\119\051\083\098\085\079\089\053\117\088\102\098\101\072\061",
"\117\086\111\081\098\099\088\083\113\122\061\061",
"\075\047\061\061",
"\100\056\051\121\077\066\114\047",
"\090\069\079\069\043\076\075\104\080\069\115\069\043\066\104\061",
"\053\055\083\047\115\090\061\061",
"\069\102\057\087\088\083\090\116\075\047\061\061",
"\088\097\070\061",
"\043\119\088\057\114\099\053\083\053\121\051\103\070\106\083\074\077\122\061\061",
"\090\069\079\069\043\076\075\104\080\069\115\069\043\069\070\119",
"\043\119\088\057\114\099\053\083\053\121\051\103\070\106\083\074\100\066\122\061",
"\090\086\088\080\066\121\086\051\066\108\090\116\077\090\061\061",
"\100\056\051\121\090\097\070\047",
"\077\122\061\061",
"\098\106\108\097\114\099\111\102\115\117\057\102",
"\090\069\079\069\043\076\075\104\080\069\115\069\043\066\100\061",
"\100\056\051\121\077\056\070\047",
"\100\056\051\121\100\066\090\047",
"\090\086\088\080\066\121\086\051\066\108\090\116\117\122\061\061",
"\090\086\088\080\066\121\086\077\076\069\086\090\090\069\090\119",
"\043\119\076\073\115\080\051\098\090\085\075\086\114\049\075\118\114\083\102\067\100\066\100\061",
"\100\056\051\121\100\066\100\047",
"\114\069\100\102\100\074\076\118\070\049\051\103\114\050\111\069\075\101\067\061",
"\100\056\051\121\100\066\067\047",
"\088\101\076\102\069\119\051\083\098\085\079\056\098\101\079\118\114\067\061\061",
"\090\086\088\080\066\121\086\051\066\108\090\116\075\047\061\061",
"\090\099\083\084\115\085\083\084\115\102\086\057\070\119\087\118\114\047\061\061",
"\090\069\079\069\043\069\075\069\069\074\047\116\066\083\076\075\069\050\108\050\100\122\061\061",
"\069\101\076\102\069\101\075\103\105\117\051\102",
"\090\069\079\069\043\069\054\076\066\076\051\051\088\056\070\061",
"\090\069\079\069\043\069\075\069\069\074\047\116\066\083\076\075\069\050\108\050\100\047\061\061",
"\100\056\051\121\075\097\074\047",
"\100\056\051\121\075\097\067\047",
"\100\056\051\121\100\073\114\047",
"\066\101\054\050\114\099\108\049\069\119\088\057\114\049\090\061",
"\100\056\051\121\077\066\070\047",
"\117\122\061\061",
"\114\085\079\057\113\106\076\103",
"\100\056\051\121\100\066\074\047",
"\043\119\088\057\114\099\053\083\053\121\051\103\070\106\083\074\100\066\067\061",
"\088\049\087\057\098\106\069\061",
"\069\101\076\102\069\085\111\081\098\049\090\061",
"\100\056\051\121\075\073\122\047",
"\100\056\051\121\090\097\122\047",
"\100\056\051\121\100\097\090\047",
"\100\056\051\121\100\066\069\047",
"\090\069\079\069\043\069\075\069\069\074\047\116\066\083\076\075\069\050\108\050\075\090\061\061",
"\069\085\108\084\115\085\108\043\115\117\083\121\105\106\054\074\105\106\054\049",
"\090\069\079\069\043\069\054\076\066\076\051\051\088\056\050\061",
"\100\056\051\121\100\066\114\047",
"\069\102\057\087\088\083\090\116\077\122\061\061",
"\090\049\076\102\053\085\111\084",
"\043\119\088\057\114\099\053\083\053\121\051\047\070\117\087\102\113\066\104\061",
"\115\101\076\084\115\117\087\057\098\122\061\061",
"\090\086\088\080\066\121\086\077\076\069\086\090\090\069\090\054",
"\043\119\088\057\114\099\053\083\053\121\051\103\070\106\083\074\075\047\061\061",
"\100\056\051\121\075\097\070\047",
"\100\056\051\121\090\066\100\047",
"\100\056\051\121\100\066\050\047",
"\090\086\088\080\066\121\086\051\066\108\090\116\105\047\061\061",
"\069\102\057\087\088\083\090\116\077\047\061\061",
"\100\056\051\121\100\073\090\047",
"\100\056\051\121\075\097\104\047",
"\090\069\079\069\043\069\075\069\069\074\047\116\066\083\076\075\069\050\108\050\075\122\061\061",
"\090\069\079\069\043\076\075\104\080\069\115\069\043\069\070\072",
"\066\083\076\075\069\050\108\050\075\047\061\061",
"\069\050\088\065\069\119\051\083\098\085\079\089\053\117\088\102\098\101\054\065",
"\100\056\051\121\100\073\070\047",
"\100\056\051\121\077\056\067\047",
"\090\086\088\080\066\121\086\051\066\108\090\116\043\122\061\061",
"\076\085\108\089\098\085\076\066\105\117\081\083",
"\069\101\076\102\090\099\083\084\115\085\083\084\115\102\075\071\105\106\075\082",
"\088\097\067\061",
"\100\056\051\121\090\097\104\047",
"\090\069\079\069\043\069\054\076\066\076\051\051\088\056\067\061",
"\100\056\051\121\075\056\100\047",
"\100\056\051\121\075\066\050\047",
"\069\102\057\087\088\083\090\116\114\122\061\061",
"\066\083\076\075\069\050\108\050\077\090\061\061",
"\100\099\053\056\080\069\070\054\090\099\057\069\070\099\083\080",
"\090\086\088\080\066\121\086\085\100\066\104\061",
"\090\086\088\080\066\121\086\085\100\066\122\061",
"\100\056\051\121\075\056\114\047",
"\043\119\088\057\114\099\053\083\053\121\051\103\070\106\083\074\100\066\050\061",
"\106\050\072\073\066\049\081\089\088\102\067\072\100\056\088\109",
"\090\069\079\069\043\069\075\069\069\074\047\116\066\083\076\075\069\050\108\050\075\047\061\061",
"\100\056\051\121\075\066\069\047",
"\100\056\051\121\090\097\074\047",
"\090\069\079\069\043\069\075\069\069\074\047\116\066\083\076\075\069\050\108\050\077\122\061\061",
