diff --git a/品赞代理签到.py b/品赞代理签到.py new file mode 100644 index 0000000..43a7622 --- /dev/null +++ b/品赞代理签到.py @@ -0,0 +1,20 @@ +#品赞代理IP签到脚本 +#账号变量:pzhttp +#多账号分割:账号#密码&账号2#密码2 +#【重要提示】 +#推荐代理注册:https://www.ipzan.com?pid=g587ksmm +#Powered By:expansion +#By:AI大模型供应商:api.expansion.chat(全模型API调用) + +Check_Value = '26410640403248834883103781003745' +''' +本工具仅用于学习 Python 加密与逆向工程技术,供研究和教学用途。 +请勿将其用于任何非法用途,包括但不限于: 加密恶意脚本 | 逃避安全审计 | 攻击他人系统 | 商业软件加壳绕过 +任何使用本工具所造成的直接或间接后果,包括但不限于法律责任、安全问题、数据损失,均由使用者自行承担,作者不对此承担任何责任。 +如果您不同意此免责声明,请立即停止使用并删除本工具。 +Create at [2025-08-06 22:05:28] +EncryptTools(1.21Beta) | Developed by Huaji +''' + +import zlib,base64,zlib,lzma,bz2,gzip +exec((lambda 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UXnqNfaJFzpQTaWz5xKwf40HfCj9ml4kiq5pgBQnIG1Oq2jYxA4ELWPN2ERczpY9QTpsSpQs3GudXAUmV73s3p+rBIxb3n0z2CKH9+SL/htl9ZoqI8JhKGCfUqOm/tJrXPLCbF1XEGt8Q+1SeNs54lILivlHiMAVCn5xOZGQ1RdHwLr5RbGzbDRzEJHDNLHWkk2GIZqtZZdpIigqN0Vcd6MC1uCIONJSpWhnPVriFwkFspzN8Zej5IEcv2kqzIzwG7Bl1zDGH4D0U8YblUCVLZSHyvPvyEC31sftHNRxUuDVAkrrz2xUQreVulYrqDpfhlV7kLsGrbtA3U1Ks0G+pccvX3FRrgtPMh/QaNnGAcktohOIbkYdIVdqR6oLsvgtYni87CfHCpMLqCaGpoDBafKUNag3AVpOtpYNxVyh5ZDYJ4BJdVnYcc+9LxrMCKi0Ulq4gjYwqa7HKJV1uI8nPbQdysJft5ZwpbLUacKDs75tdOEYuhT7ZHojiRQIgaMeJvWjDYUzBkczJDYemlIplwJ1H225/P4n4qKC5vclE2hacZN8Vl392sL+ISUaahz35kX+8A2CRKl98AfqQ80gMvoC86UDhZpM8bltBfmKBAWIrTDnzk5DcIUsVT7fnVKTob4p2momIeEuPlQ1mCJb+trwcw6U5Lte9n4IVHdKIGygJ3Uqp8ZOvsVydRiVPYebeuH7l3IUphPm+n+y2ejELMneAz67aeVUx/8u6ims8i8eHj5Sc7ToRNIHXJ9drL048TSeJMnZ1JMxe0YA1x2f4RRokcfCMFFBxxDRiAE0p4+tE3tJDUmIZErj6uoro4qrM7u6jIt19sniPZZcsAbZHlX0ARxYhk2JDGKRa4fQlgRRii5+R9m2q7LqudZKKGwT7JLxgMd6AlFaIdD4q++P3VR24/083TdY9JI1iAkQY3fUhk/EJqQ2cynSm0PMsuwkTzkAFXx8sNsQtgtqrN6XznM7QRHvDTgTGCNgJHGGk6CU9ZKFIf5jpyBpA+XWtqi2vXu96V60EUEblP5YPT+0lQ9KaPYhfBuXdlFHBxGWmiAXOa5zJBZJThRZ+nytixP/jClWP4cNDhYSJPlkIwJiDDjztOOKAOMY0JkrOjcMysEYgPCC60vfBwRq9jcMEjDdoULG5GzRKZ9HH7KG5Aw1c8Pq3Pe/XU/6JL8llCr8HiXodKx3OPgvEHVVoC+WCXreeV6y0UqPFecnFdJmkin9npMjyi8Ck9tIk8GVsglZ/CnowebkIUVZiUAzaswkmF4q7eTAmAQcs+ToAdV89FDvudv/x3790B0CfJicpSEpyN/VRKhuO7NJAiezaOL/7Q+uMLLMbjBTjd6i6ogQrZFCBxZg8b5oxshIr7JQV9wK41PqZFz2gicRmOFBEy0eRiqMocFXCk3PGBtrKbxJ1uYtcFSGYF5Ko3I+Vt1FEZBl6u6ShSfIeizeT6yA7ma1wjNH8Vjv/SEG1DN0zBMhUQx1uPv7zCiq18c3uNG/3h3G68I6t9AwMHO3omtk/veKCPn8LQJukMqXbuRaZ+U/FykprwIH6nQ/G0CR7uwcOSzJj4Gy/MFICvOgfbODSRnXSgHQQ1CysThZdmZiy934d9FQmn6KKOowcgZT0kSEaX+YqeeD/o0Ysqlr5b7iaURRpbMq3K2kc9LtFZQCBjFK/IvTjaRfHo/aXRLASUwDtOfuWQjZdV7C0/alyp5KGhI/QpFDrn8TfzKvWAKX+cD74Tk/SrHnjD21V9KakMaPLjYbzb52ihgU0qMy0NYSx6XRhmQ55gILll8MsQs8phES3cfp5G9fezPi3Io/ZB3wcfeSZgvuCv80lBJKJkelXUpmCQPRzRUtiBB+ofjtg1smv6+ZSGl35ZrD8j9caoh7VnixQy7lY3blqu42I2XDHGbzlHvFkMhlyQpgwbzzdGKmrBOPyc90DOQTfZZSyS5Mj9CWXN14vpaxmVQrpAF8EM0Ay5dwq0ci0BZEp4sJxGcQXz7NfJcZ9eGGAeVgs3+lotmMRA8UYT4ipy6fBAM0wC9XTYOZBxWpPU5BiJDE53QGvLfn9+PVwMHgJ9Y7UHTVdWyTMj9tYYbLf0FcqAZ94yA3bOQ/UvbX1jb0C3wYLiCoUlKNUc4b6C+OYv9I3T/lsPcJEvmN/rqkvvSnSYIFWgsOx6Vb9F9sd91WTJwXljMs9vVQOLqSzflKHaaZLb3RpDVzYjUAf9wcCk/yoH6dpQ+70AFENblI3ZF0guPPmF5A8slmmxm/Fxqcx8Ut5n8fXD2xuibUJjqirK7HedMtb83cjMaSi0xLK36RXwz8S4YzrBFV38F9U3kRW57kErBryzfTNg8Et+ZNgd6h/0EWLehn5+70QqNw2h+cqFdnLf7cZWWHw0bCjxlaQyBHEuPDbKdZ8AeUy1TkFPTHDpTvPehOKZKOW7vq6xXgVrvyc/f3R+7CizRCCBRyKQTUXcBTmoOtul2I4W/bLLtYL8oCEQWhZ85rme5lOTNCLhlmb6DnwfFiUZ8OHkG6eDmNSnevRFM1F7DcFopRNnuhRSvo0jLKNVsoIaWcdVkd4xtvg80aiygiVl50CB+DjaZN85PK0/mkc8HbvrFYlKF0NB/J2R9VZjJ9QO14npcDXt+pLRhpg5MZayttRGAY4AoOoGYV8QQ2vL4tF+RmRWCH2wdUNRvfoDtVjC5pox0WuBoTPB/sqFfrUXS8diUn5I1V6JWfjiHmdThvWdWCzRfh4ruZLbonefOuNQb4FiZTTLm4Nk7SgcCVswNO4tQxK7hWs2/9R4dKFJfeh6EkNkQcPt/CZYIPPjj/j60xe544zLargM9P5DgxKkIDRIsJqciz8qcDqDTHsDgViZWwYWwXZEr35xtijkAr2iuA3Hnc71ACDty3MO7ZwVZaAMmXQ4uct3deMnS+4q4lNI6n7MUZDwy6nGOUDSkmZxg+m3CCRT1uVzhB91ZIDBjEEbO8gU4ongQKwW+kRhei8ZREl7wmn2DtHDRwE8765LXOuVqdmsA9uhrBhC3322J/W/mhanMLg4u09FEvumcwcY/RQVATFh0KMV5+/7VLRrH0sqOeXmOCSpSoXCSVwNpTlFoEeSFQGonevQbL/xQTNj5ATpGLFGacJvJ6x0cBewefYnS/hIVjrfJM7Dty+HSi6OWR2z8qY8DajpkFwjhYbzlU0bQ/dRHgCJ0WYYoHn+GHKgdFNrhehGzoMLKiRQ8zfUI0cGeLz/TVZ9dnODWIpO/oL+qxsIxWRBZwVGoMpgBPIG8uSpFzbniPbjOVOU50siEGfcsaxmvJZyXQSE9ebimyFhmdLKnJMr2ATPD/Fd2bTFu24HkUOnNtKREGjTnVc19Ii0yPgRNQIk6BvGf2gfKd0ZgT9xMf8gusS3RSLrEDen5qx2JgUN+EeBQ0tIAoz8+E8UYFnxO7xkNB1hRPGOcjSBj/cXCI+NF3YYFS0WoTgmmc8RHo6aRAQHk8KTtOKhXBYKdrvrcz+RPq/u5XhH/1u0p0M6phHnNwgfE2IeYtqWccoHZZHPnysywzYZZR58Mg9uQke2Y9SWN8fegqAILY+SJTE/Pqg2hx9HhjtjxtY2dZ3zSY0DLueJ/Lg/+uNoh2/zcRsZuZVmKhcZV5BjSRUR0XUalWqfbaS4FO85Fs0XL1AQCBmfRMORlkyFwt1QY3RkuxIZMkL83vq/BqtXkFcHLcGz90OHsvNxDfZzUX0BxMHGOCzVlXzUX3u0E6sk7lN7RCNL/OQICZaP/4MciugC1CXd2vt0MUE3ixBZoBj2Z/A7uCAJvdGE7iMnCBtk5xnBipY+Ak2xv1vKQ5VB4vrAtIoWcemytNn9SORkM1KufAZ2SRpLJuPj5xzNTJRxi6i2dur8Jm91WnxBdSIUiFCun1WxN2ZQW/Xdf1gDt8bvTE9l87b5Sj/unGE++ZAVJ1fWRrxwyiZef2S/nW4gkCFGo7mJwLuZay27Dc26dyw0b/sj8rmJxvBEwEaoEvjDFkto6QlJHm+3gAu4sucrn2YAsAtPOXRhMDkr7YkZfMIp+JktIfO0EwT3N4jkNgALvbn4V+bmirnW+2PArWq/YxiMowXPVYDaTtKrFbN9LjQoeFsH7cEMcw9PocD70L2deMa1JYPSGpBe+mEpaPGGn6gWx5Q/6Kc24j+NeNx6cjnYkiaR3hjD2qwOxV0yL5YNoPY6LvUmV57KGpBu8sAUCz8UbyNQI9fPGpDJwOlrrJwTWUMzxH7uOuM3h55FHUsBHhBAvGwO+lUcdxcLNywO14glLmSHr3UtG6js+qMkNPUv0NHAd7DAdIuNiKm7hzL9BIDE2OWjgcPE4sLwVWy8MqghI2vaO2DQIdFoEC/wwZ+CnPwTHZ9tqCZEmynS6aH94a1Mgn8i0qf+xuLPGxS0DTby6Cuc829OdXf6HSgwhpy6l3vYD9xVhjo1dmIhkBOuFlg/AcwazWZc8aTp/mBTCDGp6qDF14uFdsIsJHbuKUOhLDaYibdPmrDlS5mKjmPLhOs4YIek4IPVxCLACSj+bt+qvBRR2urmS6Im71rNrc/Me/jbCGF2QpVIrGLLSUOxjEno+vTqiiJK7ik1ic+WCf/6OHIn5LDxDEpEFWb50ZkU8vHgpCV9eS24g/h12ODDB+ToyaPyTZ5CY0TOUqp4KL00JEwenxqvkD1a9iz/TKW7R0Y4OZBvB/wtionvVqqebDy85eQz+z3qebS+aSutU5pB8wDRsTlqv1pqAvCnFtNIrcoo0A1xfKHK7xUiW+AI1Ql86Y3I2HtnuC1CX76FwPdMSSyIawsZyeJ1o0RQO8bj96oZZwgTqvWBddURe8wITWnFlTOxnRBMDvyw85hnnDHbCxFKSUajyKCXfRSajQMMz/fjx+Fh0Nx8Yr/RRt/cG/jK7REKWpBvbOmuMpDCW/m4iYfv2E8Om2o1DUPjkf3jm4TndEC8XKtrLBa4zQdFptMUlWQw7wyb+0YEsk9JAaTulcWVyTjsqDB9JvvCUDxmmBU1Huzz6tZhhc96wnt2zjtrAyReltgkh4k9C1uznvsA0J3Py8ZU+1MyUL35b/Imzw/DhK9mIImBNoIC4AOWcdOn911G4pZZSOE5rFCw9r6kIJ9FPsNPzb99vN92vKbApe0Q6GI9DNzdaJaFL0iADsqoTHZVYNvRHcImw3ZntyhlYiV8ip74OH1Xjb/gRJAZ7Jn7K3UvGb34B8uIiagXFVmNfLliSQMOI5KSv30oxRtnd24xegynX5p0jIGifVZiTZiZx2is314mYcdLPxHw9QcyjPkAi7rfEny3RjTa04BxDkt/Te2naAd/PatgiTXOxc7XjsKp7u7FFyEoqvr8gE54n00KfsTFQymfsd4u6DLzmVlWjpZh76wCSZFDgKarhuW/c12+DVdRs6mzgDnn2avMuuxq981m8U7oy11ce7sO4hToP7ucbPVatrqvOTEE/CIETiw1ua7PZ9G9SB7nhqLzGN/iX8V4YVQYQOyr5Eo/e0VdA346n8KPSJEvf8EIUqnp6lD1yfXyXBj0fMfdB8vxbzX68gdMqeAZ230fIwEhFSYLK9sKthOCo8b7slWUfDd+0IpeFoCAo8waLORSWtWZm5BaIiY/w