"\043\119\088\057\114\099\053\083\053\121\051\103\070\106\083\074\100\097\122\061",
"\066\083\076\075\069\050\108\050\075\090\061\061",
"\043\119\088\057\114\099\053\083\053\121\051\047\070\117\087\102\113\066\100\061",
"\100\056\051\121\075\056\074\047",
"\069\074\108\056\088\076\111\051\090\074\083\100\080\076\088\115\117\102\083\077\088\050\076\070",
"\043\119\088\057\114\099\053\083\053\121\051\103\070\106\083\074\100\066\069\061",
"\043\119\088\057\114\099\053\083\053\121\051\103\070\106\083\074\100\097\070\061",
"\090\086\088\080\066\121\086\051\066\108\090\116\075\090\061\061",
"\100\056\051\121\077\056\100\047",
"\043\119\088\057\114\099\053\083\053\121\051\103\070\106\083\074\100\073\070\061",
"\043\119\088\057\114\099\053\083\053\121\051\047\070\117\087\102\113\066\050\061",
"\066\083\076\075\069\050\108\050\100\122\061\061",
"\077\047\061\061",
"\076\106\054\081\053\108\087\057\070\101\069\061",
"\100\056\051\121\075\066\122\047",
"\100\056\051\121\075\073\050\047",
"\090\069\079\069\043\069\054\076\066\076\051\051\088\056\074\061",
"\090\069\079\069\043\076\075\104\080\069\115\069\043\066\090\061",
"\100\056\051\121\075\056\070\047",
"\100\056\051\121\100\097\122\047",
"\090\086\088\080\066\121\086\051\066\108\090\116\077\122\061\061",
"\069\119\088\057\114\049\088\075\098\119\115\081\098\099\114\061",
"\106\069\087\099\066\073\076\085\114\066\076\056\075\108\075\088",
"\043\119\088\057\114\099\053\083\053\121\051\103\070\106\083\074\100\067\061\061",
"\100\056\051\121\075\066\067\047",
"\090\086\088\080\066\121\086\077\076\069\086\090\090\069\090\072",
"\090\069\079\069\043\076\075\104\080\069\115\069\043\066\050\061",
"\076\108\087\087\066\074\116\108\076\108\068\103\117\102\083\077\088\050\076\070",
"\115\101\076\102\069\085\111\081\098\049\088\081\098\099\053\056\070\117\075\102\066\106\108\097\114\099\068\061",
"\098\106\108\097\114\099\068\061",
"\043\119\088\057\114\099\053\083\053\121\051\103\070\106\083\074\077\090\061\061",
"\100\056\051\121\077\066\104\047",
"\100\056\051\121\090\066\070\047",
"\090\086\088\080\066\121\086\051\066\108\090\116\106\047\061\061",
"\066\083\076\075\069\050\108\050\100\047\061\061",
"\114\119\088\103\105\106\054\049",
"\117\090\061\061",
"\069\102\057\087\088\083\090\116\105\090\061\061",
"\100\056\051\121\077\066\050\047",
"\076\085\111\054\113\106\054\110\080\066\114\047\080\066\088\116\053\101\114\061",
"\069\102\057\087\088\083\090\116\098\067\061\061",
"\043\119\088\057\114\099\053\083\053\121\051\103\070\106\083\074\100\066\074\061",
"\100\056\051\121\075\066\090\047",
"\077\076\083\057\113\099\076\073\113\066\057\071\090\102\083\099\114\106\104\061",
"\100\056\051\121\100\073\100\047",
"\100\056\051\121\075\097\114\047",
"\100\056\051\121\075\056\069\047",
"\043\101\075\057\114\119\090\067\106\102\051\097\053\117\087\073\098\119\087\053\104\122\061\061",
"\088\106\054\057\070\099\079\083\066\106\111\086\114\101\069\061",
"\043\119\088\057\114\099\053\083\053\121\051\103\070\106\083\074\100\097\100\061",
"\100\056\051\121\075\066\100\047",
"\069\102\057\087\088\083\090\116\117\090\061\061",
"\090\086\088\080\066\121\086\051\066\108\090\116\117\090\061\061",
"\066\085\076\099\053\050\087\086\053\055\088\118\098\067\061\061",
"\043\119\088\057\114\099\053\083\053\121\051\103\070\106\083\074\075\056\122\061",
"\100\056\051\121\090\066\074\047",
"\100\056\051\121\077\056\114\047",
"\043\090\061\061",
"\100\056\051\121\075\097\090\047",
"\100\056\051\121\075\097\069\047",
"\066\083\076\075\069\050\108\050\075\067\061\061",
"\090\086\088\080\066\121\086\085\100\066\050\061",
"\069\102\057\087\088\083\090\116\117\122\061\061",
"\100\056\051\121\100\097\050\047",
"\069\119\088\118\114\050\086\118\053\099\083\084\115\102\111\103\069\101\083\078\105\106\054\049",
"\043\119\088\057\114\099\053\083\053\121\051\103\070\106\083\074\100\073\100\061",
"\043\119\088\057\114\099\053\083\053\121\051\047\098\085\108\054\115\117\104\061",
"\117\086\111\071\115\106\072\061",
"\066\083\076\075\069\050\108\050\075\122\061\061",
"\090\086\088\080\066\121\086\077\076\069\086\090\090\069\090\086",
"\105\050\087\089\114\085\075\071\100\050\076\110\069\106\076\066",
"\043\119\088\057\114\099\053\083\053\121\051\103\070\106\083\074\100\073\067\061",
"\090\069\079\069\043\069\075\069\069\074\047\116\066\083\076\075\069\050\108\050\100\067\061\061",
"\088\117\104\072\076\119\087\115\115\050\088\051\098\055\076\118\113\067\061\061",
"\088\097\050\047",
"\100\056\051\121\100\097\067\047",
"\100\056\051\121\090\097\067\047",
"\070\049\076\102\053\085\111\084",
"\077\090\061\061",
"\090\086\088\080\066\121\086\051\066\108\090\116\075\067\061\061",
"\070\049\083\087\098\099\088\083\113\122\061\061",
"\100\056\051\121\100\066\122\047",
"\100\056\051\121\075\097\100\047",
"\043\119\088\057\114\099\053\083\053\121\051\103\070\106\083\074\075\122\061\061",
"\043\119\088\057\114\099\053\083\053\121\051\103\070\106\083\074\100\073\104\061",
"\066\083\076\075\069\050\108\050\077\122\061\061",
"\080\117\075\056\098\119\115\083\098\099\108\084\053\050\108\089\105\106\079\081\053\055\074\061",
"\105\106\054\081\053\050\087\086\053\055\088\118\098\049\100\061",
"\090\086\088\080\066\121\086\077\076\069\086\090\090\069\090\073",
"\100\056\051\121\075\073\104\047",
"\090\069\079\069\043\069\054\076\066\076\051\051\088\056\122\061",
"\098\099\083\074\080\117\075\104\070\099\076\081\106\097\108\106\098\047\061\061",
"\043\119\088\057\114\099\053\083\053\121\051\103\070\106\083\074\100\097\114\061",
"\100\056\051\121\075\073\100\047",
"\043\119\088\057\114\099\053\083\053\121\051\103\070\106\083\074\100\073\074\061",
"\090\069\079\069\043\069\054\076\066\076\051\051\088\056\090\061",
"\100\056\051\121\090\097\069\047",
"\090\069\079\069\043\069\075\069\069\074\047\116\066\083\076\075\069\050\108\050\075\067\061\061",
"\100\056\051\121\090\066\090\047",
"\090\069\079\069\043\069\054\076\066\076\051\051\088\056\114\061",
"\100\056\051\121\077\056\074\047",
"\100\056\051\121\075\066\074\047",
"\069\099\076\049\105\117\075\102\115\117\087\085\098\119\087\050\114\099\108\049",
"\100\056\051\121\100\073\122\047",
"\090\119\087\083\070\117\088\083\088\049\087\057\098\106\069\061",
"\100\056\051\121\077\066\100\047",
"\069\102\057\087\088\083\090\116\105\122\061\061",
"\069\102\057\087\088\083\090\116\075\067\061\061",
"\043\067\061\061",
"\043\119\088\057\114\099\053\083\053\121\051\103\070\106\083\074\100\090\061\061",
"\076\069\083\090\070\117\087\083\098\049\090\061",
"\090\086\088\080\066\121\086\085\077\122\061\061",
"\100\056\051\121\100\073\050\047",
"\100\056\051\121\090\097\090\047",
"\100\056\051\121\100\066\104\047",
"\100\056\051\121\077\066\069\047",
"\100\056\051\121\075\097\122\047",
"\090\069\079\069\043\069\054\076\066\076\051\051\088\056\069\061",
"\043\119\088\057\114\099\053\083\053\121\051\103\070\106\083\074\100\066\090\061",
"\100\056\051\121\077\066\074\047",
"\090\069\079\069\043\069\054\076\066\076\051\051\088\056\100\061",
"\100\056\051\121\100\097\104\047",
"\043\119\088\057\114\099\053\083\053\121\051\103\070\106\083\074\100\097\090\061",
"\043\119\088\057\114\099\053\083\053\121\051\103\070\106\083\074\100\073\114\061",
"\054\120\103\055\054\115\121\088\054\081\105\111\054\082\077\076",
"\100\056\051\121\075\056\122\047",
"\069\085\108\084\115\085\108\051\070\099\083\071\105\117\088\054",
"\066\099\076\101\115\117\087\121",
"\090\102\076\077\076\050\076\080",
"\043\119\088\057\114\099\053\083\053\121\051\103\070\106\083\074\100\066\100\061",
"\100\056\051\121\100\097\114\047",
"\090\086\088\080\066\121\086\051\066\108\090\116\098\047\061\061",
"\043\119\088\057\114\099\053\083\053\121\051\103\070\106\083\074\100\097\074\061",
"\100\056\051\121\090\097\114\047",
"\069\050\075\080\114\076\088\054\088\056\087\109\070\066\114\054\077\055\069\061",
"\100\056\051\121\100\097\074\047",
"\043\119\088\057\114\099\053\083\053\121\051\103\070\106\083\074\075\067\061\061",
"\114\119\051\083\098\085\079\089\053\117\088\102\098\101\054\073",
"\088\097\114\061",
"\066\083\076\075\069\050\108\050\100\090\061\061",
"\100\056\051\121\090\066\050\047",
"\106\047\061\061",
"\069\102\057\087\088\083\090\116\105\067\061\061",
"\100\056\051\121\075\056\090\047",
"\043\119\088\057\114\099\053\083\053\121\051\103\070\106\083\074\100\097\050\061",
"\069\102\057\087\088\083\090\116\098\122\061\061",
"\043\119\088\057\114\099\053\083\053\121\051\103\070\106\083\074\100\097\069\061",
"\087\047\061\061",
"\090\086\088\080\066\121\086\077\076\069\086\090\090\069\090\103",
"\100\056\051\121\090\066\104\047",
"\100\056\051\121\075\066\070\047",
"\090\086\088\080\066\121\086\077\076\069\086\090\090\069\090\102",
"\100\056\051\121\075\073\069\047",
"\100\056\051\121\100\066\070\047",
"\043\119\076\073\115\080\051\098\090\085\075\086\114\049\075\118\114\083\102\067\100\066\090\061",
"\090\069\079\069\043\069\054\076\066\076\051\051\088\056\104\061",
"\114\101\076\071\115\106\075\102",
"\076\108\087\087\066\074\116\108\076\108\068\079\117\102\083\077\088\050\076\070",
"\080\099\081\055\115\101\111\076\080\049\053\080\105\101\057\119",
"\066\083\076\075\069\050\108\050\100\067\061\061",
"\043\119\088\057\114\099\053\083\053\121\051\103\070\106\083\074\100\066\070\061",
"\088\101\076\102\076\085\108\103\115\101\076\102\090\101\111\071\098\119\104\061",
"\090\086\088\080\066\121\086\077\076\069\086\090\090\069\090\047",
"\090\086\088\080\066\121\086\085\077\090\061\061",
"\115\101\076\102\069\119\051\083\070\101\083\057\098\050\075\057\114\119\088\075\070\106\075\103\098\047\061\061",
"\100\056\051\121\075\097\050\047",
"\100\056\051\121\075\066\104\047",
"\090\069\079\069\043\069\075\069\069\074\047\116\066\083\076\075\069\050\108\050\100\090\061\061",
"\043\119\088\057\114\099\053\083\053\121\051\103\070\106\083\074\100\073\069\061",
"\069\050\079\083\114\085\081\119\076\086\083\085\105\117\087\108",