7wgvbGhelEkd4xjUs1l55Pgs8k3zRjZNvrl77HtWgMeAlfI4Vl/RR6ssXZ9DQhENnjjlHFRubyoNh21/LqM3QgkKiuVFGSQsRf21rdXq/3KGeG6d2JZRwrmjkpSqDrRG2cvJVKUyaOKBKaIPUYWEfpdHM8isnDxc/uwA0f+C672KNO1YlHF9B2L0HETdOUrdTh3CMYrr9kan+cI+NNIGDFo+ldWVc70AKCHrK5wLLEpUZqhC2h0a3XTXp2CnROQ+lVzAQqedWzdZkLvThFTi4QX0mnWxEbBXW/Hqi0gRanPt7LDC+gTac3Wx9112nreT4hPf9RxQI9NxGTvoEbCwQ/HDbZFRX6utEo2f1EOKsbwPRhYhyZoJ24afBL+1P+GheDZfY4jJ/8yPNDRjHLC7LFXVdjZ8ef3pH3gnvs3ql9A0hiSpGBLJbTaU6T0231rMO7jwQpz284eCPn2Ap9dNQDeC9+owG3HELpmrmsB6KHCoHZxGJbW0tj663fPa9Ju4+7q0pwoTIvJHBp1KWxnHfwTGxkG/ziVbofhUvm8S67Uze36rbEPvQsRu+IdVka6qSd7wS7KF23Hrkpys79k4ERT5QxvrTfFuEGx2OIm9reXnlcMMsMq3qd3vYqDv7StgKtyLQ8hKzAeCHVdoHtmbjFtkA5qfsbCFlsOwb9+x5H1HDw5p2oXEzV0PDTWkOr8VAOhH5CWWn7a8fp9GZA7CU6wo/SoClnyn/oTYTUWH8hDozUhn7xHNL7zfKHKJiK50yAi0DF1sQHmDeOZT0DDCwd/FUkN3Dw8tZykdHmJXc/bIyIAyrMVPe9+R5YRJRXXX7xcmr/12fW7F4lfsIraJejVGDd+X5b+YZUer7yf/+xyqF7rBNQq8IDi6Fk4RikAdv0iEqM3ZzIuo9HH/eD74McSMf2OG5+lwnPx61aCJENVNPToKXAQ+jINoSK6kAE+CjZgto9ZTIadLjrCpvRqSa7wza/TV4Ww3xfGTtSVuohyEoBM7gWmFwJ5HPAxDF7DwIEMmMNdByrTedPum93EntI/xtYcKxUwPT3gOlvdRiXj0ixlV19U8GZyaylymuOXAwjnZBhwYHUBsYCHatTX6P10VmfLnpzN/K3hd4U3nvDYRuGPx3F0rbEtN/qFTh/H0tMzMZCbXqTqSLqL45Y2p2HdwbUpaMqCGwK0mIjAOyRfSKfB4DQ0x+4WgRZ/XFoOE6lHkYMAANm90OgekUgul6mx5y6MP5NwCufgXs/nPcKFDkY6xHDs+LSlr1yZ+FjiTUGa/VywgONE+t5zLOgrc5jJ4/n5TPG/+wdmohO/TT8UpCy2PcttfmAMRWoAl+UU9y5DyNikfmoBu/VxsCDwNGJaU95evrQ4XIWK4RTvNOi6FYpnNOzYUUZuCrrdzC6CaY+7o2+jeA/A61DeHqQVPkXu6HwWjkQlzmzVvtzLb1BAGNyF/JXztHZqw7p84Hq1xHuj+hD9ng4Jq8mNK/U4Il9e8C0xMfibV5K1rwg6PD6fG3gZqAhFXTe3dIaYbCahPe+Fu5cgXzpYGSjbGWSdiiigqMhlqf/tjUlTgraJEPdJg0/oAKcLeCZKPidHZpKpJOD7RTJMWFy4My7E99qVpIVeqRn94LHBs7t0Yw8e+XZggEAhlC4bxOFo72LDzi2ybYqKPHiNIWKYqEJrqQ1qV3goas0Yy6YSvm+7F0Bsno2vLnnKg7XKSvlSRjg/9YMcVvKsE1UaZ+F/lMYjbqb3UvlIv6n/cIb5E+lcAto154Ejgk9BSLeGkRuVUpSEBIXV7J9I/t6dv0yuuSO/yQGhH4pv6Y6AU2TO1XWAER993pJkLdgv+IbvPnk24SVet77PNgvQ6JV6p2mhGmMqhg7899cxYF0s05DcV/NZtP2yDJrqDwSTF6NCHNBCQ1/PYkOGTrM7Y86W+CkMwRcCa/pNSAyWdyRTIuZowmhHbeJtEbfZMG+7uTWz5WFiarPxJTwD4Q2AX1x9kvRns2vhEZVXF7Arp3AvhNytnJSX79t2siGSR7umxbuj8aA6m/6eH9eC3yO0a3NUTtPrQ26MdZsISIrvuIGsyQNN036+sAiRRdlKXwFAnvjbOVXjlfVmImoz8ub1M9ALhkSccFx8bDQEZUjXIf8yECaKHHSJWYiGlZgPfsrMoMSIsMIcQb07Y6dB0IZIFd5aKlWjZmgkBfLLgWg91bzxQL23w2MMFsU+8b3IJqmiNiRI7ifIpq9hrCgomGynTr8FUUUtu8k1LScT+xzqDQTQqkd0VCT+lLsWCrwiP9qPQknommUP6x74cbiHt5zs4MoyoIF9bygsBUzh0gbDBvjFEcfuBmFias3w6zpBvlA0fvbhsGQPj249p/XeR8QiRASwA5EFxY2pdJ4DVkOKrLZssx22dGRO+SLPQ/CUTgHVyOxD/q6TfQWoFWj5MoTgXkV57MiP4sIAV4FYkOJgouukIfgrvIy+K7OorHYKJ4qmr9d80NW5/alD6faMbtLA5zMMi4sGQ6IgIMg01GBLcp5QlUt9EuJDvkP7K38HrDd1a1Vicfry1kyjNzJVJinGVmQy4F7Cxp1ligJ86XfN/RdRR2fLANCMxJmmgL9o0+dBb6DqkST0rkamALqyf+dUHSuHSpHhSpuYojvFpArJ949wim/gEf5R2dt5yDhvKjOIDNnNaPyIN3TZhThTSfqdk/cGGP3V0AxLqdM9WMKrrkFMET/CJlPVneGQRGU/ijJxj8xCWrDUyBGdR7DmIVwocquRKHMa+fAdr7caJUTaS6IKbgsn0VV+3yx4IJboJuBRdZu3TbV25vOIu+Yz09gOvDAi7m1j5vfydQ4YEwSnp8riLmeRaUeKIeAzPlbd+yBRcH4koEvWfcQ0kcCvKOe+tqI93AfeV8MvQTvOvzKzckSZpAhL/WjhQ2YcN/TKyk3n1c5HM2PYPWh8YWouWOMMYvgSiHy3lJxMSIEWE1NGhSAiRil787AFutjNUSQMLVIm04oStZ3ueSkkf6oR0uXmooifA5qj+mw3k8Xoh0DD+d1X9IZd+MiBP3T5rZDXEWBkCH43a+/dbqgXM4d2G+KZeb/Z5yOHOMQWTJr7G4kH+cyta17D9QVRLsag5mKereUJpLnu58eiJ9YeA8dSNvH3mJu6uFh5jVgDZIzoK2YFmN08u+hWAAUXcKODyJqN5J27G1G7Fa+jVxuRBUFgyU8jEA18B2xiV9fkrw06dzA8B7VvU5rcI6Bm+euPhScO5E0T5xWstZwlJVioHTYinqQCnjT+FFIVJKKJc42rpNtTMkSBrOm5WUdmHWe1O1GUvH+8QQMIBQyLIJnXpnMKc54JcGWwCoBEPN6k9Aku2mvfplYPsMUH8gVnLfkV14P1787S8gs0H6DaGGrrOgs/6Oyu0eQG/Cg6XdElEilV38VTAAY/Mzht6/2SAJOEz5c6x9o5nzU2fu+sQhQoImagElGg0iJMTiw+h3EQQb/SqlDXwx9pYQiHBtvw9TynlY8J7PbuBmYbk9hhrh/WJpHNqJG/db4IHR6XZRul8dC+eNOOxKC7SYuH2VYPcx7qN0Vm7sHmB+RBoBDLHWh4NwF+pS8EqXmoij6l3ghoYfeH0Ftru3p6h/IXoHYT1psUim0nR2qj+pZkWjQZWrXgHnhU8eR2+jOd/l7NdMPoHwSjscov6Q8xRa4++F43pFSoy+UDqT4uNbKckaT8bkc0wAfzWAg4jcDH4JU27vdWvjQrVjx4efv6gGfY93wPDm6bgvDJJV/hn8Q2wakOI2INOw4i+awgRJabXVIhHWIpQbVa+sqdiN+k9RheRIOWaMvlhVDLlVmO+zBOlHWBf522ts2wfhSQF5YiAKe2w/sulDwx4V5T3NmjmkLwkK8baoROe7iFuNtcefdpvUQxxl+Sj7Hm2y6CzpJnO5cwy8onJIcY5ObE7hQ/Y6tV6yvpMfmmVZAgcvPbht+esPV8umePfve0+S2dZvMAQILuF/gKXTDCH2g1Hg63qi8jhNoeirP1kDa9mGatIlY5nLOEDweK1x3kTuzEAlxbn3FwlwvfbsK97+5meCXlCQ5SMapHsSoypjwIObUlcJxuw1ApPtlw0+KX1d2v/PNrtAXEYzNmTg0UwJTSBX9aIaNqDoCRKsi6SsmXL/IW/E3uw5gbHmljyUHofjG/hEu9LSDhWwh7kZz+OthoqK9om2g0WetE4XFgPvsiPi2b/BCd/EDksFzyfV4TjW/1DfoWJ/9Uyr2Pqfhl7Z4e+57gwoRZS7OF1q89ba+wy/rLr/NpkBV8NWGIzU/wDYeY8ep0CJxzm4MGz/NHoeXqKgQFDAbQikOf9TWBSmBpovvUBerammzhFXBJ4XahP1wcAoyx2zDWWhhqPggJHGK7904LWJaGMbBzGdGL21Pp/ssQEIVYO7QP79wORpcfate4d+h21l36cRwv78MR1xW3MT1/daDzW6M4ANLqczAeifqcNoI/Jqs5+4N48ho8/egmK1jForg9mADB1fwOsZVn60RUIOPUp6Ps1zTEjfy46eQb2ZA+qt8bywZI1DM0u3n5bRCF+uNN2Sq1lPi+zZ7Oaistr+ZizYWe+ckhfp+RBH+W96k6H+uJV3U45vR9QBX0wwMjMxRoUQyBy79/DY1Vo0p4fr593c9wM3uROkaYglXwHiTSdDLFVT/35BzVPROsdZJQlNY57tqdNsZCmAqMOBywcDM1rRIbSAS5D4mOX1kmIJ3mYA3LsW8qu/HuT1rWCyb5FJs+YrZv1dnLaKaFJSH/AqtoqGoTwqcdpvKK4fYYfkXHfoYM1uq5hvtsgLFIdKNLg4pmjw4H14aL2G3Cm04xMK2l8rLh0JD0nHKiVmoCQXUdQ5qyXmSORjjigmzEVqDDNWwNDR7ZFjgQin9+A5TyvPtt0Wm5ZKI4jNDrfFyaMAPgUQWEYvKdapAf6yEmxuIRdXBRHjYVB0f2mFfHUnBwR6N7mgrgOdmzFmf9Gqors7xiaum3T2gIO76/fnflGDjWqEH6ZYSm5vzh8APOpw0NkEHH+xeoQHSy6R1DAfS6EOD8YF2BUkPBOsyl7L3EGtyylv6Y7i5XpT0i3O6XLjrbOgPqVUZGDE7fqm5+mKP8Np4lJ+Z8ma/b8bMIUSEupYjvAcAIZqsLWn/pTjl6lTMfX93Qx5pIS9xCJ7EEpx4iAtWtocujHqoMaFS8KUsJIMlbuRLUVdl8mTbn7qjyveqJ0hC0EQKcnuX3kJQnqqUejcN+uaCrQf4cq99HU21vXRvp7ZaWr/HSY/KlAqVYJYsQtVPHczGYbpCZLxsVtFpEq+lMHGjEErPElsCsUq8ELEcjqWenFTGNeZ27YVhxuiZZoHRUouKB2FLk9JDpDgb9E1+u2cICfHGMaYBPKG5cME3xLNzl4XC7dn/M0JnNAsctT6rcz+daf8FTFS0UOGTfbklbOFbAX2EPnUiH61Y+6/2e/g59lXuqR4M9HAp9o3+aNrxuOpn2JdQhu34Rgd5q9kvuz8esOA4UK5cg+M1nlpAFSlt398Eqdr/SpAsTIuHkkN3pc1EzYSUdVjfUCbf/2Wk1corxtPN6B0WL7RX9oC17AeJSPACoI9MePx78NIQtQ56AMeWS8T8pGoFiR9kAHQrS7ajbZgL1SMGWEN54Ej+w6QO9oAVeBIzwRkX816FIoER510LZb/ulTbw/lEtJThu2U7PPTkhUzZHrsAXAsPG7YTNpfwpBCy2cbgJQE0zD0qo5H3KBi2T9M/xIThDjQ34fL4K18mUe1Jlp+HP4ZtX0rDKzFMxdfaG2jTdG0fCpTJWZxXs6pr4cXL0zSdYFPrelkjOOrzoy1hKEKwakHyHr2KmRGvhY+wSqPnbUIg6mdfrlxJrl+sWmmY4/sfibzj3CJdvBYMXMvYqpUUZ94eZf/v2R89SEW9yGQ2gT5ZN/rDVRKKyMZfsIWtMlpS46hQx3hggPjrT/vJmtWJOB6PqbRHUPYE1XesLgiuWUskc+QTbMtMlIfEQRiIOYK9QRher9opH9js+3Ql+lQEISYd0WtaQx5KVEy9PTJrW3BiivW/NbqimapwrWtXVc+7bYfDhgL8dt8vDK4E6T4SPrIp/o7SRJfbiH68dQmRS1nukF1+Kq7ftew4xU2n8LLz0Y4boLm8IIUDp2kD+rD6cKlMVxcUWzh5KcmJaGM+O8Sj2Ta+tE4preZqX7/RYMwzr8MW0y6Qses+tu5fKYZgS0dlnDEb36BNAgYc+kB/kbZqB0ADB2gnhcTXRD75dqT9fjYD/+yhvSuozLi/2xec6Rm2K7BoAzHgpnat3F/cKi3zJUtdu0z7RbMHhjMQKWNFEIPn3NQlFFUZAnRWoZpKIGmX4LemomuFcliTu9nFNHdRSQBifoB5/EeKKpL/YtKjkvdIjZgIpC3OkDebXT9jdH0J5A5YFBqri9KapkmlckM04o069rwdtXlpzqQxJNWE/GxGa/eUoduhWl8fSdnkfFlMQlJVfhkUpdfve9A/WXNiMLjnXheMYX4irjdPVpYdPZ4lqAzTK/7hJb/FyiS6nqxXmN/0W/n9n2B9q/e77ii5I+ZHqSOanSQpFWaCX7Eb59sOB/HJ3FmqwwEIUfiAVuy8Yad9817u5Pf5m7mVUPH6lU1Tk/CaFAJ3y03rppQfdRSFfQz+bvURC8P26MTmEF4un36hmImIxY71tVsFq6ucUavnO9uYPdFSzb+P6gIqkJlVRbK/zGTy8toAg7+fJ1vWJBdUspewmZwusu9kn1xZ/nyyqsPELXAhYF/zBc171UEqCvAvJjeTTdjBL7JZrq4QmBvhLIBP0cjdAbq5nJHIA3pn/F5J1WAO+CtR3YrHW4GjIMGFV5ECNQ5EcP/A8LCss4EotSVJC69ENH5SDodxSs70H5Yfnjecaon2xs3Dh1gkr3IDTiTLbuv9eukq+2i4cIQVLdBtw9WDLL1DlCP1Gfb1R9kYP88U6pqYDCKYUdKKIezVRf+txpjhnQWBx8An8OMCAYaSSPLOMzBKmuDl/ndF+IurLNXjmHCqn9va/epAFzZuSBRb4aazHzi4WQj57NiIt1pnWUscZYpKfedIHYbELMu3cBL03LSPihRslqX91S8zHAWQOknOT9XfKwX4Y+wdP3o0yiuvA3LCx8+83krPuu7YwmjK9s/PxD9VXwWLs2zG5+uJwvEcLQ6Rf0k/rNE34i4cnltEFDkcz4ouuuH8XUZLws7PUSKVEd5CZb5yrq9+Fj2DwVnwvSWtlyALlUT60GgY5E7FZg2aXlAKcXli8XCU6L2pjfKXlUIUnJTJU5m0NmuA39Je+FvzeSrrVvmKyb8bib4yDizKqw3xudiPLdgEVhOUAXKO7AS5RCeHzSvLVIQtgHK7wObVuab8G02gtHrpiafIk9Y5uAklJQViMeQBJThw5Gy+uswWT+kqViCAfHoCloDtO9qu/w/CVX13PD63fegjTNOL5r+bYYoZYn7e7wRnCdHTD1f9B9HPbPQD4NPXY3FotrV1B7viaa6di69+sOgQ3OYz9IoG6G0n9N0ZutcB4POToU0E/x12+5kNzd8DtM8duYs4O2Zc9S3sn4EaqX77mmm/S6yLJWm5d0T3No6481PsuE3P3tNAxHGLLPvJZUhtsBwVY0q67GdJRdUInjE3x+CGxgw6GbhRIXjTrKVlNF0sL5S9QYvczQVbL8yCCV4dKa7kBm7R+YxUAiG4WV06zfbLIWfWg1KATC7EXzl4dn1jx5d7CfMpeOq78qSPttyPDMC7+9gTqWMSr/1rakWOA37QQSMfQy081KC1UEb/85RmReZHZBqRak1DURYZ7+DsvwRYNHw+McfoMW+Bz3kTFTX6ybD2Exo8KpZ26nDv2QjHVpmW5dzXL7KLE4AHV1sdglCNxC0vNr/fH7tojwl8fLvfeh4RfEDekPAZ2Z/VP4a9hujQGcJXirvITy7utFKuhCybehlxzSnDhptx6x6jWbVIPx1b62vw0R5rErulZweFFXIdp6DrMP+HDjwyKAD8OlB6IVFKexQ0m6wCa6aDiwokFxIa3UD6xoRgDXDyHi8OfjGwmCEGPDL0yaeboI7hr/apPngPWPhgbXmfDPUWebTzdVts24J2YLsWKxRUAzPXyjceZAUa423q42iDKIU6TZUWPi4bgD9yP1kKjyAL3V0R0rhDjWyGwMu0GhaQST4W04ysnfoPTZ3Prj6gJPXVLrhOBN7Y5PcYSckpjxCQ4xuipgtEzp1mBSHoKHF6poQRSkXsMXf4yH//wAs/7MlbLZvtYtFjJ9AIKl3tGt22oDr0syJeGW8hifubcyVV9jMI4BTipwGr3sL57PRHnToyB0hA4fMdl3P0e/8DNpVofl9NgYp6NsAM7eHSghUwQKnDDnTdoPyZNAIp/NYlnv9gRwV1p9Nw5M/c42kCc364atLMwVqogwXg5ZBdxTeIDhNcZotVSgsJn4uKQuVVYe1IpJ8jF+qI9QgBa+emfZzvwrCxaUSEmG78Ht0HC9Cj/uSaRwszGVLETqY3fWO0LcuZAqv6wlH83rW2b1gypTZQH6ZC89kOnAfvjz/bgYVvRdc6f4QbVNDRRf7ZBEiADZ44zjHQ2jyaC6gFfUd1ZcsnSvU4BXgIiBlvVcQ96lle8MeDGBgBbDz5gPcOBr0qTo+McrXqKYW/bKoNcB/6xh7yhPmmILcnqcSlsD8LVDTdcSF+Pqikf4JFwNfvMd36cz5sYJ+oT4O0Qm7QPQKb9v+3rxtFcQm8jJD0CuY7mOPixgba1YDkJUU1wT84ApMOMveOv52zeje91GdTwRiMlUPBYytCnfpF3LsP7ZXmVyCD5nfgB1cqhNCTcAgTLqrkvV+vwoED2Ujj2xygMmug1f8bWnJ5sGvd3WNMiCbLRl9tQPGTAhbYTgN4SKvGbMyUGh4eM+Isx9OtoQorIoPsaLihi8cjTtWPvlXXFW06aylJ/fWD+iUHOe55oqmBF207Wk5XeAMS2keO2Oq5tdDrubdWqxkkNyogzK6qzxPTu+MfoA4QmxLAJLnPxGxGk0+B0lZPaZao+wqoXS61C84Q68Pdu/RyumFvOUkD70zrqwoIYJIQ2N7iV+o1Zwwm9BD4JOSkekeFXPOwstQnqx7DKdftUum1mSNvR1xijmin51qAXSpodo+/5dWYird6LZvsneRRBryJ8z6zE9FCOLZRgJhyGrLDoqlX9hFAfy2NuYMFgPC7FVuHYsfbOa8Uw0zYBEFl+rhgO/3g51tXZH4Wl2Ov7kxhF5SYhRdBwhaL8RQDwlBreQuLZkY1mBJ/Z72tLgoYtr8LCvgOYO9zq18KhAiR+n1W5xv+75VDxwAoeykvA7OTy191kI7QcdROHWYPYdQ69gMVyG6nTD/nbZk9hdvWq0cBq7jkF5q4VXkVTqw31I39uSiXvu+b472P9MNx11lkXSY2SnPegm7XapMaEnXYcEMzbPWSP4hg8AVUCYEjLvADbQ3R1g34I/d4bkf8oAkO+Ny97mOV0NjwoGv/JNdBZ9HixmR/53JntEi38kEGPjSXvgc9HDqzaIX1cQJ3mU5/i3i6cAZPCnIX46b955P8RQ1KGqqDgQ80LA6MjpQ7XSHiFTbeAnpDG73xhYZXxfYFR0wyGKx2NokOmO7vGy77GavwNgk5dW2RVQ8u1YHe22rV8cbfA3naL6q9C5ik0hvbe2kxQ2pX9sOaEWbmwuuPOIIwGYue55QbqfLHsuIDxEYhfTwB/Q5+ojkaWoD0ix5lfMk2s6lqHQiKiKLQbUPsNWoVa4C2LbWFZ5O/oXfj0HtbzlHI2C/T3TSjpdEPw+Kn/ZwddS6VbmjeK7ZPNMe6alruZNy1wn9sPGp9Hduhna/sBpyg/CDekNikyi6MxTuDwyrvvYzuuJKcLpsNTAWtYc7GnWdCxSCw+AlvjXay+fxmkVM2kQE8X4jzMz9lxu0s3VhwQ5pZmHKGHwoG0Nlmoj0R0JrxgoFtTZaiCpQCB/USrzaxgzCh5ECM7rZkBVPYZHS6Wrj44Lw4zI6pgmOr76kS/Yli3NNR+B1svu+HkvZ5jyx6kvAxWV0j7kF+7qu80chMG7R+1Px46zoA4RGrtjJxsgWxvgGn44xfFhsohVg1MZktj0vssTR2zlRv2EP+Zv225HN1HlPUkCEt38inypJpn3nG8DzOCoBJbJHIaAX9LPSWbDLIvIiXKtvDoifJm84khflS/7c+xKQOfVpbee9Zy3hZKBX0GlBdqf10M7ixaOcpjHrDywolgzKJlYaCJnH5TD6JzxqbGDsO9AfzIpNVBCVGaetAw1DNEHWBpKRS3K2mpYthYCwwDHmVWZz/cE2UIDu1JRFuEiuMNVECvXLe8XIb8K1ehxYN83ptg9xGWTiEg/+md+nLe1OVnq1sBUEESIgyecd2dvtaZ4qKW5IzEY/2wJAJc3zGkBQW1DvjZzSdNOxtOKxWlvtKjqqOKjfyPU2/uNotAUL4QdDic7zl69gPCAZwf0+jM1EJYHOJejwD56S+OxrLsNsfVD60FDyVes4JnUo9BTeXQatzE6KUg11lFmrRWBqlsZbxdr+tSRpFlwkKW4byNt7eElkFx6IHw4APV2P8IcXRScGrYRVQJ6g4J4tOjOePuKYczGLj8+9W9l1SsR1GHJv90F5srDsEFkCX3j4onJISRWW4u4PRoknJKogSqvabcDgftJXqn7Q88BjptYTUFduEaXqAqqQjl5tm20DYTjtatdZp1Tv87fJ27Ok9dcwtHbKStid+knw6ODeTBBoRkhe0nObNIZobWBbObSv4NeZLdGJN4Ux02zYZDciRSkr2HYtRVXL01gpGTut9TdAGw+gW0ou6WvmlaT1f4Th9IBb3XaO59lagby9vQZt81Kp6viyWA5hevWwNdFwGbsqTln+ppUAhj289sGjg/K1kH3JwVfiSM9FHR6lvZdWMEGkZG/NcVxVqshIkB1xJfT14W3IXqzmuzDCJDvMMo31hDTkAJFzR0PzVCfa/qv9V1is/Nhw8XbHR84l9UWRaOdoCha/wsU9/ftWpr7y0IneEFGl07xEFz9uLqJT0/sSIlhIQkAtsy+wMkzwKMpb+xPS71524/j6fJytkpKP8ofA3/VvubCz7T6zVq9prv3skdGbTACp0QLDKvlQuvGSuF1EzSvXE2wX3NZOWll/Vic4khZxfG+UH7wiunSVW/HVAUnruAvqlYkV7JkGRMBLDNhtTsvS9lUFPtC4hwcsfSrevbftPVvfEtKour7oqJJDYunt+zYg/OFbujpm1qkc0e8trd0GkZDi0wRHDSyNVjqn+hG67h5npJ8SbbJRygl/LS8kmC2CUeD74teFNagMvcqxnQajOP0VVcVwwaqZkXPrihHwdrUWl80qfrrSxlPC4RXs3NPRxU8pBuuD0c34yn8w9QxV5/ChNwZp1fXOXYoo5c27ukJz1DNtPGhm5CQajBY5Tc/w8/N6/2qIPq6A2qFKsH1fIkPsXTtGwRtO1iWVmPROTxNk+OxGeAz5sr7STDz8eWaxgZeYCZGDIqXxH0yeb6C+c63EmWbshNdYzJgyLWUwBRT7dgAP/3BQ9AzG9HwH8bjiAOQm20r9uJLqC5IWqyucKH6mBra6z42X9YSwSIxdHI8dqk4cajcO9axZEggYbkU49l+6t8KLT9uehXz3U7MZlQ5adM6J32EG0ftWf0Fny/eu/z2O4/fqAmyAT5ilBSHxNhVlf2Iyo3vafpbSKsTPb1uTuaXXsZdM3Ru8FERWHQ4sH3z5nsHu2UFGv8ZLlFUhCyr+NBcRtvmfoH8UOpYyPrz01RZmsNiHG+5LGPUpUHA+t1xsDDWJ7RgS0I+9Dx/cI362Mrv7zCj9C3l0XrpQTczuUSPljmhg/TyiwUef1A0YNxCcEU6f/v4Deht6h3HoU4+MLwpGe3az4T52Z2D8uSEqJBQZIBvxMPhP8EfNahPbECPYtXzCluABa7lQbIMfOZW9IsMRnEyJb09iss4+TSjBZt2IgKu2KwlnJHbVvMMuVt/81v/e1FDrH2wqawm4kaRVBwk+6KBDMdDzn9/q3L2EIWe5UxGrucEzk0xFQd6NFfDkCISKK4QwjWPbinFVv3zEOWgmX1BvJsMFLxzCEWVmr4YCI025lOZZW+6I+fs95vvIN3gPnt7EFtkW1p7pIv5qk/LZUtbA88RrDj/M2Q/Ha650yZ8f23DsRx5aUSk6De1Lfw+7nd0yY5O9Uioi78XK8LfT7y0D1xHtpb49mVCsHTLLdm/fo+Bw6ZczH2wKDjNc+KJb+ELuMSd2rhLEeNxvwZs86xpTmKmbhLg7TaZXCzU79PxH/E7BE4ZYap0GaZBg9/CPI8j+W17BDdY/xmmk4R8LAiP7RdfVDoBExhIoSeFtWvFjPYc2qjlc0Ol8aOSL0fv0o1QDJuU4mJSsJ8tfi8/G+UxnWWPm6ntFFJrSW7WbQQ/1MoivxG+bRkgpxm+PdKtmpWAwkPiCkL5uuvX4XgoxcZLG77ct/auOTCD7iYXjxlQwbs8WU8NMUc5Lkk0860HJZfPrjT2nTwd6ptjkq6PWoHZ46rtkHmpQGH12zAGE6cfQ/mbMiZv87LwVPzx+PosqbNe/cMrgar4uSG8jMaCOl+E7stag4auke39J3tG3Lsu7RH3RgyD3/+dy/rrgnfusJdXDOCcAnvf7V/dtn3seoq0LN4cHiU/8zs/rEqD