"\090\086\088\080\066\121\086\051\066\108\090\116\098\090\061\061",
"\043\119\088\057\114\099\053\083\053\121\051\103\070\106\083\074\100\047\061\061",
"\069\102\057\087\088\083\090\116\109\090\061\061",
"\090\086\088\080\066\121\086\051\066\108\090\116\098\122\061\061",
"\100\056\051\121\075\056\050\047",
"\069\101\076\102\090\101\079\057\098\117\051\083\115\108\088\118\069\101\075\103\115\106\076\084",
"",
"\100\056\051\121\100\073\104\047",
"\100\122\061\061",
"\109\090\061\061",
"\069\101\076\097\053\117\087\083\090\106\075\102\105\106\111\084\090\049\076\102\053\085\111\084\076\085\076\116\114\085\079\057\053\085\069\061",
"\069\102\057\087\088\083\090\116\100\122\061\061",
"\069\102\057\087\088\083\090\116\098\047\061\061",
"\043\119\088\057\114\099\053\083\053\121\051\103\070\106\083\074\100\073\050\061",
"\043\119\088\057\114\099\053\083\053\121\051\103\070\106\083\074\100\066\114\061",
"\100\056\051\121\077\066\090\047",
"\090\086\088\080\066\121\086\051\066\108\090\116\087\047\061\061",
"\043\119\088\057\114\099\053\083\053\121\051\103\070\106\083\074\100\097\067\061",
"\069\108\087\108\117\086\076\066\088\069\088\065\090\083\076\069\076\050\111\077\069\086\111\077\076\069\102\061",
"\069\102\057\087\088\083\090\116\106\047\061\061",
"\090\086\088\080\066\121\086\051\066\108\090\116\114\122\061\061",
"\069\101\076\102\090\117\088\102\114\099\083\089\053\117\088\083",
"\088\097\074\061",
"\069\050\088\065\076\085\108\103\115\101\076\102\070\049\076\102\053\085\111\084\117\047\061\061",
"\043\119\088\057\114\099\053\083\053\121\051\103\070\106\083\074\100\066\104\061",
"\069\102\057\087\088\083\090\116\105\047\061\061",
"\090\086\088\080\066\121\086\051\066\108\090\116\043\067\061\061",
"\100\056\051\121\090\066\114\047",
"\043\119\088\057\114\099\053\083\053\121\051\103\070\106\083\074\100\073\090\061",
"\069\050\088\065\090\049\076\102\053\085\111\084\114\047\061\061",
"\066\101\054\050\114\099\108\049\069\119\088\118\114\122\061\061",
"\100\056\051\121\077\056\104\047",
"\100\056\051\121\077\056\069\047",
"\069\101\076\102\069\101\083\078\115\090\061\061",
"\090\086\088\080\066\121\086\077\076\069\086\090\090\069\090\101",
"\114\099\108\097\115\076\088\057\098\085\076\084\053\122\061\061",
"\090\069\079\069\043\069\075\069\069\074\047\116\066\083\076\075\069\050\108\050\077\090\061\061",
"\088\117\057\106\080\108\076\078\076\097\087\101\098\099\076\076\069\067\061\061",
"\090\086\088\080\066\121\086\051\066\108\090\116\105\067\061\061",
"\069\101\076\102\076\117\075\083\114\083\051\071\070\106\075\083\115\122\061\061",
"\070\101\057\057\114\067\061\061",
"\070\101\111\071\098\119\104\061",
"\100\056\051\121\077\066\122\047",
"\117\086\111\049\070\047\061\061",
"\100\056\051\121\100\073\074\047",
"\100\056\051\121\077\056\090\047",
"\100\056\051\121\100\073\067\047",
"\090\086\088\080\066\121\086\077\076\069\086\090\090\069\090\079",
"\043\119\088\057\114\099\053\083\053\121\051\103\070\106\083\074\100\073\122\061",
"\100\056\051\121\090\066\069\047",
"\100\056\051\121\075\056\104\047",
}
local function Y(Y)
return h[Y - 19202]
end
for Y, P in ipairs({ { 1, 338 }, { 1, 256 }, { 257, 338 } }) do
while P[1] < P[2] do
h[P[1]], h[P[2]], P[1], P[2] = h[P[2]], h[P[1]], P[1] + 1, P[2] - 1
end
end
do
local Y = {
I = 51,
h = 8,
["\048"] = 62,
N = 58,
m = 15,
z = 0,
["\050"] = 4,
L = 21,
W = 9,
H = 56,
U = 6,
o = 61,
B = 19,
G = 44,
t = 45,
O = 49,
c = 38,
A = 31,
J = 36,
r = 28,
w = 55,
M = 14,
e = 54,
["\049"] = 39,
V = 53,
["\047"] = 48,
k = 10,
K = 13,
p = 63,
y = 2,
C = 32,
Y = 34,
u = 23,
["\051"] = 1,
Q = 41,
R = 43,
a = 35,
["\056"] = 3,
["\055"] = 7,
d = 12,
S = 37,
j = 22,
v = 47,
f = 52,
g = 50,
F = 24,
Z = 16,
x = 40,
["\043"] = 11,
E = 20,
i = 26,
b = 27,
["\053"] = 29,
l = 5,
s = 25,
["\057"] = 33,
T = 46,
X = 17,
P = 18,
n = 42,
["\054"] = 57,
q = 30,
["\052"] = 59,
D = 60,
}
local P = string.len
local a = table.concat
local o = type
local I = string.sub
local y = h
local i = table.insert
local C = string.char
local f = math.floor
for h = 1, #y, 1 do
local s = y[h]
if o(s) == "\115\116\114\105\110\103" then
local o = P(s)
local X = {}
local O = 1
local t = 0
local m = 0
while O <= o do
local h = I(s, O, O)
local P = Y[h]
if P then
t = t + P * 64 ^ (3 - m)
m = m + 1
if m == 4 then
m = 0
local h = f(t / 65536)
local Y = f((t % 65536) / 256)
local P = t % 256
i(X, C(h, Y, P))
t = 0
end
elseif h == "\061" then
i(X, C(f(t / 65536)))
if O >= o or I(s, O + 1, O + 1) ~= "\061" then
i(X, C(f((t % 65536) / 256)))
end
break
end
O = O + 1
end
y[h] = a(X)
end
end
end
return (function(h, a, o, I, y, i, C, O, J, d, q, s, m, z, K, f, P, t, X, v)
m, t, z, s, O, v, P, J, X, q, f, K, d =
function(h)
local Y, P = 1, h[1]
while P do
s[P], Y = s[P] - 1, 1 + Y
if s[P] == 0 then
s[P], f[P] = nil, nil
end
P = h[Y]
end
end, function(h)
for Y = 1, #h, 1 do
s[h[Y]] = 1 + s[h[Y]]
end
if o then
local P = o(true)
local a = y(P)
a[Y(19488)], a[Y(19451)], a[Y(19305)] = h, m, function()
return -1410731
end