4ttoNar/ww4XCeULqF16IDGPoRcICVTW7LbFUxTKPYvO0n21BpgfzwUaF4cLDeUS1guzxAAeeJFkuHkH9mn3pzKAIAaXAOyI7aH2DyoQe6If6invh+xmwgCNeOee/pFIF2big3LCCyeL3/3inPz3uNUqYpftSP6JOgr9HYxAn+uWN77eG/Fc3JkMb+8nuUYlLpILpJq1oSd+kJqR2yeLOcEh6WF34AeKhxajHNt+pK4iZmH+in+G1kHrDeOhkm0nJaFS6Gy4X522wFu7097FkC3mU2wLYdEL8umr9qeRE3uFXSgR6AH8rcArt+IbAfahSHcFg/OOkVVibRWhgsNPL5/m/U5bo9+UhqfbhwlQp/xOa4kB88UF8LUmZgVTPZ2iLrSxHvJmXdgA6822ShxH2mDKeq9urnSjbEPDlIRiFXWyf4wPyfoG01N+6jg+SJ/UsrG7yxfSjpYDOAFplwHtDMPJplRw9Va0QcQxeA12pMlR2nCOCAQXRn7pflJrDWQ/OUY12Qrjgvm0ofJ5+AzTteF80Pgx++Xq6iJVGhMn5rKIUugQ/eU7OW6Irdgj97clOOKgzTKf6p8uP6wuwldN+w4chF4EIcqu8fRjQTAUPlaBqTHKiyaSEgZ4v4l1Ph/TxdM4+zowm/aiMOWhsSBlMrtCi8H0uymJ6UNS9zxOGLZ7oMmeARylLVX5byO2rQ8w3n8b72KJWs2hT/CR18j6k1wSynMu1rfQXJy8ekDKRRwxmlGAEk5JBNvlBXhfJHumcquK/i0ZtcxjEIMTH2QOngEuGzqGh0KZlEytxfQDYPqFq2RHAOZT9wfizY7xmQlmLXS5/W9wV072tvtVLQ2nV35vMkehr6ygodfqeczUFaLrkvTA5rz+VNqElNIW8AeyYgx7s1iCbQL0qhMyqh+rornp+tu/5BzHumjHF+G03p6WdzzCLgtvfkHsZCFk5adSJ9xrQpX0Q+XVvJH2c5UvWpHaUvQWRiQff2WD+Dm3cD1vzWxM91d+Q3B5PX0C1uKuZPblSL8Pfyf1GEPc37kUSswM/ZtT+u/L8fNSa/U56jMNMHKJm/eH6RJ6JapRfRWsnILVBtvpoQl5/mz1xsa1W/Y0HH4InoskrqcyBFtMmMpY4GRLNQjEeyf95MOJnk1+BW/g7+cjyFYgCzfqMRcyfWVQ/F77lj8AwMnf2/0YaNt+XB5tjvkUjuB6rXbITwed/xo1CujfSXGjZRP1A3AxC9EnSnoF+lhxjk/Vl1JWxSWjKP5UWvDs4sdMjY5HATET4ZWGaESM+/g7k1UV5DsymKFtzh/HDq3fIYXtWSub01PWYaTgLkDOV218/1pVRw9qYdXiieNvGXoBTN4BlFy54hDd9s0Ew2+nfGLBg/u1vuHZ7ep7t9BePge6kToM2v2JAbn0uHBmBB5ygVK0Hj4UOi/zy05YxCYpli8ghdYW2wgTBN8eLIIigsJhMKKmdixishlzVpp2vHlFuSlwa5pUP5lSu8eBwXyv1gH8PpoUYuUNdMFrbg5AAil7jSh7aH5aCRx6LuCwkVhAF95EBiOA5RmXRhidkVLdNBBs/nSs9sN3onrwV9d//WodnVEtsn3PhjlSSfpR3c5t17ieP0MM4eWXzLfiY+W97MYZHIZ89vOAs9Qoj3DY+bQHa45HeJHidFOvC2NaQ/Y4yhiQz6e/mDt181rKSpPMF3t4Yb7C0v4+PHrJKqSTl7ousXWTFOA4biWut+HtSgePMR3j8dsXydNdzjWavsi6eywHrWbmA4NsDm3cTkuVeUEaaOQ9D5T700Y4Mc5RSl+00sw49rNWD03otyB3m2d8EyLHcis9YatcBUz2ll22xq0HQyWtwTg/fRH5MpqwJFdB0GjXm9OQdrxaj7CegVpkXilQ1i4fNzo02EkA4yNqVaKIfdZhbxQwWUdMWAD6723J4OWpoM+tAEaJE79m3uClS44iP2gfKBzqGPJ2gfBO9XB6uN5B2QNiuHx+9Qs6K5cSlfgLtcjIJz8+bCURYH8VcIpoKOF79jFmsu2CVaAheEOmWUNUTkLVFGeS36IxwSCqttvp5s4Z57WJqi76gVlwclN024yW+o1Bm3gCLNTBCJHUDzRA+OZuXgYZF+qf+gE+FFmHm0JOBxtxYaXf8L1xdQEvaGUWCuoh5nuBRKgG65iS9v8zTGAhcYOBnEJtz/JrPmywIgNAh4lPdP48qXmuixrDywrRP4GrMsCb6RmUiyd1+5ohzeYkUmTjxXQe4F+zEv3b2ezv2cPJbvahpH/okm3AZtVmCGQwhPyG1BBJJicrhdGUay4GtUW0jR/SM6uKBPLVLxHa/AXaq1MypKd/ExTr/abnLjehulmMRSmG09cO3pDvKdwvS4ien5G2ggQRRM60qiTWnICmScCf12XCvB/50oBz2JDEvt8YJlutWnfl44tgBz4ncsEbvL7NYsmpdDYknGcm/nf9RGz9uswsqUu9fF9V+LSuyIzobD+ryK8mr+z3UQ11irctqICW8ctMXNIhk4i0OJskH5Dt41PGUC4HKO+rZlR+ZbTUkO9Nd9hO77LO2FRq2hAbhaEGuyXW3l9KABVN36HC46HYIsEgDXO3VwxDK9R3TjAU34ew80OVnNrvvojQ25leuto+D6rdQ7cOQNDuq1Sp0dOM4EkSidCoYjt9oMYsnmPqvhONGAIc6Zai/A7Pt13J6WFMpMPaJhttVEJ6mEogAo7ax0UZI463l5PwSbAS8mOBpc8TxVCSLOV/of+UXgGhLc7umZNeNY4oYP89mjE49ThcKbRa1gwz9mbRPCoY/IgVU65VpOzkEALbFgnaJP1gxL3Tq/JSvuLpvQAQuVWsEFwsWSUM3Cu6TkjZtLKBfskP50s92UDF2EvEx2CzEnjdegH/fll1aNpIJygLyjPcluyi27tqJnPsyHSukxyGNQKn/TDcmXZOgAEZsJHp4YGCCPGyrgfrJjuLiHQBv7AAgsWdt00+2CzV/TGf32dcZz8oBAEdIVALQMy6YRAtIAcPKsEcJJ/hreSHn7OSBmr7d3CrdHvJxZhXOtq9fQTpDSWUjJofUbR807nvIW5UiyTo9EIwOPyBw2OzxbC1Qeh6nDF+lCoB2V9Tdq/G00fZ1ef68A080xUr63fezTNfwiC22mFqaFbLdgFwCdlVbY4d3J/f3CUcMdvyKOzu6/q0i2WY4Z138ftlwhAGJwdqaAkdD2NXs/G+DYnSZC/vaVfY9WnO8ErfbC7rEFBes8d1iaypFfG+q/bv+ZsBXlBa7g7+uvBSE5Qq3pvprogEVWVTye2EiBYUKL7y4kqtFQ1nGMRAosb9V2TZFNCqKuFE90aI86NpzCp64LxrYMyLmjF99HKoS0fdhQ//wmrFOLdBOYkbatk3eGOSx99s7HkGu9PE1Kl6e541xJUKeNXpe+UQqToAvtSnbW/Oq7AzfX4PCPPNN+0S9BcWDlPUX03RC7u4czC8mTLPC4Xqiqzo7XnsTz1FpWqEjV5pb416PVEK3/iEkkzOEvChAdyH3ZaQMgNQ49SpVqgBBl2KpmoYhXKjQg1uLTUFKlsanXr6LEFC3W+guyFjWhejpUHXkfAWUETczWizli/c/n0RAtKgqOd50wfxSYngP8pcuuyI8WdTISYSdbEB/UmUGzAl2oz+jPjwLRPPe3IMJoeCAkdIQtBd+Q02fhBkBYZIJrgi9N7xgUpv0ZsjOLGGcpM/4qTA7lrH/pj/9o9NU1kj8tGB0NBieiScoikbEGsKmIE7ZfsyTtOo2q+G4RPZRBjB+GmbbSaQF4jXjMIOXprqsfzYm/sH/tKJCM6GFFj091HAVb9JldLDbYbH0mWiN0HYGrkJaTcF9pGAS+u6OsC460u3dUZ+E3fLQoX6DSd2XRuryq8VqNEYelsVR3B2jL5Oo/vV+O8GJ8ajLlAE1e0M8ElgE7MyfAY/PodyX8KSOXxMCQtXVH+vBQvYVISVezJFKHvZs5fhCK0zGdAGEJ1Z/F7FdzG24g7WhbWfb9fTpqtx/kWEh3Z6AbwdEfRBTeuvX0yZK529SGuW3B2BNxr112S5cocA9bj8vN76ikXGBeHPQMkf4Ojapv/ts8uFlohW6m116/6z/AtoEqkg7C1Cmnhho3kMVEXfJ1p9tkPtDeboOAMy1xhhdgC3rZ74kYxMJZcaeb1wZGsAXUDKSSqL55tTcrGaDwVLa209z99gcn9nXu/PUZCVt8c7ZxftQd1FpsoRiKp5YPh+qW51xuGBPeOdRlS4Yn9lBJ0a9B6a6G23jxuK/jdWcYvFRiS0WhngWKj/tVzX0yCx9hb4fNdzkKeAnFwY94+6opu8Z6kfBrM5f/sDdFQ/KxhevWmIWV64eCAS294j0c9NO1mwkLeKQY7Y2/Ld/fiW4SbbWYYvQW9GlhwL4rS3vFZyNMHy9wnrbob2LhjqUdq38Fm+GV29IdE5NmxZ4vNI6JfTvdfxCILiVy+GZgFQALJ1IE/IQwjHU3mrOfV5eRaHGejMydzRl4iwmlyg7ZZB+TRWfncJ0FBpoJny53tiKCYaDqgdaKOp2jgwR+BumdXwnrjO345TjPoce5X4Q6B/Kid4dRtK7zFBfoUf/a0wXYxRN69FD++lneiuiA6UxZQnIYQoR0CdM1T/zLufv3cmoE4KV4KLhT06KYxAJvqprVMxQSRHPZH59LgGq7NxMkWmpsApXqhMv14jY9jacZQq8nMOQPvqPqaneB8ZHHOjaQgaBD1erMqel/K5tzFPY5pLjC96yhOgmHK5NF5R/gKmMxPlxeXU+QqV95bKAvydGz9/AljvkRgi4agiibG2zFzAJJNBUBWwjdpEY/G9npAt0kISS3lHtoNXfZQ05wdfS9NmqcGjeVdMeLm6n8tp+xPdGKRugCouB4M4DCDObh9Cojj9cdR6XCgGussBiV6QV5/9V9fxgTiUyH8pGNMa+ZC8RGPbwAENapEFdaI/kjBGB4hFvdMc26XRprP8HSCg5MEcHHY1ueO3hsppmmQesBXtAQ3S4rn7ZJgztovrRaV7PeUSzBVXEp4jqNMuWid1akebI7wK+W3T2ZEnEK4PiUTAa3T/WpKLvQjiYqZsK1AB8wEdkwEHDKFX0Zfnrf5Ilo1N0kCq83rxVs6AtY5cgVHzbYpTcU2JFof0OtTP3xa8AGzGg0IK5GpM1/m1MnaaRo8Mh7MZAAXpYJgYYJ6BlsPF8zICCaGi1GzbH5GvdBe0lscjJrzoC/KjbW318rSyzQMlTUtSopEn37OHferg3EDzxxN47ny+5+B11m9efxH+ohPvBR+PrZ+qewolCi2nIP01A9bm7fkR50X0HXYBsUtaMRkbHNcvYg/FY6gtIuXh8emb0uyc4GsS26Hb6tnSQ4bFDZvqFII7Y67e5IpVJx2B2i6Dv9ujyk0udBmz1qpIZqO12BShAUUxIJHix9I8N4fdhKaeXnAaCbHlXhsae7f5AiqOB4+1Yq4yKYH1MXeQysZMTyZ3Au7zFvfFjSyUyrWeYPh0NFc5pUwugahkJIvebA/NebqMPE5juQCr8HDr+RrKlWVEFBD92osROy7CfUQ/urO0r9abTr77OFvrd9yB8AHfPnr1bhNTCcBIuEOFzkEBb3QlRt4Cypvl2oY+Q5K/KDwp59Zfm42O3wVz2JUZqYl8ZVTRsaQDAoFEl90TJWqU0er769vnt2TBlvJJ/6guGUqb40QZWCJzE8f+KbAdCyPtSg12Oz/TY6JUn+uJSUOqP+Pxgrw9Qr1fmyamzPB1IN4TgScQzFAZclP4NOcE8d+8LQoPUb3uqcWfRT5bh79hZf62tn0FoC382kJxVP98duSV0jHmIsnFTlo2ur1YLPm8KDXk/KMh0VFinsroMyFBhM5Z8dNMDkP55aueMlG8ZrSKHKSJ8XhNycXzSkAkTd1GE6quvbauFD6Ep2tKqKX0crimvC6BiXMchW0icpi2iRIQ0qmb19sEr1I8oua4LrxsFO9/jsHycsXC/fxqC3k/hG641Wvv16I+jFQjt867eR5Nr07+YrocAzupgOn4ZlmlDF3sxI0TDUchAI+yhCbv66p4v57u63wkar3kITo09tDZRxUCE1sBeZKfCVl9FKe3VJlBHClWTEnH0w0xJhCS3SL4v4UZljmhhRJ7hBzkW5CG3PHzQ3jYxks53x634EYPUvz9Yi+4A7dpUD11NFesL5SeaL42VAWKuhPCh8Dl9OGmnrQXZ9FJl6j+FCDj8QPIU3SbvobmGgmarlK4mjqlWra7ypZd7BKG/wRHDfNw+rF5cyYIMO0rEmcGJesgF/AGSk8+3Rvo17U5e9Es7tD/zNn+ZeU0qF2Gevq0RVdNH65MHrzshi6wPiYBVJZmYDJvehKlVuXDtaqmD1SJ2b8CWuruwfs6CBUy0b4sO5iDeJ3KsOiobo/ss/EsWBDws6yzKz+mGIa24ohA14eMqFIzg3mNSIjxXbFcdzLY0XS8OmRmFwYqQicFt3k7V7Kg7d89nWxdyRsw6sa3saNsSQD7tGTauOmlBGQkaqxqYDw/zAW7xoOGV20cmfJHtazMmW7ASPM30Q3a6lnTc6bSJpK2aTTuYwWdk9UBVWGE53MRsN4GXvOanVBadYtfaZJeR3qDudhKZkKJvtyjwZi/BVzaC2n2gAFR71aLll5v0hIFfIFJuaEQaIfyMP3GDQz5p0yXg8+O8/X93+m8uT7JJmWbUSGY2vZKLsKCT2yWZQy2MEspZHVGON12JSFvMIpav/uz7XpU4BCBc6GRECRmrwaHEhOT8yEq4JDo5tWXGTaK2LCqI+oBmFSk6FSz8nXIoIHAdF5YMkDRhHlMt60QlBDP14YIXccDPS/uoSWL+fI0hjJPMezf0FOY95/m0HNLE3iOZn/eYdQEpu1nsyLHMYJNOibT9P3yvlpgqtCy5AYxnpV/Ab4FU/xTVojrxbgBzQLwC4cuqWVbNc23A7MBlVYX3B5rQHMSG9B1dOii1R6CVhHlJSEtzsBepNuNVtHFsZ/mtQQb+fexUGVAh8PKPJb7KnLDSAgZBLL7d7TtW2sfq1I99HZI28PRZ0U/Vx/x5DGWgLp70N5HfiX5dQSHgwW/FgPxJf4a75aahyPH4VnRxmgUDWlG6KbpzgAgkcZC+C4Mu3LbIWjMJDrPEshtUZ8JKBYegM9V8zJzsiF3PLFoFmeO5N/U75sLjrWjqtrW/82VfqPJ1xwYq7l2HRQkNO3xtyCWAK1QTrIZkb+r1U62+IZIpfNs5Yhb9sFA/plKIt449PMVhWbLx5kmgcNfRAP2iZWSZeiHQzQIVRt7F0waSZnnLaHSUZsPO1ahSFQxUK1rGmCMxqPJ0BB4X/WLo1EEqL+B4aVAnDSZOmsLWSt1PmJ0uBlrT1lzrreB2lSNZ7nc25fbqCgBRLQbuBjoxWLr77iBQ2oJ5AYivMo+F69R86reOIUAa2L7D0ca35jTahIXCAwU7xUSfHokvJwnW3dInLWJEeSmiyHGXcDIlgN7zfYnmhCNc5Sh2L/OW7UCveDFVb636icWwAdsmONz986bpTQy5RYxifIyxM1eK3S3Kdf3BniFsKCnNmRs5UURY/SfyBPknn5+ROuzi2gL7SZ+ASlF4RxoF6otQ+Fnlnl2X1ERhx8RAQZO1beaYNPsyy+d0vafCUsMhwGdpg+p98blCJhFt9ieLa0LAwMrAk3Lhdp9aQl9XwDdakujBvk73VkeeXuNYyRaP1DmpiCRIqImCS25PyRB8Il5iUNBlM66fbkDOArqfoKBZXznRSOR0C24GUrFdW0QQvQZcuKBjFRMqLFW4oavMDebbwyThzgSmaqxDsVsTqonyx/94I8zr9GBLTzlgYfwjIVfpPL5FGhBVLOi7EvJdI7yGKinPp02CsG6ZuAG24eRDEuK+LOagR6Re9AojuxECRNv5/PvGyQOr2Cbsowr7H4Lo5rFTKw/zHCJBKR7Kd3ne0g61Hl2/x8XVjwJVne2f6yaakjn8/Fi0xwhjbGSSMuBE5EWDPCDDPsAGWgSHIO36xjkv1kWsWxDO3jOuKVe8vCT16Cu4OiycsMti2tMqgLi4fHYv0SXdPbqkyGuSrwV0SDNe9/ky2mf9TyqC0Pm+pDFouukoA+uTn+9kcDpxOMwGYPm2MVISaHj49FrBG+C+YOgqdmDhwhwEl2MnCSYg/Onh4eXi4c6xVzV7xS1bejf3oLYPuzw98FS7uUfMqVLAwA5Su49YF6V+uCzuedULEspGoFqz5jKxrsfKIxz3SO20CFgiYXE4BIYXkvRQBP8GCF/+G9i7EW+kKVYNyAaZV//ZEbW8ysm19lVYRgU4o7qqT63W+rU/wqPwyWFIKUXMopr6ES1zdi8LFnDZ2LkrNu3SCNs323tg2/QY+iwTF/6SYKXrv/WKJds6yvv3rdRtzJetuVptTvBGrwl6zBPb/SXADxPUVTUFjlyRoxjfXngYEXNI2ebmkOxabmvGX1fe7mORnfu6mI6Py6G1q/cH/u47A5B2Mv91bWvFM14oL2Icc2IPMLfdbdeS5kvD0fbvR+UG/PmxOCEM6IeTKwIjP9VAMORJjxLg/YK6DPQbqenHbnUtHXkKGTXZAh7a+HW/a/XR0oTLDzrnxTdqAldK/4Giik69yxWHa+cpz1zi7Fs7trbW126yYjXWPNA/A6pXri9Bkp2nEEWTBg4o6fJ5Qg66H/PFieKthkPee0srCLc1Cb892Bh/4Htn/VboCONu2PHtEXu+vRRsj53VLoWwF0tIdobXgQ4jIy8pCkHeItNDg/gw03p4V+UPET+GXfTSAzEk3WdiSc08/KbiBLLDd4xTJQU1bt9VILCwbuP9OmLKhfRxYs9fct84wAiFhXsJyMEsg82kwEC+PJMp2b9UjGMjkU/ZljbnwJfy/ZTHZKs2w3bt9jrCHF1OVBBrfvxCQB8yCa5HeobnyzOeAhE6R2AFDOZNhMPiLRIjgUrKopp9rG8J+FcfT8gTGYrEhC+wizGaXA+91DPBSGkVpj693g8cl2+p3Um62AJg0p5os6DoQb5oPPFjmDCf0ngZl3UH/IQhPjbam05bYwJjTDnUrdEIzQEDJGPwEAgcIgEIXxXr+1lFJLfmIE9Q9frA0Zoge5OlYsm2M2imQnx4cK6GvOjMQAzBWsNdJ1hGN5LBE1CQZiqsfSimp1rZUsPVMa4o/FL6coy66dYnulkRe4HI+ZcV+nBC75dlLPd/uC2wEEcNw+M+hRSLCuoK4CDpmYtbcK2C0I9KFH5cvrqHiCuWSGdK3gUtxd2KpV1FGnfk42W3HQy2miy1DMV7Pr+Ed6T7rLaLzohGwCL1w6k0wz/BV4w0+dAgKKmfTEoUQIDQXu+6S4WyYdUKZNvs9XeAz+koi+3TT9+G9+veThq+XfOxBB/8tiWSpnQkZLJftdnlg4QyVjOxwYcy0EqXfmuwz/jT2jd1xt0Ix8Dq41dYAAHQzpJWyKWTSjTbndIfUlBnVE+Zrt8vEWcWRJuGolkIzdKuBn+UU09R3m4py1AVS5imGnEla3CqIu/+YM9GkdY4s+ret+IztvPdfgcEz7DxfHN3aN3DKGhOa8t2btXcS0hQDSKvEQS4PKoEPHNC0wCPDw8Rnk78xXYUkcxC1sea71aCDy1C7MDxs/jODdji1IwMhtUS36zaxMkmF1cGC1EXcsT5jJ0TGVAVAlQ044UWSPn03umlO/n4BgXE8v37DPNHd/+CLEfXGokqdYxj806FYzGfUfVvgTnvBwr3GhhkKIoeqHUnOr+2ovy7rn75sOLo49sQTI4T4eFfY2j7H/EtIJdC2+26pu6elL/diuHMMFq9lkveZrMxaKQUCxQqAHXtwtTQzGfBpC4ajJLiDh9B4mKlMpK9bXqnYX4g5Nywbg4/XG78+hPVP1tlnPR5sg8+3axN7jwDgQVHQGPVKTqp4jBdIjqCAkwtQwFZQ0xxHxP+XFcwPA6QRmLc+9pwYYhBZj7JIS7mM2+l2Y2QsMmKeRrJTJR49UimqN0nLI1JmpHHy7vh294fDRMfHwbGUES5QxPzpBOG+2wlk+xQS020bTyWTTwtRDs5BMN7Id+JpH/+2CZ13I2DjM6XnqVu9zxc4TjpEtoOPCtX3/IRkABF5JzZyQAfvYEkuc20uEtbptE0u977JuNmyNJ9uipKslAnzgxwbQ9NaH3pwhyE2Rm+Jh/p8P2I5zCgMtcXKKw85uvPqB2aXls9fd3Az2CIFQJO1cN5Bsy/31ydMT0xWgwVcygeRHTgyKH/fVaq1qfxSBul9AzvQayFGncesozDlTNhPWn0MX1kQ97OgqsOGXikekCIojPMg/yBcvWsKToMK2pdczcuYyFkYtk8ZiYD+h4jg8aOoWZ3XDIQw+zhI8xzI/LgiYK/PkpHTSV0N/LW4m54wNb1qx3NaoKx6+LnTkXVVMv3s7pqX+I0e+jLl0FM8VCo9iDRIkGy7n7VrVBnsaxtvgD8CIltL0eoGJ24YODSGA4Hdig+NX/TPrvaLhWBWxxH3R13nOCx34GhHJ591qjyYsd80ujw993k0iR5mmzWTrNmln3yBn3qmPKkwyBL7837hSriATWIf1U2zhOw2lLEFYjHqc0wkbjk7Pl8Xflr4tOuDrRSZ3gjou+fZPA2S9Rvnjf04NFTNorX+r0ZLl6DeBZvCEfKUpx5gsd3QGKKYNpfkqSfy0xzINNuPo5o34qsdmdzlp19/dZt14tXjFv+4QA0NEr2VmeFwEPnFJeTR/zZVNfFuQOAI8kiwXoVTxzJfd3FaL83tld/m0DPqOwKure+eVovbMTQlDLwLlT8FFg6zSoA2b4uUYo9HdpIu45IkDnB/wYBtNRbkKEnM+ix1BguNz97EHBx4lCzuJASIqRyJH69lmi0RDfmAjsaUsrLR9XtrxEg8oZGy7/QNMvwRao97C1ID8BGZj8CCwmeKXuDsJgtTowbSGPnyHbl/olfM6jMrrI9ks7Bhs+qMin7V4oSWlQTTNb1AI+2dIJiZezvM6NOqR4ycZvBM5MUo2cSYJ9T+jkrtm4evUWVdhzoB8yio/j+5IiYGvehOypjhCxCGw6O+lPXoU0+ZQV1Rd1ouDY1A598EvE0flbpkLo7IB9x4rDlvjMOHWHUPv8o+g8chsEAih6IBZgOkvTe+87qum9nz5kEymRJZth5v/3Yhi+gPtx4ehX1FaeT8bQlmKU2ZbdBG2+zxOCmaGFch5Vfp1EcF8fGHW4jYPL1OLPOnu2BPySpazDIDanyNaxqslf+ImsZNhhNmfrFYcRf71jM1Xe+ZvxrmH797ex3sFjl0A6NwMtkAammpvzmInyjB8LvXY7tw5bwSowC3uSWT7lHC8SHD5wTrzwIw/PDQH0wkqBDXdbH2cc9z+deLPBmW3nQ3TFynxbMgjrtsGkwWbYCZNgnTd1yNisIC970ZIEZ3/bNlCHo2NealysdNgH3OIO6ugzuTHljp0Bi/7fqpuWUDxMbqV71Ye6Y2ZW8UGuoGKtmX45SUlGXKqrEkjb+lg5SJLYhvqneAfnwzD5vampNfKGjaWwagJ9sCCtmoelkgRwk6s8U4qJEYeItDjNd4ICCDy0ETioIPfzAOyt0sH1Deqx8LAynQHd+9zIxzF6rakABGV9e3UI0jPqNte6vAbDfAHOwheIT+XkI5ePwcEejRKH61dA+6mihS76meft1aIaydoKE4Aj13Y+W73aBTvTa3mIRlD98FLNqR85wQj/IMPvhfh3npx9vFJo6n8tJjgRIvKdmr0VTF2abUUjcQJGBYseYqNzuM3RqQNPInQ5vfu2dxPUwS3InaB2IQ8EPo0eKddFlGNQmpCj68+d3ub/dHI/mY47jBhQH9FZABs8Az5t1rS05yTmwcNHFCufCpqPiiPEGv0mNAHUbwEyzJo7iJYPzXOZz5Zs8oH4r2xc9j7UL8mHw6HEuK+aIP5bIpQe+jMnH8yYDTZXs3WuQ1vQM6SSY71HNf6gUP6csJZdRcq3yqlwwAAuaKfVKiwx+UlFxvHl9dQbCHFOwuWq6rSu1R85XXV/lDccWQdeZQMaKUBle2V90A5/qoPvAKU52srUleNXonK8uxC5EMIAc758jaXm/Vikl+xXE+r1oPCLCmfHgfXMrQ2uNsPgAM5WinMH5KtKJBSsABEdHDg2JqzwMBoR/WBkN1Y6I0aYIvJ1MDsATWbLT1kwkjzbfceeBad88MiZyXiRp4t57y4cs1Nd0X0Wn8rmGExtCSneY86wnDslnvxylcmron4G6yMCvPe7/F1ZSqXw4tBHitk0TwvYIKpI2df9vHp4Pc9N0bWPv6MJ2YKElV+bUasAgjXGwq/8kRwmz1yr1WGP+zESZpIEAFwAjHkI51V6BdmxiSmNv9bn/GIuIhGlmCxF9XFWiJo4bOrsA+ykecg30Q05G31DolwClHYujjG8aXTQKnHNRkfTdzxUaHaLYR0BHj9PELIgfc0DxQr3jhlwJC15nRZfbtCIJDUg+oYsxFbmr5NBwrryz7vEolVH49JyGeUIb1Zdg4TKsIVoww82fD8v6HQf3YQ8bgYypnYWe/5N2Q67zyx9G2VtFiSYxw9ar2n/TB9ktArML48fkWpz6d+8yDN4NK/Vz42TXhjDmuiplUnEmJ5kOrDocSC/vD6TWDM1+K/zZT+s1RdUYUrWifT3E0cKl3/A44GmXqnIzgTkuR7XzXcWKoGg/Gax+XFnl69Ud