return P
else
return I({}, {
[Y(19451)] = m,
[Y(19488)] = h,
[Y(19305)] = function()
return -1410731
end,
})
end
end, function(h, Y)
local a = t(Y)
local o = function(o, I, y, i, C, f)
return P(h, { o, I, y, i, C, f }, Y, a)
end
return o
end, {}, 0, function(h, Y)
local a = t(Y)
local o = function(...)
return P(h, { ... }, Y, a)
end
return o
end, function(P, o, I, y)
local fX, IX, UX, k, M, OX, D, l, B, mX, vX, sX, Q, HX, O, g, j, b, W, tX, oX, V, v, x, BX, uX, cX, E, DX, N, Z, rX, R, C, T, H, w, F, dX, QX, XX, n, eX, r, t, A, hX, U, aX, p, YX, zX, PX, c, G, u, iX, L, m, wX, s, RX, S, qX, e, CX, KX, JX, yX
while P do
if P < 9730018 then
if P < 6396179 then
if P < 3219771 then
if P < 2378346 then
if P < 1692383 then
if P < 712103 then
C = 1
O = Y(19480)
s = h[O]
t = f[I[1]]
O = Y(19219)
O = s[O]
O = O(s, t)
P = 2679889
s = O
O = 1
t = O
O = 0
m = t < O
O = C - t
else
O = O + t
v = not m
C = O <= s
C = v and C
v = O >= s
v = m and v
C = v or C
v = 8907536
P = C and v
C = 15668703
P = P or C
end
else
O = Y(19273)
m = Y(19460)
C = h[O]
O = Y(19472)
P = C[O]
t = s .. m
O = Y(19474)
C = { P(O, t) }
P = h[Y(19509)]
C = { a(C) }
end
else
if P < 2670105 then
P = C and 12147059 or 10014514
else
v = not m
O = O + t
C = O <= s
C = v and C
v = O >= s
v = m and v
C = v or C
v = 12103538
P = C and v
C = 13914537
P = P or C
end
end
else
if P < 5757101 then
if P < 5366665 then
if P < 3427210 then
C = 1
t = Y(19480)
O = h[t]
t = Y(19219)
t = O[t]
m = f[I[2]]
t = t(O, m)
P = 16500216
O = t
t = 1
m = t
t = 0
v = m < t
t = C - m
else
t = f[I[2]]
O = #t
P = 8397568
C = 1
t = O
O = 1
m = O
O = 0
v = m < O
O = C - m
end
else
s = o[1]
H = Y(19365)
v = h[H]
H = Y(19448)
m = v[H]
v = Y(19540)
t = m[v]
m = Y(19362)
O = t[m]
C = O
P = O and 11370843 or 2643024
end
else
if P < 6225754 then
H = O
B = Y(19437)
c = h[B]
B = Y(19375)
C = c[B]
c = Y(19501)
B = Y(19414)
P = C[H]
C = Y(19429)
C = P[C]
H = nil
C = C(P, c, B)
P = 8397568
else
P = h[Y(19311)]
C = {}
s = nil
end
end
end
else
if P < 8499525 then
if P < 7720131 then
if P < 6835365 then
if P < 6514308 then
C = Y(19534)
s = o[1]
P = h[C]
s = nil
C = Y(19325)
C = P[C]
C = C(P)
P = f[I[1]]
C = P()
C = Y(19534)
P = h[C]
C = Y(19513)
C = P[C]
C = C(P)
C = {}
P = h[Y(19445)]
else
C = {}
s = nil
P = h[Y(19233)]
end
else
C = 1
H = Y(19364)
t = Y(19480)
O = h[t]
t = Y(19219)
t = O[t]
v = h[H]
H = Y(19318)
m = v[H]
t = t(O, m)
O = t
t = 1
P = 8581382
m = t
t = 0
v = m < t
t = C - m
end
else
if P < 8389319 then
C = Y(19364)
P = h[C]
C = Y(19324)
C = P[C]
C = C(P, s)
P = C and 2008637 or 9687848
else
H = not v
O = O + m
C = O <= t
C = H and C
H = O >= t
H = v and H
C = H or C
H = 5961910
P = C and H
C = 6858449
P = P or C
end
end
else
if P < 9181477 then
if P < 8960808 then
if P < 8872121 then
H = not v
t = t + m
C = t <= O
C = H and C
H = t >= O
H = v and H
C = H or C
H = 9466657
P = C and H
C = 6272191
P = P or C
else
C = Y(19220)
P = h[C]
B = f[I[2]]
v = O
c = B[v]
B = Y(19484)
H = c[B]
e = f[I[2]]
B = e[v]
e = Y(19315)
c = B[e]
B = Y(19291)
C = P(H, c, B)
P = 742422
v = nil
end
else
t = t + m
H = not v
C = t <= O
C = H and C
H = t >= O
H = v and H
C = H or C
H = 16007657
P = C and H
C = 3528299
P = P or C
end
else
if P < 9545860 then
C = f[I[2]]
H = t
Q = Y(19364)
P = C[H]
C = Y(19267)
c = f[I[3]]
r = h[Q]
Q = Y(19318)
R = r[Q]
e = R[H]
B = c(e)
P[C] = B
B = Y(19437)
c = h[B]
B = Y(19375)
C = c[B]
c = Y(19501)
P = C[H]
C = Y(19429)
C = P[C]
R = f[I[2]]
e = R[H]
H = nil
R = Y(19267)
B = e[R]
C = C(P, c, B)
P = 8581382
else
O = Y(19273)
C = h[O]
O = Y(19472)
P = C[O]
O = Y(19474)
C = { P(O, s) }
P = h[Y(19329)]
C = { a(C) }
end
end
end
end
else
if P < 13773073 then
if P < 11373301 then
if P < 10962894 then
if P < 10924458 then
if P < 10472623 then
O = Y(19364)
C = h[O]
O = Y(19402)
O = C[O]
O = O(C, s)
C = nil
P = O ~= C
P = P and 10623300 or 8324350
else
C = Y(19364)
O = Y(19402)
P = h[C]
O = P[O]
C = { O(P, s) }
P = h[Y(19459)]
C = { a(C) }
end
else
s = o[1]
P = 16593915
t = Y(19480)
C = 1
O = h[t]
t = Y(19219)
m = f[I[1]]
t = O[t]
t = t(O, m)
O = t
t = 1
m = t
t = 0
v = m < t
t = C - m
end
else
if P < 11266638 then
t = f[I[1]]
O = o[2]
s = o[1]
C = t[O]
t = Y(19449)
P = C[t]
C = { P }
P = h[Y(19308)]
else
m = Y(19364)
t = h[m]
m = Y(19266)
m = t[m]
m = m(t, s)
t = nil
P = 2643024
O = m ~= t
C = O
end
end
else
if P < 12146534 then
if P < 12144247 then
if P < 11684235 then
P = Y(19259)
s = o[1]
C = {}
P = s[P]
P = P(s)
P = h[Y(19372)]
s = nil
else
v = O
C = Y(19220)
P = h[C]
B = f[I[1]]
c = B[v]
B = Y(19484)
H = c[B]
e = f[I[1]]
B = e[v]
v = nil
e = Y(19315)
c = B[e]
B = Y(19291)
C = P(H, c, B)
P = 2679889
end
else
C = {}
P = h[Y(19228)]
s = nil
end
else
if P < 12670616 then
C = Y(19364)
O = Y(19266)
P = h[C]
O = P[O]
C = { O(P, s) }
P = h[Y(19396)]
C = { a(C) }
else
B = Y(19431)
C = f[I[1]]
H = t
P = C[H]
c = B .. H
C = Y(19315)
P[C] = c
c = Y(19437)
C = h[c]
B = Y(19538)
c = Y(19485)
P = C[c]
c = Y(19342)
C = h[c]
r = f[I[1]]
R = r[H]
r = Y(19315)
e = R[r]
r = Y(19437)
R = h[r]
r = Y(19418)
c = C(B, e, R, r)
P[H] = c
B = Y(19437)
c = h[B]
B = Y(19485)
C = c[B]
P = C[H]
C = Y(19429)
C = P[C]
B = Y(19267)
c = Y(19492)
C = C(P, c, B)
H = nil
P = 16593915
end
end
end
else
if P < 15839850 then
if P < 14586218 then
if P < 14237890 then
if P < 13926919 then
C = 1
O = Y(19480)
s = h[O]
t = f[I[2]]
O = Y(19219)
O = s[O]
O = O(s, t)
P = 742422
s = O
O = 1
t = O
O = 0
m = t < O
O = C - t
else
O = o[2]
s = o[1]
t = f[I[1]]
C = t[O]
t = Y(19449)
P = C[t]
C = { P }
P = h[Y(19407)]
end
else
H = t
B = Y(19215)
C = f[I[2]]
P = C[H]
c = B .. H
C = Y(19315)
P[C] = c
B = Y(19538)
c = Y(19437)
C = h[c]
c = Y(19375)
P = C[c]
c = Y(19342)
C = h[c]
r = f[I[2]]
R = r[H]
r = Y(19315)
e = R[r]
r = Y(19437)
R = h[r]
r = Y(19418)
c = C(B, e, R, r)
P[H] = c
B = Y(19437)
c = h[B]
B = Y(19375)
C = c[B]
B = Y(19267)
c = Y(19492)
P = C[H]
C = Y(19429)
H = nil
C = P[C]
C = C(P, c, B)
P = 16500216
end
else
if P < 15659292 then
P = Y(19302)
s = o[1]
P = s[P]
C = {}
P = P(s)
s = nil
P = h[Y(19277)]
else
C = {}
P = h[Y(19281)]
end
end
else
if P < 16504957 then
if P < 16352645 then
if P < 15908239 then
O = Y(19426)
CX = Y(19303)
u = Y(19347)
w = Y(19321)
C = Y(19534)
F = Y(19471)
Q = Y(19267)
P = {}
h[C] = P
E = Y(19268)
D = Y(19261)
k = Y(19495)
R = Y(19524)
c = 1
C = 48
HX = Y(19285)
s = o
N = Y(19462)
sX = Y(19406)
h[O] = C
m = Y(19395)
KX = Y(19539)
t = Y(19242)
O = 46
P = h[Y(19260)]
h[t] = O
v = Y(19265)
U = Y(19409)
H = Y(19394)
A = Y(19374)
t = 47
h[m] = t
e = Y(19251)
m = 48
h[v] = m
v = h[H]
r = Y(19249)
B = h[e]
g = Y(19398)
e = { B(R) }
UX = Y(19218)
H = v(c, a(e))
R = Y(19484)
e = Y(19319)
B = Y(19449)
c = { [B] = e, [R] = r, [Q] = u }
u = Y(19267)
R = Y(19207)
Q = Y(19377)
e = Y(19449)
r = Y(19484)
B = { [e] = R, [r] = Q, [u] = D }
R = Y(19449)
S = Y(19526)
u = Y(19397)
r = Y(19352)
D = Y(19267)
Q = Y(19484)
e = { [R] = r, [Q] = u, [D] = U }
Q = Y(19508)
u = Y(19484)
YX = Y(19244)
r = Y(19449)
U = Y(19267)
D = Y(19272)
R = { [r] = Q, [u] = D, [U] = w }
b = Y(19204)
D = Y(19484)
Q = Y(19449)
l = Y(19232)
w = Y(19267)
U = Y(19306)
M = Y(19238)
u = Y(19504)
G = Y(19422)
XX = Y(19247)
r = { [Q] = u, [D] = U, [w] = F }
u = Y(19449)
D = Y(19532)
F = Y(19267)
w = Y(19239)
U = Y(19484)
Q = { [u] = D, [U] = w, [F] = A }
j = Y(19243)
F = Y(19298)
w = Y(19484)
A = Y(19267)
D = Y(19449)
U = Y(19391)
u = { [D] = U, [w] = F, [A] = b }
F = Y(19484)
A = Y(19214)
U = Y(19449)
qX = Y(19248)
w = Y(19536)
b = Y(19267)
T = Y(19367)
L = Y(19432)
D = { [U] = w, [F] = A, [b] = k }
x = Y(19497)
w = Y(19449)
W = Y(19279)
k = Y(19267)
F = Y(19510)
b = Y(19323)
A = Y(19484)
U = { [w] = F, [A] = b, [k] = E }
F = Y(19449)
A = Y(19525)
b = Y(19484)
k = Y(19227)
E = Y(19267)
w = { [F] = A, [b] = k, [E] = x }
E = Y(19400)
k = Y(19484)
p = Y(19360)
b = Y(19257)
A = Y(19449)
x = Y(19267)
F = { [A] = b, [k] = E, [x] = l }
E = Y(19484)
b = Y(19449)
JX = Y(19292)
hX = Y(19384)
l = Y(19267)
x = Y(19455)
V = Y(19356)
k = Y(19301)
A = { [b] = k, [E] = x, [l] = L }
aX = Y(19425)
cX = Y(19364)
x = Y(19484)
E = Y(19359)
L = Y(19267)
l = Y(19386)
k = Y(19449)
b = { [k] = E, [x] = l, [L] = T }
E = Y(19449)
x = Y(19476)
l = Y(19484)
L = Y(19326)
wX = Y(19434)
iX = Y(19322)
T = Y(19267)
k = { [E] = x, [l] = L, [T] = V }
l = Y(19531)
x = Y(19449)
T = Y(19389)
L = Y(19484)
V = Y(19267)
E = { [x] = l, [L] = T, [V] = j }
V = Y(19307)
j = Y(19267)
T = Y(19484)
L = Y(19486)
l = Y(19449)
x = { [l] = L, [T] = V, [j] = g }
OX = Y(19361)
tX = Y(19309)
g = Y(19267)
L = Y(19449)
j = Y(19442)
V = Y(19484)
PX = Y(19330)
T = Y(19479)
IX = Y(19456)
l = { [L] = T, [V] = j, [g] = G }
V = Y(19368)
g = Y(19506)
G = Y(19267)
j = Y(19484)
T = Y(19449)
L = { [T] = V, [j] = g, [G] = S }
yX = Y(19421)
V = Y(19449)
j = Y(19313)
G = Y(19263)
g = Y(19484)
S = Y(19267)
T = { [V] = j, [g] = G, [S] = W }
G = Y(19484)
oX = Y(19370)
Z = Y(19382)
W = Y(19267)
g = Y(19373)
n = Y(19287)
j = Y(19449)
S = Y(19203)
V = { [j] = g, [G] = S, [W] = M }
g = Y(19449)
G = Y(19341)
W = Y(19328)
S = Y(19484)
M = Y(19267)
j = { [g] = G, [S] = W, [M] = Z }
M = Y(19535)
S = Y(19350)
G = Y(19449)
W = Y(19484)
Z = Y(19267)
g = { [G] = S, [W] = M, [Z] = N }
Z = Y(19393)
N = Y(19267)
W = Y(19415)
S = Y(19449)
M = Y(19484)
G = { [S] = W, [M] = Z, [N] = n }
Z = Y(19484)
W = Y(19449)
dX = Y(19240)
N = Y(19358)
n = Y(19267)
M = Y(19282)
S = { [W] = M, [Z] = N, [n] = p }
n = Y(19333)
p = Y(19267)
M = Y(19449)
Z = Y(19210)
N = Y(19484)
W = { [M] = Z, [N] = n, [p] = hX }
hX = Y(19267)
N = Y(19477)
p = Y(19355)
n = Y(19484)
Z = Y(19449)
M = { [Z] = N, [n] = p, [hX] = YX }
hX = Y(19516)
YX = Y(19267)
n = Y(19216)
p = Y(19484)
N = Y(19449)
Z = { [N] = n, [p] = hX, [YX] = PX }
hX = Y(19484)
p = Y(19520)
PX = Y(19267)
mX = Y(19332)
n = Y(19449)
YX = Y(19337)
N = { [n] = p, [hX] = YX, [PX] = aX }
p = Y(19449)
YX = Y(19484)
aX = Y(19267)
PX = Y(19223)
hX = Y(19454)
n = { [p] = hX, [YX] = PX, [aX] = oX }
YX = Y(19452)
hX = Y(19449)