6acmGoOPnnk53tjmLqesrqWivpAnpY6v98NW84GPDsExhuXO1dBiuuxnl/xh6bhE/z6UOCs9mImcs/1m4E31nBbcKOeon6r5g54hPEICWpG8lKcgpOhrSTuY6C4Sgy7hkSmO9gm9TCn9lllgskJfIQDxb/IS5CpUBo3ceo7ZBmk1bUYMFp/n3TYlCiYxZQvurLUg+GnS0Hxo3i7s1jMcJbZq3/zDhJ+OtRdbk8pxdyba7EO1LNRUB6Gi1l46My8S9AmdXf43YBZqiuXSENYr1yySVsXhu37qs7/X+cL0Sv9U+A0xaMzbWzP49KvyqG2EUpNhB8hZiS1WkRzTjnNJzFVOAqFKwL0ZDpEo3ZxJtL0diUEoOymUtQpexK9TMD6b9lybsMogD9TVFX7P3rRHb/0kV2kTKgWHwkBadmuHwJ+PHwpXLRWGV8cq0ZOvUuv2GhTVonzLXx4tHHgEons87LOgzcchzlJUl28t/m1L5g+e7AORdsLY7u10W3D7/z7ZQAXLxDhnihpMM0e6I4G5erO/9qnJpdrG1kx1X5O3yq+UsUb+8WYKr7qvmJFuhgxQ4D2oVo057PouzLBlzIB6JLQYT9InLpCyHdj6OVND/AlD6t+5cfQ0GwcHJR+xh+BWCgmwsx+74FTBMnlJmBuoecBKbk9qGDit3xD8Lw0ShRt3s64kREpdMTD7SqJjAMTpLLrlFKi4HN9PF8ncN9Sd+G46vm1ZZHGJlbeP08q9oDFyIi4eA8cSEmMEtqvPwNSJ3DdD6KQ8tlvxC6Asocx3v8d/LLo7AnUqCMiDatVlUd9/X5bl5hkY/TRz8UUlsN8qd0ecQG5ZsYQj12SRv/WI4tPmAY3Vm4kPigM42V/6V8aiKZm7onmUEroU63e0C4KjBHBC2VVHnL/z9h8id3o79UqeRk/neJKH4CEzZErBgFf5cS0AzCSFQjfIRv7tQbm35WEEufX8ig5BmGnwaVz2BlT+N3IQC052fYLOvWKvxULH0jz/GXrQXysz54Wzxy1utOhcmSg5LN1Olb/OjDRGeaxlfrBrB61Im1BJOljINtEljcNqj52MS/2ZORwG/ktgN9U5gfHmD78KdIj6gE/nySPTQulaXdudJueLRq3mHrS9Hw9hEhqjsdh/z66q3k4q6gvoamfuSUojekHYYXY50tH9wN/+yvtAYa5s9neOvGZD/t6GgeOJb9O6jJ47YeSgHh6pagnUIkuf8YJjAXpCYwAbcWnGFWAoxIhXu55Oq8PU5Zt12+tQOVDAlNRNeAxmfrSY0BMUmUAj23Er1PiSP5EHXqf+AN8TXjCqon5QTSCDgPepYIKaQekscmnmoUriWhRDmDke3KXALL7Gq4KN7UeHEctu/T5p9eEIRI6tbseU0bd/30qBxjuJivqZlNmzmbl8xj/DpdirpN5VEHEpreqexU2MlkF5gUHFIYwiw7KuxUb/8rkZvtPAmqQRA1m4lJ37yXXLNH1PItqiRSEu3mHil7hkQY8xFNsURoXJCmLA6/TcIX53WRah3M9GksWfBjfOlhuk3vCHSQnkr5rkpOGwgSu8ZeDE06BMeY1CsEihw3nGoafmOZp2mSVZEiYLaZBZHgdhwnQQZYjJmtlPsarJmb59oYr72psPsqJ77+4ubVx+pGWQAsLF6hx9vJwEkRlz309gURKkLamPZAscmcIu0M9jPB+Lngw+f4UJO2ZIG/TVkuEgV77JPeLgWl5UYcOa0qqcWhmICpNHem62reacxea54LXCAMcm1RyI/tJX9nTZR0I9vb3svE5cI5Qv0Adb11dlxKiYSGITBsCUsY495+c+n3P1OV1NgOOU9y9m1wCqs719ywcHc1LBWH/P5+ty/NVepDGS49XCybp3IkmoYq3E+Q9lGU0rP/3xf3ubsjMm2YfgcRwmYIa/rcf4LVtjI27YBX5bePhWAiW5OSMumxVCNAr7xGbiyRFruLtQ8vrM/CcFZNIgibe89xnJWBQIhqC+jK+VeWJvBunSHzq/rPZIcPhQoTO6Tym+QOmZBk7ioS0ZeUipYxNHMt/oVa0xMTOc3qL/SJB5KHHsosXdW++ixD6SHqk3bumHk/HmMqHPqzB9bkHr2GzocHBStJ9Upd1cs9KNTrAM1WZ+b8mVS4GWloon6lka8CML6p7MRs0zo8wXVYQsU2HEDW8MucOP5+lXQzQtCmGQ+3QMxCj3LgvoTo8DBbDgprc5bygFzPYyF/Wz949FwGcE/VdhLFmfjIrudkLbDhblFwULDefKBY/4JegoYjfLqVw2PfPz6fJq9dceU9HoQEj1tdfF86DbnCzpZVs8aWvnUkLUE0s7rR9X555qn45aEvQgK8JFSn4rl9ce8HEjD0oLOnhWDG5LqgaJxwU32ewWaM513q2nbBTjWpwcmjc7pFvJMusBDUTvtoI5POyxIebzR9Ol1PlihzqGZs1iiZSWm2BZ7jKYNfYyolPMSinGoMu92GV2rlBGNns+VUd/vf730pteebAh3p0iftARjxRs8Wrx646onAXSbLPoDMZ1WeGyH05tmHLj8XXKqAqK3gqqZsI4Rpny/HwyhnfSPRQfjzusCq9Jv4sIP82MPqdetKgf8ddzRPLy0/IwdSTGeU1KNXv1iaXJtrtUaAmuQeJ8DBNNsD9bSrs9KEf5um8/fmmauFnm9piL58CN6ngIKWzrOYBsuB+9XUCqiUaHiySHCnrpIw8KucWax5Ilf9nx8hZE7gf5zFCr63XHPxqdUiZaUmrDZJ8gUilm/mN/s9DDSqXR/RtQy87RhtfTW7EwKN7SlgVAqXQqnRtgltseLFhUM+gOBIIz/AYA4KQdOL27UoXnF23p7jvlkpY+4pvjt6gSQIlHFqfmzppFK1Bejj2Z4GmOt8CJM+Treo3iReb6J0j+kvAGfZMe0vmNji8s2CIWMfkJoSuRG7dB7ClKUmQ0+xdyIPNnYjaLH13l7HPwiNc9z2z95o4tVZGIp92kpeA+zks3LUqAyDE8GksBsM74bZhsScwCQuLmRpgIjG4YCybCTfgXbY8EVuCZl9bjJAjE3GYF8cmEQJ0sqI1VCbHU6fVtpBOnS9hvic7rb+4SJbjQsg/EYwgawbvlYwFp4XnA28nSQ5wZDnjjf/8cHbq3NbOLJgohCV86AlIWiBCDfP86WzCRinB2D0qX+PyxRMqnw11tYrF/obl+GsXwPbv34I+8fwhvIghV2N6j+0BY4PNKPNLNN9hmID+gyuY8dQf+YnfWABrpuyx/QkMeWXYiowdL4YsKrg+t4aofLiTuxPcRsxpqLWAu6wKQfkp0KlcBNZeYtAXf6KWpVdJci8/LbSUg030hOmdVeP5FncrloYaEctJ/WxamPh7wqa4hInPUhyIobtc0VjG5ko17N01Kg3kNd+/0cJocfjyIaLXe3AynQEgfsA+8zz/zorN7YIl4ffH4OhSnJJAVNZV+WR6UI3sYtrtbxcrZHeguvhCITJOT6Bm09o7kNTxy7su1xPOk4LOjCBKi5yYvzbHUWE4EA6GZ+VvxKjIq7qiMMUoRERV/PH39o58+iUt4nbq4txOtxXtcNrMY7fA9bd6D8Py7f6a0xtXgnIv2RV3H/Y18QILCjPiCP3z/H/14JpxHisArGflSAJNqdoidpk/pgNpBJ9TjbrncBJf8eo6HxNTy8K47+Q0gUxGyWq/CEZgfqISxSKkKpyw4TIhIz9CqFCztyVJBKLtdHwuW2lR1zZH4VukdYNTMxWSDbt1lg9b2ht85VIDY6zQJECY/7qVkCx3O2z+glE9lkmXQ5rdgCb7LprBoPW9ih4IMHMSRdsR/X1K39VaFZp+c2DCa84Lol+lXPjrWYavKq6psSyfQJvoJNvYDTE3Ud6zekSLxumrPWG5oMHlp2uCKCFTYZmIReikaTjfSYzRbr/fXNBWTEQWkn9FOBIxEn8V4PLxC4LcF3WVlZoxUfqRbwXZnukXRJOShnsFgAy0zmjbhERIKiMQVVmhwevpLv3mfO5eX/hA18gtbpJNr6zAOvMLOo+M5MAOBr4T7LO9ylhNXRy8CLK/8IMqZrJMHGtJMcGof0bYgsDXFVRPMu4XHdgKkXDz9877aEDb2zxmOiVwSMwfyKqUgUowD79bYPoeWzPKw1GeRwzD482DMx00sDo0R813KuQwCvRpzMGeE9rTLmDtB61kHCbuIlppq+H/OsJXNfOPP7BjeoMZpQ8Keq74bFGYfWAzXb6J9mCAmwHT4yg6Cy0m/4D+yiaxgxvR4MDSGlGQSUTLVUaIxXinFjS/Kb4kZnYhrlkQ0BUf2JZvuAvk4eOuk/ho2y9o13wampSVZXx1h6Xc9e5EHm/lORDK4VhxmghT+yVMEvzZ+UcFvjqFgMZ++DT9abs8a9TcRo/neKHZNh6ery8mvZNSSW/EsMibtWQAS7gZpYlAMkygKGMUmGPPc5D6PAzYEcBjlY9Bia8YF6MJ6zlrBbg5618/KyRi1irl+y7thtN9pG1IPB2wnJ4OFfBQ/U3NWJPuQVOiqtoMDmbcolJSfH06gZoo1W+4wURLipu/HrXcPlnoQoDHwQq67ty0RTV3OWpb3JESQhULjsbV64FMOIglCVJmfJuGtD3l9iW5hTQxs7onThv/vsrhfQj1dIW45GfhYw2NsJCmUasltwlUIX7Dyadb3Px+3OUgC+Dw/Ek4xbfqNZaY42/SIecn4bvDGj91FFvZvu/m4dVY9b6XHn4HY1gBhNyngHSatrHYph9rDfi/8U1R3YQz3neDTV8BF/7OrrN5um6z7VV4xMRB8LLWkHUKv+RR65cHSg7+va/yWyjFxY4EMLBgw8CxQFdVyGZvnf3QX/EBY5r0vkltG8HHhRfKNRBOqCVaItFAnZRgiewgb/MmmrazBb85SFR8O+0/8VwUO78TIFPmKMkl/rBJRzAlGBDb74zvO8BX+Bet8zVDUnMaCg+rG9udbUSC7vJIyBQFeAi8gQ/0k/L79poUzSntkCuqdR1PFhK9kKxnCcO8dkPD2fGo78iifsm1lam4KL9Qkj3OmCxfXpPCE62IdpbCD3hkQdWzswl21H75XS1o71v4NdHCfEefIR4Q8CS+q3m62s7AzJo330UmVEQ425VpRj7NfeVYz2OKT87B3+dFi5OWpcLV3CtTPuu3LxMZ92Vq08C59X687jQlYgrVkDiS7bvkXm51uIpbJy3Q2olCzcHA7VBQVMJv4yNa8Bv6z6pD5XeahKYrbhZ15Gv48F0oEQZSwyoMOJJ+6C9ikGbXxuUcBTdQ9BQ5R+U3+06xKr4JcYLiHXy96/dJnqy697pbZs5lj6FZvlznmAeMpiF3UDF0VnZuNbhjP8SXgJXtPqeipZ13YlBgsKDKY4wHqGcghPEW2qyxMg7kR7uuKfMpUIFhudgxbSqO2PY93JjApSS/UvLzuf2bcvyoht+ruQb2njZPQ0SRjXwVmc1vbQ/21c+DhbwntPqNB0OptImbAjuzH8lOvkmkqLVvRVGKyJ/auFbco7kNHhDx7H1ldyzJzzHKq7jb1orzFAQL6ejI5QPWqXy/MLufL78cx6qt/x7n1p6yeP06DprXzfb7X3x8P8awz5Sc4/l6+4aGZxEbuxgya6VCVmuoV36HH6lr+YxYvxp77Qw4kZd2fVEE5oX2Jt6ReC28zOLi60mCrgFt5YjtZbVBJPLn8YxpfWaghmqNrtF9N/HWTJab98PhqUH3l9qZd8KDDu4mzsA4AVydtKdUpgJaJFnMQmey1E0QZjBIM92uU/V7J7+JAqzDi1YQjjlaul3zG6+Jmoq+Hih66TDh+nDFZGCsM/nH7knliK5ZeaYMgSvVPalxCbKMQuSGb/RvuKULXK+ZXCBVPV7yqNd0vYGL2+UMOvMIqhzpPOjmmR5smJC/Ur8w6ld6YTd2GZdaS16Trwx6x8/4wo6d2nXrDjJQfTgf4zSfJOMx3gDaQTTDMDd6YNwszaRyRyuYWPJVAZ4plhsgz6iOgRlzoc3tUC2zlv43hJrUxlyS2CL1S4u6c0+LONBfqRdbRA+0sLZDrdwMGV2F6TcOCBE9zNf6LvQzVQujShIcYnpqaR6te0AA54JvLdinNMzv4B/d8/2UuTeMCWH7sqhpszgUDM13hAKq/iKCYrLJmD8k+fgTE9CAQB37oVSLV4e8qrzRTneHuxoFjKMw7zpIU73PWWeYGJgD6HLLSb+Cc6smFfNt8reJBCj2+vGE9ur9NGvmTg0yQuWjNf7uX+D5SIjZqHNpluWaS5qKZAAcPp4jgPwcX5uHfoIrVDdk0TDdujab8oBORND2pdQhwTokKq+Np6oaQih48vpiku4s5jgirRk7dNf0GofI6vij