oX = Y(19267)
aX = Y(19254)
PX = Y(19484)
p = { [hX] = YX, [PX] = aX, [oX] = IX }
IX = Y(19267)
oX = Y(19514)
PX = Y(19363)
YX = Y(19449)
aX = Y(19484)
hX = { [YX] = PX, [aX] = oX, [IX] = yX }
yX = Y(19267)
PX = Y(19449)
oX = Y(19484)
aX = Y(19412)
IX = Y(19405)
YX = { [PX] = aX, [oX] = IX, [yX] = iX }
yX = Y(19310)
iX = Y(19267)
fX = Y(19436)
aX = Y(19449)
IX = Y(19484)
oX = Y(19458)
PX = { [aX] = oX, [IX] = yX, [iX] = CX }
QX = Y(19505)
iX = Y(19517)
CX = Y(19267)
oX = Y(19449)
yX = Y(19484)
IX = Y(19224)
aX = { [oX] = IX, [yX] = iX, [CX] = fX }
iX = Y(19484)
yX = Y(19381)
fX = Y(19267)
CX = Y(19212)
IX = Y(19449)
oX = { [IX] = yX, [iX] = CX, [fX] = sX }
sX = Y(19267)
iX = Y(19284)
yX = Y(19449)
fX = Y(19533)
CX = Y(19484)
IX = { [yX] = iX, [CX] = fX, [sX] = XX }
iX = Y(19449)
sX = Y(19335)
fX = Y(19484)
XX = Y(19267)
CX = Y(19256)
yX = { [iX] = CX, [fX] = sX, [XX] = OX }
sX = Y(19484)
CX = Y(19449)
XX = Y(19234)
fX = Y(19231)
OX = Y(19267)
vX = Y(19304)
iX = { [CX] = fX, [sX] = XX, [OX] = tX }
sX = Y(19465)
fX = Y(19449)
OX = Y(19237)
tX = Y(19267)
XX = Y(19484)
CX = { [fX] = sX, [XX] = OX, [tX] = mX }
OX = Y(19484)
tX = Y(19444)
mX = Y(19267)
XX = Y(19241)
sX = Y(19449)
fX = { [sX] = XX, [OX] = tX, [mX] = JX }
XX = Y(19449)
JX = Y(19267)
mX = Y(19349)
tX = Y(19484)
OX = Y(19252)
sX = { [XX] = OX, [tX] = mX, [JX] = vX }
tX = Y(19225)
JX = Y(19401)
OX = Y(19449)
vX = Y(19267)
mX = Y(19484)
XX = { [OX] = tX, [mX] = JX, [vX] = qX }
JX = Y(19484)
mX = Y(19404)
qX = Y(19267)
zX = Y(19475)
vX = Y(19230)
tX = Y(19449)
OX = { [tX] = mX, [JX] = vX, [qX] = KX }
KX = Y(19267)
vX = Y(19484)
qX = Y(19299)
mX = Y(19449)
JX = Y(19288)
eX = h[cX]
tX = { [mX] = JX, [vX] = qX, [KX] = dX }
JX = Y(19449)
qX = Y(19484)
KX = Y(19229)
vX = Y(19280)
dX = Y(19267)
mX = { [JX] = vX, [qX] = KX, [dX] = zX }
dX = Y(19496)
qX = Y(19235)
KX = Y(19484)
vX = Y(19449)
cX = Y(19443)
BX = eX[cX]
zX = Y(19267)
RX = BX[H]
rX = HX .. RX
RX = Y(19392)
HX = Y(19507)
JX = { [vX] = qX, [KX] = dX, [zX] = rX }
rX = Y(19267)
qX = Y(19449)
zX = Y(19213)
dX = Y(19484)
KX = Y(19388)
vX = { [qX] = KX, [dX] = zX, [rX] = HX }
dX = Y(19464)
rX = Y(19483)
HX = Y(19267)
KX = Y(19449)
zX = Y(19484)
qX = { [KX] = dX, [zX] = rX, [HX] = RX }
v = { c, B, e, R, r, Q, u, D, U, w, F, A, b, k, E, x, l, L, T, V, j, g, G, S, W, M, Z, N, n, p, hX, YX, PX, aX, oX, IX, yX, iX, CX, fX, sX, XX, OX, tX, mX, JX, vX, qX }
b = Y(19274)
U = Y(19416)
w = Y(19295)
R = Y(19262)
M = Y(19300)
A = Y(19379)
u = Y(19500)
c = X()
x = Y(19250)
e = Y(19449)
f[c] = v
BX = Y(19408)
r = Y(19484)
Q = Y(19489)
B = { [e] = R, [r] = Q }
r = Y(19339)
n = Y(19344)
R = Y(19449)
Q = Y(19484)
e = { [R] = r, [Q] = u }
r = Y(19449)
u = Y(19484)
eX = Y(19271)
D = Y(19316)
Q = Y(19354)
R = { [r] = Q, [u] = D }
l = Y(19345)
D = Y(19484)
Q = Y(19449)
XX = Y(19491)
H = nil
L = Y(19493)
u = Y(19403)
r = { [Q] = u, [D] = U }
E = Y(19385)
F = Y(19417)
U = Y(19484)
D = Y(19211)
u = Y(19449)
Q = { [u] = D, [U] = w }
w = Y(19484)
G = Y(19410)
U = Y(19320)
D = Y(19449)
p = Y(19275)
u = { [D] = U, [w] = F }
w = Y(19296)
k = Y(19523)
F = Y(19484)
U = Y(19449)
IX = Y(19494)
D = { [U] = w, [F] = A }
A = Y(19484)
w = Y(19449)
F = Y(19297)
U = { [w] = F, [A] = b }
A = Y(19205)
S = Y(19427)
OX = Y(19502)
F = Y(19449)
b = Y(19484)
T = Y(19537)
w = { [F] = A, [b] = k }
k = Y(19484)
b = Y(19283)
V = Y(19482)
A = Y(19449)
F = { [A] = b, [k] = E }
g = Y(19278)
k = Y(19519)
mX = Y(19245)
N = Y(19420)
E = Y(19484)
b = Y(19449)
A = { [b] = k, [E] = x }
x = Y(19484)
k = Y(19449)
E = Y(19518)
b = { [k] = E, [x] = l }
l = Y(19484)
x = Y(19529)
E = Y(19449)
k = { [E] = x, [l] = L }
x = Y(19449)
l = Y(19253)
L = Y(19484)
E = { [x] = l, [L] = T }
l = Y(19449)
PX = Y(19383)
T = Y(19484)
L = Y(19327)
j = Y(19419)
x = { [l] = L, [T] = V }
V = Y(19484)
L = Y(19449)
T = Y(19331)
KX = Y(19498)
l = { [L] = T, [V] = j }
V = Y(19463)
T = Y(19449)
j = Y(19484)
L = { [T] = V, [j] = g }
Z = Y(19209)
oX = Y(19346)
W = Y(19289)
V = Y(19449)
j = Y(19390)
g = Y(19484)
tX = Y(19255)
T = { [V] = j, [g] = G }
j = Y(19449)
qX = Y(19258)
G = Y(19484)
g = Y(19461)
V = { [j] = g, [G] = S }
G = Y(19439)
S = Y(19484)
g = Y(19449)
j = { [g] = G, [S] = W }
G = Y(19449)
vX = Y(19512)
S = Y(19246)
W = Y(19484)
g = { [G] = S, [W] = M }
hX = Y(19380)
M = Y(19484)
S = Y(19449)
yX = Y(19376)
W = Y(19453)
G = { [S] = W, [M] = Z }
W = Y(19449)
M = Y(19440)
aX = Y(19226)
Z = Y(19484)
S = { [W] = M, [Z] = N }
iX = Y(19221)
RX = Y(19411)
N = Y(19484)
sX = Y(19264)
M = Y(19449)
Z = Y(19503)
W = { [M] = Z, [N] = n }
N = Y(19294)
Z = Y(19449)
n = Y(19484)
YX = Y(19433)
M = { [Z] = N, [n] = p }
N = Y(19449)
n = Y(19217)
p = Y(19484)
Z = { [N] = n, [p] = hX }
hX = Y(19484)
n = Y(19449)
p = Y(19338)
N = { [n] = p, [hX] = YX }
p = Y(19449)
YX = Y(19484)
hX = Y(19450)
n = { [p] = hX, [YX] = PX }
PX = Y(19484)
fX = Y(19312)
hX = Y(19449)
YX = Y(19276)
p = { [hX] = YX, [PX] = aX }
PX = Y(19269)
YX = Y(19449)
aX = Y(19484)
hX = { [YX] = PX, [aX] = oX }
oX = Y(19484)
aX = Y(19343)
PX = Y(19449)
YX = { [PX] = aX, [oX] = IX }
oX = Y(19423)
aX = Y(19449)
IX = Y(19484)
PX = { [aX] = oX, [IX] = yX }
oX = Y(19449)
yX = Y(19484)
JX = Y(19317)
HX = Y(19208)
CX = Y(19430)
IX = Y(19353)
aX = { [oX] = IX, [yX] = iX }
yX = Y(19522)
iX = Y(19484)
IX = Y(19449)
oX = { [IX] = yX, [iX] = CX }
yX = Y(19449)
CX = Y(19484)
iX = Y(19490)
IX = { [yX] = iX, [CX] = fX }
iX = Y(19449)
CX = Y(19473)
fX = Y(19484)
yX = { [iX] = CX, [fX] = sX }
cX = Y(19290)
CX = Y(19449)
zX = Y(19428)
fX = Y(19357)
sX = Y(19484)
iX = { [CX] = fX, [sX] = XX }
fX = Y(19449)
uX = Y(19468)
rX = Y(19446)
sX = Y(19467)
XX = Y(19484)
CX = { [fX] = sX, [XX] = OX }
OX = Y(19484)
XX = Y(19378)
sX = Y(19449)
fX = { [sX] = XX, [OX] = tX }
tX = Y(19484)
XX = Y(19449)
OX = Y(19387)
sX = { [XX] = OX, [tX] = mX }
mX = Y(19484)
OX = Y(19449)
tX = Y(19206)
XX = { [OX] = tX, [mX] = JX }
mX = Y(19336)
tX = Y(19449)
JX = Y(19484)
OX = { [tX] = mX, [JX] = vX }
vX = Y(19484)
JX = Y(19457)
dX = Y(19369)
mX = Y(19449)
tX = { [mX] = JX, [vX] = qX }
DX = Y(19424)
JX = Y(19449)
vX = Y(19270)
qX = Y(19484)
mX = { [JX] = vX, [qX] = KX }
qX = Y(19435)
KX = Y(19484)
vX = Y(19449)
JX = { [vX] = qX, [KX] = dX }
dX = Y(19484)
KX = Y(19469)
qX = Y(19449)
vX = { [qX] = KX, [dX] = zX }
KX = Y(19449)
dX = Y(19293)
zX = Y(19484)
qX = { [KX] = dX, [zX] = rX }
dX = Y(19449)
zX = Y(19530)
rX = Y(19484)
KX = { [dX] = zX, [rX] = HX }
rX = Y(19481)
zX = Y(19449)
HX = Y(19484)
dX = { [zX] = rX, [HX] = RX }
rX = Y(19449)
RX = Y(19484)
HX = Y(19222)
zX = { [rX] = HX, [RX] = BX }
RX = Y(19466)
HX = Y(19449)
BX = Y(19484)
rX = { [HX] = RX, [BX] = eX }
BX = Y(19351)
RX = Y(19449)
eX = Y(19484)
HX = { [RX] = BX, [eX] = cX }
BX = Y(19449)
cX = Y(19484)
eX = Y(19334)
RX = { [BX] = eX, [cX] = QX }
cX = Y(19499)
eX = Y(19449)
QX = Y(19484)
BX = { [eX] = cX, [QX] = uX }
uX = Y(19484)
QX = Y(19371)
cX = Y(19449)
eX = { [cX] = QX, [uX] = DX }
QX = Y(19449)
DX = Y(19484)
uX = Y(19314)
cX = { [QX] = uX, [DX] = UX }
UX = Y(19484)
uX = Y(19449)
DX = Y(19236)
QX = { [uX] = DX, [UX] = wX }
v = { B, e, R, r, Q, u, D, U, w, F, A, b, k, E, x, l, L, T, V, j, g, G, S, W, M, Z, N, n, p, hX, YX, PX, aX, oX, IX, yX, iX, CX, fX, sX, XX, OX, tX, mX, JX, vX, qX, KX, dX, zX, rX, HX, RX, BX, eX, cX, QX }
u = Y(19348)
U = -220
e = Y(19342)
r = Y(19437)
B = X()
R = Y(19527)
f[B] = v
v = h[e]
Q = h[u]
e = v(R, r, Q)
v = Y(19437)
D = 0
r = Y(19366)
h[v] = e
R = Y(19437)
u = Y(19348)
v = h[R]
Q = h[u]
u = Y(19366)
R = Y(19528)
R = v[R]
R = R(v, r, Q, u, D, U)
Q = 50
r = 50
R = Y(19437)
v = h[R]
R = Y(19441)
R = v[R]
R = R(v, r, Q)
R = Y(19437)
v = h[R]
R = Y(19340)
r = Y(19291)
R = v[R]
R = R(v, r)
R = Y(19437)
r = Y(19521)
Q = q(11428189, {})
v = h[R]
R = Y(19515)
R = v[R]
R = R(v, r, Q)
Q = K(14605246, {})
R = Y(19437)
v = h[R]
R = Y(19515)
R = v[R]
r = Y(19438)
R = R(v, r, Q)
R = Y(19437)
r = true
v = h[R]
R = Y(19413)
R = v[R]
R = R(v, r)
R = Y(19437)
v = h[R]
R = Y(19470)
R = v[R]
r = true
R = R(v, r)
r = true
Q = Y(19325)
R = Y(19437)
v = h[R]
R = Y(19447)
R = v[R]
R = R(v, r)
R = Y(19437)
r = true
v = h[R]
R = Y(19286)
R = v[R]
R = R(v, r)
R = Y(19437)
v = h[R]
R = Y(19485)
r = {}
v[R] = r
R = Y(19437)
r = {}
v = h[R]
R = Y(19375)
v[R] = r
v = X()
R = q(5702318, {})
f[v] = R
R = q(10942798, { c, B })
r = Y(19534)
r = h[r]
r[Q] = R
R = d(16688638, { c, B, v })
u = Y(19487)
r = Y(19534)
Q = Y(19513)
r = h[r]
r[Q] = R
C = {}
r = q(101891, { c, B })
Q = Y(19534)
R = X()
f[R] = r
v = J(v)
Q = h[Q]
r = z(6401219, { R })
Q[u] = r
Q = Y(19534)
r = z(14054829, { B })
u = Y(19511)
Q = h[Q]
Q[u] = r
r = d(11053393, { c })
c = J(c)
Q = Y(19534)
u = Y(19399)
R = J(R)
B = J(B)
Q = h[Q]
Q[u] = r
else
B = Y(19437)
c = h[B]
H = t
B = Y(19485)
C = c[B]
c = Y(19501)
P = C[H]
C = Y(19429)
R = f[I[1]]
e = R[H]
C = P[C]
R = Y(19267)
B = e[R]
H = nil
C = C(P, c, B)
P = 9100566
end
else
t = t + m
C = t <= O
H = not v
C = H and C
H = t >= O
H = v and H
C = H or C
H = 14578109
P = C and H
C = 12146035
P = P or C
end
else
if P < 16659973 then
t = t + m
H = not v
C = t <= O
C = H and C
H = t >= O
H = v and H
C = H or C
H = 13594527
P = C and H
C = 3232866
P = P or C
else
s = o[1]
t = Y(19480)
O = h[t]
m = f[I[1]]
P = 9100566
t = Y(19219)
C = 1
t = O[t]
t = t(O, m)
O = t
t = 1
m = t
t = 0
v = m < t
t = C - m
end
end
end
end
end
end
P = #y
return a(C)
end, function(h)
s[h] = s[h] - 1
if 0 == s[h] then
s[h], f[h] = nil, nil
end
end, function()
O = 1 + O
s[O] = 1
return O
end, function(h, Y)
local a = t(Y)
local o = function(o, I, y, i, C)
return P(h, { o, I, y, i, C }, Y, a)
end
return o
end, {}, function(h, Y)
local a = t(Y)
local o = function(o)
return P(h, { o }, Y, a)
end
return o
end, function(h, Y)
local a = t(Y)
local o = function(o, I)
return P(h, { o, I }, Y, a)
end
return o
end
return (v(15849956, {}))(a(C))
end)(
getfenv and getfenv() or _ENV,
unpack or table[Y(19478)],
newproxy,
setmetatable,
getmetatable,
select,
{ ... }
)
end)(...)