4eWzabynXh1oR0Hiw/5sCtXBnFgogi/b2vicnu34FiMzqNiAU1bTArDwVPHpqoUvEynTQ3N/dv153BlMtrciNDSjYpu2dJl6zxywIYG3ILyoECNB5hjS3uzANMGAuJCqNLp+JY/7XWc10k6mFQLrzG5I5m+r2vH/TXjCB20VPNll8wm8+EKPpPiZeHJeW0fmbXeDoHthnnU6Quy3d/Rm966GFVPbjOS9EyxxxCWISPwTJXrAU+rkUPMydMfIK+JxPFhXoAb5/U6K7goIMzx2gsxMoXzCEQ2XoTiHeyaUOqA/3RoexSZD8mjxkA5U5U1SDPOSXxtn45ZoKaDbzFPrXFzE1AHR0oiWcNDzDbWQ4TVCJZf3vrsaWBhoY+8ay1o8SVLfuSI3JVvl0a83BpcuVm8tPnIw9z5pQ/bsEG5oe6+FZW+VqxvqBue6jBLgSsQeM4w1IbZSV4tyQDBH9JGPoMzrHGoCs4pweW5B3W13rqi0w9oBjbYudhiztf1ThZsFtepVIXar+wptumuxmaUzGQovB3BxDz7oy4LPxKAK55V9eWT3DBdp3hDPKaE+Ie1jd8gCx/f+9U5HW2Hum9NPFnjG6c6MBE5l34FlHpjyJxA80XVpyvC2WCtcazCm6Tvk10i4UrCBAwikmXeMDQKxDN1Z3+QtU4vgSCpvf6/RMuvHPdvSUXcTK7gaykBKmMQgp78PbTUtqHQExSOD6IZZcjAm3G3wVRLdtv4Meg4+RTI5zAC10ENduVvlwBtWyXkgCn7PJOlRKUCcTEwGJKTycEyaFqTAbGEiqHGcr+k26Ky2eUoxjZzbdy3z7ZoMjywQDc2/LZZ9q8/OfEM6ULtPVsuApolG80G7fh8G3/6hBaG05m75ybDm6Z6Nb5KcczhKdsNNKRIohrFWtcSHWccLF2i2nW27YclbU2uLLDt+4Vp1m3gwP2/jgFNKeFhv08uI/LZkhDLt5vCX+asjRFUFxcXCkRfzjRF3wdVPXNMN1bSBi8Bgas4/lhAisVFvbLgutZcpMB7EIsMy0HoIhmtgSkXXVZ9v1ZJQeRRJVz+nrXc3XxpgUGZsC8dh58ArxUKTbfcm/YPnc4NjXC12D/TGLuJM4gjSNh8SDBbSCBSHtM8P5M4Owqt8RdQAGYJNWYsbL5Eteggh8OhzI2b//P2gMWxn/m87NUBAVFnRryn4imPXwiN0BXGRkxuHITR+kFgYatt2wc+PRD4BwBdVgCQWh8INQqWXVaj5U/Wb+kkkU7372iVDK6VG/8KKENTz6cqbhwzvIbeb/YMnxOQ2LCyk+6CseaeSqHsQ9W2gFhG8LNUWKs5OcJjV6BfyOk6PfvdyzjDE/hz6qK7xLI8vElbOZyyCYZhpnhRGUVyYQYeqX2S/Ywi3BZdNLFmUwwGq8izQ4rq5ieE85lI6i8uh32y5Q/LaL4S5Ea+/vlxFbPonQMRPjxizR0YNODfzN+CUeWWvICfQGJQuBVczZP89Ah6QKmPP0yJLwuBvaTUVU5UwlHENv8ZFMV2ioKXtCer0hcXfe72z6Mx0P5sSbHfeTzEy/frLq3fIEzQPmJHyFFiqULNrw9jiraaPYvw4x6YKL2NcbuhKCeS3mKelt8wYG4zdCSojIY6mhZv8X/o7FqyClIeBkTgj3B1teH234yXTsAiSg3RLS0s0f952/j8gc3YcOJTWRnHObqpSr//iu/6jD5CZfCr7GL/dB3vvvCaZZyyvIOg8jD2YaSOMgFzYgl/5j3ElOINqL0JMJCZKq4vPtY6p7GAwIEGtgZQJ7reDCPiEbiHGks9ZpydV32ZzQuwz/CNc3Lj4mf+9s8BxKNwh0tTQzJ8zB/EPMpy851dQQItt+wyvVqy+Rp8oWUhMsa92j3UUVulnn0FRskLPI6ByJ6wNYWPU/SF9JBHteKqEN61O3N2hCvdMuAzEQc/c88tb5gxCu9SR3lSaKqJSn4kKOaeZanHxfe71soNTCDDo028SUq/tWcCnvjfyEJZS49Ddplswss21/qTr8EX4hE197J1HA2NhUo+KUpZHNWMh+ymD24n+36EPyYWlCblxQbli3L6GvyLSFew4anX/oKheSt/5NCu0+EHM/77EFSsWcMLy1+dxfWyE49YcAcjLoRc2w8KCMbOTlA8D2Cq3SwfDBO58Qd3KC/BAolT4836UYcEZaYsgNCSop6wd+WJQSvD6xyWtt6hquKjpFr7Hj0npXILe4upCrwv+xhMAoxLs76epI1DisyhEEG5CfFeAod/KnrFMfpT9MuY2VxvuPBFyAFMsXanhnHvwE5W3fxb29WLsalqUJ1c5Hjq/eRzN9j1xV6u8Q3QaX0pgNwD8QSpDtgc+vMNT1EKQip86YQbOqQ7eA9Fozq/30KfnJ3bq/OhuJc2E215iHwW7vXeM1N4bgUSdW/ecYzZe4S9HlXvrqdUrmSX7/QIGS2+iDZKU1B1x6n3cXtsq9JIdnLF7vNDMwfjAA7GhuEDH+Gi3WeoEbrw/Kh8me2jaJ7kfbwD67SWcs83Hrj6MAfmbOSoPcAKOoCVl3WF7p4lxIHVNJFdn4z9sgF3V0wfyeBhwxUUYuuFlXd+ONE6IFu5hpTgEGYABytipswHHnAFLCeQQTPvv4JaQue01XJcfX+XGU7o22u2knm6LDWbCuma87e6rbSBt66gWN0pFO9C4bNSP/ztwiozCp44qHOGW1ziVbp29mhrQahkr8HQK99+7pCg6TbE9Ol4AH6mWAJ4Ru4KkpCTZZjekeo1ghOUZQ8nZYxMb0QoNPg61GGfQeXMPn4H0f5dG3v/db6MClqWxiECN6oYftZt1Q55JL3vJI3GMprGcdEJKLqw5ZAQU3zRykSdhJ9b4NJxJ3ICB+rD9ia3uGDCGxj9JCHyp8rJeKlObC7seclEq3eYjGkp1F2ZmxkdMBehXr3HSNnfUh3ek8g7oWUq2w1dnBpKPDCYUX/gW2IXuxmcJRw6N11g/JKKuS2KdA6gVv9hHdz9WCOP0/pF2Xzx1hYXmiAOZuaLcOlF/+MO04V2e1ibYpxPrzm6JKyDH0UcQv+alTU5vQ6s3q2RmfvYb0V2yQoNS4M7eTuSduskx/IYQLKBtvUd2YvhjNahUayM1KG/CXAJakCNx7LRTqJQeuHb5AkzVlJ9u5EP851yK8QrChCa3Xwf96Bc3zCB86q0rmJZkUEXurRZbnzoTJsV31XFd1FPFo5M+c/lrPvCNZpVXO5UokEkC+FZ/kF1M1/fJLg6WKRVte8Cn4tVEmIGqQsiGk6FIrY/mFVLr6ZVJ4gv5UOemEyDBQL8xeJAgbJ9vuKIm9jpA+rZHDnTa59n6ShOB/huaNWWw34+mfOSPNDcPlS6NhGW/myzqcLQ27f7gZgOmsz+qLc8nh4amFx0sq0IrRkZ+MLV91KSRZp7PdH7K9Ybf1J06wyPc9yztDO2Uo/9/ehZgEm3ZD1aNNF0ZSGraUDKuzC9CyHrFcMmE8Wdrim8uk1co43on9I/0bwCLWqJF7t22hNenaoK8BrSIQSB/5WBgDSDdOh3qxZ+eLwfV6yBb8hXgmTFwnvsu/HC4jahVbG6Xt4nxe2NnSbc/8eNHUD3RBEkukOd/MzZJm64hNEtIIa4j2y49GxllcGHM9dwLwU4WJveicLrrSyRCVH8bJIKPfIxJXKJyBZMfc+9jsCnKxFwu93zWaXuLGB8FSFnrCbCxyxUQTjenLdpQL/xdTvPDjU+qc685gwhZ0NpHMThYSfn18fKHSJa2DFmpU6f/KyH9L7H5DoLj3U9kJ2INJf9rKJjOuNr8o9kXCXdVzFC+tncRatlMStnzO4yOySHvy04S+2kctu6IXnmB85azIPQ3jGxN+5ioran6RJ/IWuwwVVIsf4ZNHlgA49SbZnABkQK19tmoY6hm2kAmYM5jJZVDxbPkZnh/I9EfMsahfYaBp2zDYtaji5bMLX0JHomWjJGTT7/5gDbbZ0q8xlgME3bE2YSw7pX1v2lpoU9Gdar6DuSVYTsas9IBbGbQf0KOT0X2xH88AtPs2bKP0bi7rwJkws/qJzjssHQpMzAbgI0rbJBfLtggAbgUGNG6BkANoAh2D3EzDhzCOQiQPfXrDamVy/XEd41AZdv9wltcdLQJAAASwGR3nrtPiAAwYRzVJknpnjv9MjwWrsB3yJI8ZUy7FGp1pkOKCdsvcwznCVRnRlB66xZ1LeO0FJWLNCT/m+9MEPUBs286tOgt+F3E54476JeLO3NpHRnq3ID3iTiW7sQGtdqvim8nclguvu3u3DlfiEb1ZXwggGw2hs91ufooA76su6rMbYurITlfWidBj2K1pBy3CHbiICvgT82zHPUuUwZZWQ78SgBNSYgGId2H28Sp/Zq9D1tqxMJYXMWg6eQHlUDlt82eNf3IDqgEpnvFIMhK3EKQKz8KEO0k48kEDjbiwL5ugB1w5fTQAHxtB7C45U7zGKEn3xxaXk10Csy+7W6FtJTPcgV9q/41l1tCTNJxq6Hn5zwjZYAYAeUqjs8t09jDj7CCu8WzqtbMO5xsfx2FB4cUEIVI8Fien6XtyXxRBqnOLz2K0R0ntPr37TNuhHveObHSM5a4JEfQnPU0wmE90FRx4BnZtY4WusaFkNxcq9FxTbscmSeeUQFX+aptIwsrytz2cNhgOcZedTAVtL9NNkNpOpcLWeMOQgJCnGh+J5sWLMkUtuuJGnqwMXoISUPQVnYO+bEqQSr3kHP7D4GSPcRrzIvYkUzXATBQVlmaQ4qtSDWbGBJHdXeQpkuB/cCeqEFkKowteb9/x+MyuETvqxB1euf1oDPoklrWzT38JMnqcUWXUpdToiaCZ0nZussCzLX4/UxL92QXoET6z0i9kbHNKeYz+7FjNT/tpHQZAMNV5dJhUtiPJV4So4SDx5VNqPVRVhJyLfQAozcD3Hnc6e2Q/cB7vJu8ajv2j+3tQL0jZrBAZEh1nl/y3yptGdURVZAvWihmYs1WQpjPoa3KXbwtuoH+fT4khJi22VT1VHBJNP+U+Q1D+FwH+0ic/RwDHynX/0015uZmZ7wtvx3WkPmv8slZsOe214G2nEqFiD1aqQsC+PXRTqGvwdnZ3dWE179zgmOtEAPp2G1Zn+D0HCARkpNW2qfKdXJHuPZM/HsVhoY16lfy8QKKNH2pVJUPiCfARQw+sh3ILofO0Cs6ZV9NIafZfv7osrn5f3tq1dmB1SiFhXwtvcOkpPA/P53SHcEIqECJ35Oi4vOo7Dc9YBm40mGdM2c/W27HHGY6yzW0btbJPLs5GqvrRY+fwqEMUHGCHv7qEN7n3vl33f1vsk2O6dc+5ANLKm7X3wpJHXvsNOnXanCHuVW6uTV1Hyr89HB3RTxgeKEfDieqmUrWa6FdXmXqrJnLpgmHR/u7MPB+ytzLOPhn62BvYcVUJNv+57MYHkmgxhIHKQYqvCbFd3rO6RdHfncjRp8DffhT/f7hwpnwbE5zwhhT99aBW99bD84ze8mNRWVTcUGnVyvQecHnebVFimFIXjP23nxPX4wapnjXtj0V+G9jO20e2nweEPPbqqN16idZphuUp0lbcOtOJ4s78wCy3AV8469Axo9kQYd24EDJlPRDfiKf3z7tFDFkxYN362L2aUoizabCL5jbW8N0EZT8hMUzSMvnNIShTJVCkzMlI7AgN4r9Vc8WFXggj7eS9Mqzp5r7UdELxUy8VUYbQxNt7XwhCTLq31n2nz2eVrMlyJl0eT6C00sZVm9ZTu+XczURZb/ZWBCaYNK+T7QZ30TFG/ZtJd3nGSMcoEaxQ+cfuKQ5bHfXN9/4b2mOfFVRt9rzJV2Hvx+LPsdykTpwhx9rX7oFIOvEIKi0qbNKnRBeojULQd1WJ8FWRUo/NsU3uv2IRmtoDlwadMBRdLXvIUO04mpwfjYHtjnwWvEWpYpmSw7PMY0YuTdfGpP9BkCYWQKl/Wv8yrPEsuPeLKnbcokXIYHH7b03IKtH39PK0D330yXYjrmejLIugMrSID1IKDxDbrAcolr2+rzMSh3Nft+p7RzDW5TbKND0j8gxeHWRJunZKlsP9XrgAeuFcsw+foZ5ZysYOJV8EUAWpa38/PiQb+NRZqoL/1nyTpPaofuWul8whXUeQIH7VjaTJh4Llf1a7HlI2eaSnWvXHFOshEot/BBDh0HRcB+Hrj68Ce3YVFR8MMs7uZrsC2w16ak9oNcXiXUl/8atJd8ZDNZ+v2nlxM8oTYMCrE5Zu9TSVYLvI2h9Kv2w+aOMClRLSdPdgZ1RLkYJGCybTc+8nWnj07Vz9o8jD7X8XOJgn9c7GhNPPxzjP75s56jOwR6UC5SAL7Vj9fCH2TLbQmP5dyOUiMMvHmZ2wiHyBNwZPKHqtgAOwlD762z4HD6it0gYKjky4uzNDzAZim7NAW/4rDLECavichoY+EVKgvA/T2tPddsfKXlPd1zlwTDpz/N/SdGOBnKu8iKigg8fsNj+tbwSXdhlRHUGvbNsirQJpWb7RxNFSerePb1zgIOaBHuZ88tNP3nRuwT3ZOUg9CcozocUb+b67t5JSJ+1l+mp+ZLJOpCAXMXLrBjyTDA9x4gox6SkvB5isQNovQt+WbEDpzLuIfHW6AC/qTh2rCpkiGh+55MonQy4Lv6LT3gxnP058lgW3fWEmHSvS3A4t091ncPo6gtwYhYiEbhgYhMoWsNDobSOoEwFvgjDSIqkE9xcVVHE9R1WmyDjtdoYwCuJXwdQT3h1iq34LIw7+0qYTExThrcEGk7fvZYUCbb+1SJ/+RFI9cjsVX08ExYTilxd0891CKpdhE0BvhIr7ptHVXTz1wrW8Tl7scZg5iOS+WJ2Lx7U5SSHtkbLx/j74PrxxQS7GuIhMrdFfgVLyCKew6SB8zFbiMhv1xlCz9j82mdozvzQyFpAE2LoKvvidr2p3RseOT85eacgcL0q6kmVSz7oHU6hbIfS4McsPZ9l4E0yPSxfNztT9QzEO7Lw/LfIFt1mREmQW178dHBvGenIgMeqcac4R200omICZ/chGbb/tVY601aJ4xMMhKqTcZEnN0F8xMM4Lv732CJfbgRp8+tk9dohvQPQVwQ+cqBlMM2PXad5oELaXjEBH0859G+ndyT9/3gq1UxLqRooKtxAzvhQHG+s7Pl7P3izUW3PQ/FHt211DmK4cVgDRZ0xPqN5ty6Pdj0cJfKOAHlb7WlshfsG+PmSUeXGfBMJIggBUCIWVEtdQTv0+BAqkWCw0oy7nV6ML9Fpy/Eqw6kUC8HV9gLK2h8N/mUI00nraf/fbXP6KoAibI6WS4b4+hbVOaipc6/k/CKExt+PMYGX2VVgnPCf7+fTu16X6sN5fXwBR3nsNJZmyYjIVOt3pNIYMo++oD1/CVf6YGb4W44IATkPTmYODY7fEUrHg7gGTd4XC1u/PHolSCRY0F4A4Dhqhqimn+IOEMfRLi/1S7na0Qvxc1gepg8vDjdQsk0kOSkonw/zPIzEZledlr76Ag6flihjCfnkv7Qx29BOa0FTdTi7g+P0c1FZFFXRNSydJkMgO4ecLdb9RVyHwQ1cLvuC0H7++e+Ow5yE5VG1ngTr07KnamxJZ4pJhOQb0y7FhAUIMtkVzWx63uVoAIGkSurKgWf5s6fXEsuOlchyaBl8OhCmhy+oNyKuNgyR/SRvNL/Em0NKpIAN1c0yT11rwht3mVvQvA6IBxo9w+JfCu+wz9GGsYuCbuS1C/Ei9VGvYPKUwtj3jdTUZbhfB9YTBu31OgaDxjDLuCTreY9r8v/3M7Efzl1S9fwUZuMY5afE1DZY+N3s9Z9K1EQHYrh2A3TLqfM4UnAZMWukwEmg+y61Ota5hHlYw/ZaNVVT9mj2F9pLLu2ha8tlw6sWp8KMC9kLXRnrc8vILFMm+2txcLNrhFbwapU4BzaKJcDf6gfmsA9i/IqfCFPuLgo5r1Wsh8O+jk/ZcBepKkQ7fhUoP6ayFPlM0DrXr5oDKJFhYGLN6QFEVN5iF/AmlqIfCg7Eca8Al2t+j8iBON2+yasyHdScvAfbr9ZS2glficKZ1CtJbFEOj6VCS3r3hMJljckkuD3S8sjtlXyu8kDpQDHuih1RfTaczSCA5uEuAZUsv90QgYobrCeX6kMH2aUUitIlYw7lSFBqXPaUgJy+IQG1I7wi2lqSmrlBeVatBrfEPO7Jr/gFDHQBcLT8YPfMfTras97wQSaX8lQJuTAZjZ3ducMDvqEVhteIW+spFrVP5/JZhsk2MfzaZpW2Ncs0Avt27McYXAsLpkBsl5ws+zu75F2oJid7jfd+SGa+d1UVqq8eY6xRJtcb+EZ8V5nr+WBcuSawX97Jw8tYry/p/tJ7LaXbDw4VtOrzUxZb9lEXHP7k7IblnXHo9vERuhkIqs6rnYECksx32SOqFQLWx/Uzfwtavlsg9YvD3/TQ5QS84Ok3uuFc79IyDiD55yBDJKAXUG3k4bLzOtmpDr99tMfZ1D2NIH/WebSmk2K+y14R2rC5uNMnm9B4x5Y9fv3bvx236i5JZ2dovHg3wSTlkLKsedcULXY0areQNKUWjMSHv92o1OxlCs3B+C7v5ARLygL23ygou9p8A/dJLDGHzdw9mRePZI6Kjymv0MfgNBhobYYFe8iFT2FRyC/XPp8sweNyM5BcxhFvdswDUxOQt+aO8Viwpg5sX5PyppM4+cIJ8AYlTDnZx+PF3DuMiWDpzvU16mdMy6igUuMwto+79wkeUZOVJxipz9TKmZQj7AqGkJDHIX8AYoI/iUuC7jW1b9tPfry3D1IJTS+hG2rSUXApOQyR9+fGyIhT23cSd6RMewjwYPJ8OetwfT46DDyJlgcXEpSUXV0yNj1v9J7iiCmcQUpZdtiUDfhQIJmJSiNyZG9zeE60I8sT3MsnIhtEHCHTDHcN5rBxWuHtVj00p7FbpJ9Y15EDm2e9D1xdSAyYUq+B4EbDcc8/5vmVd10Lr3qH+7actukDKwdjMjMzA7DhshKG6q9+MlcNZtWDkZlkh8ALelIRIfcztwmSax/l/LWFdVXOTgzzEicEyx0wnXbyl7QT09WTDgtkEvtEZ+ECqMQq8BI7VH8h9yeUlpVK48DvIZPGo4+QcR+vZgk/dQLCgCPssPNppkuSD/aCw4ojVAxrrbu3ziA0R2CJVR0kgpPf7H+KdVzIkHpdDNXeTr+ZEJw9Gn0px0Z/+yNiC9omq0bt2ejTNLG+7S+Vp08bqTDQCqmA5mrS3zzuy3ocMk/JthmAlUByp4/3FWzjyr9LSEDaJEZwDOZrMkqsLNaGk6OXSwA+0u7ZnjkLXF5/HJ3FYqtQFEU/iAFuQyx4cJ2hwd2//tE3bxu4nLv3WkkDOEjPc6y4075Z6JV34pwC6PRtvz9eWqeFQSMg3hHzA5pX+S7hexHlGihLFYAQ1ughXckqNPJ2+MWcl0ereS40gTh/xYQmFR1+vI+NEDgtpIUTlHeCJawEofW9Lpn/6iSvQQ2wpTAud8qIgUWMEcqYnopvalzF6kKMOeCwhGM3DqoWef5Yxi+jhkK8+izzAa+i8T8677gIy/jp8nc3y3RhhN8PMb62nMPOZ/piQG2uyeYZbCLuJ2VcVJHpCSp4eefkWnRfkESQ2CnwkRqr9wOkgFEhvx/Bh9Qlny87Ilw+hDu6mI6TzF4xrss5bqLzRdyv5Fz2sIHkSFBmo31Y0TCWzPTci8stjc9pJ6LaYXe4ofpgT3/fJWvl2neJPsqOphtj2LrmbCy8VRpuZ9OHJ0AWxrIPoMLAfbmI/UCTD+C2XpntmwVtBg8T9TlLRXeoRs3M543GCjMnb1a7bF5MewLZUwwMCCAfG33krxB6HBheMUzLevVsctMYkRJt25OyMZbaB9d6L6XX7bcqJLoIqan7Jd7906RQ00UWLi0g6DMfUmgHPY8EzUpA+N3udfCs2r4J9EPMLpZF3i3Z+JwkHc9iQz1XQeZY8bAz3og9yG++yLB1+1hTNv7lBoo9eT6qq0ZY0DyYS00Pemye1lscUQZM3ZgB2NRn3d+Dbsxlgq23qfe2PmgX/fQI5K+Fua7+2pzqC2RrgTO6huwmxbv3RPlRD0Ni+Ez6GsnrXvIJeMPHICiXB3BeFXoWI17VoSh29bUr4WRb2H9tfpHHlb/qHu3KvOHFQs3p0nxP6JdFLyY2Q3kVfKlEvpnig2lOPVx3uYQOt130CEma3kQXWJ0TvT1W3yeRlNqJExz+uxNtv2Ic/cEIziWhDzY74yIekhOpmrO86o2tO4aAMU777wGupMxeSRulMEvkrtjRwLjRbvgLhLyBEQtlWup5GReQXFSb8peV13X0AQ5YTPb0mLEoMOaIlXig4i8dZyGaJgKYzfZdu4UivQRf2porXSgOoHGvRy+iQkhgXG1mF5PwQmEMJ7G6kbHZSDp11zzWYEiTwGvY7RER+kQCx+clHy9h2nHlNwjH4xz3/qjif7PQ2r4H1Ap+f0aXTDYgWm84JFJGh6L44KHIPC6jNqHGbsIc+vHhgNiLnvKOwj3Z3eoLMwlmV8MjdYNpcSQsynVER8RwYjLDAAfbK95AJkfxaRaFABAMYh+SliGuDFYLQroc2PumwdkAbJbgreTSMCcgQXf/WjHslUgwCg1vHXWcSr+nXUkPoZtossUqmwhiHZLoDasIYXEwwvHoyykKIhTXPq/p+6RgjRtD5y+sgFwdhGdmn1+WexpQ32KBOkmy17zH1rL6MpxMOr3P2NBhs7wypgUbLXwlWc97efyCj7gc8BqAqW7iiJV3i0EJTNJ8uv4yyPmzTAecVvpgqN/1R9h3rJtYFpoPJnaVFrW8rH5mW/pUBNjNtO4klHj++O8NMt+lMP7u7r/JleqmiXu1HIVza7+SqeJWuNLtasBEUDHExpCQAiGVGIqRz+DDEYzHNKU1KRVnL22QefX5pYHa23K8fqbRKeSioHcqRHqv+bRLiq5fo4t0jhtpa0VAnqxwTLYkikBRWADli7SuwVmGetuHHyoAry+EW7RaLkJcQddHINcGL/x6GiiXu8JeX0VhV/cQQYjITmbZwkS7TROP6IsmnS+avXIhA4AqLQCnwGZ0VD2xc0szfosrATvpAtOswtgniz+SZrQhCX5JNiXIDwtCRiR+p+48+HVgy/AljOX7WdywWindjlAqwykZd+rDCV2CTVYV9GWNRZKTkuNrUvBnQbz2s/19VcOMybCsjmQGclCnzeFblFSqMvMnmh0X16BThGL9AoLXLch6GF2YT53Tmf3GULhk/ABc7vCfun3CTZ4FVz545AI1QnK6k77T41ldb5yIfoC4R72FC9wnkLjyhELqYqCTA2A9mPIrmHkZ7aodL3/yd10EAQu0azXD+ytstQSTFszzy5wybgtJyE2EMJq5wNmR1akS/qPzc+ZJ7/6xPazzj/LppeCHPCHG6RV6Zqei1yWc7bsf7E3JhDDd0ci2+nGcZ++sqUP5pc+RjPhy3RiSrawtTQJyWbAMhfJ1ckQrmJ3ckwarnxcQ2VFabPWDDQ+Yyzc3ArHAWp3DjwZvLuoDy+UIHDbbH02YtdL6iEIsI/vDQoj6eik36o5qNHD0oT43agvTtbXvYdq89QP9KSbvFU18Rp261gOX7umxTBSIFIgaVbLluy60XTtUOTX3H471G5Ak5u7R07rlb20VwpJlJVos6VW5HnAUVSTMDSHpbqc3Y5zKLbnY1eHoO+x8HbEib6DhYBAvRbDMMimgq40BvJqyounOEEDEECa8dmmBqg0SwV+Vrp3Ppj9XJOqSt7AzQcwJZ+CdtiFQK5S0WR0qgQqO1PU50KthPfFR9whNso+uPwQvmEqs6tUwiwng+uzx14l868R52UH2m0aEqKTiCPwayosU0zAkupkTL3aRHHHUMD+5mIi4zN1ERT2gP7scdjTHV6poJ1esl7AgqpBPI0VlL8J7mpEF4U/q5KjwcavAlb6cJgO9+XSn6whjWxxa71dfvA9jTW8cKm++CQ+vKYcZS9U0EDWY8CLZ/qyWH3DquJEJwtyxtMLEpVfE93czpZfDZx4DtFtI311oW4bpnZrd03gSY5LD0TKUlKSCeOe0EOUniPlRPPY6V7xlHByC9hylpqROCYpALddup02efd1tI4JxMWCeOnn7y2yBjMYPUWcnwnVAi3oS/pyZglkIM/R79FkuYsO8dZpzpdz2STfkdsXjs2G55UJ+W1MN1jy8umu7Bl2hTv/Yo0d28bEQmO7BBYktKLryrlE+ocmI7j5nv+AVX1Oadf9VjvPomGY5zOQhG45sj5+TQvr80sPHtmjvNxpXnKRfaLuwJgkFqymmfpAIVUoEp0OCerzc+XSLLZ+6JhDkioGMMkICK1VUEvYfn+Bytqaw8zcMrLTACsum9FMN5SEGmQimXwfUgL4bXP0Ro/SLtzJF/VBSfncEBnRfZEzN36C/8ySnzfa2D658AuLbb5HeU5ySJL8PK9FvLyne21jAKLOQm9TfxQexhAHyCO6AJOWHpTgnlRBPEThbIFqZrTE4OcFtCI+I+YjDt+TV7Xf2pHHCLeVR3N/t9nkTfv266bC7Gr5us6K/zMsvR0oNUWn1srvN3PFW69XpXrYf1jBjNcGKDZwQ70fiSr3kXs+c2f1dSo/Spbqtl/SHKTI8UyJA48xOy4LlmzyWrifwbj8EqAVjeYmcbqkUSu9WD9ljjYbZseSxM6jSLwZUSLmwBoaayhpxi7XOz8MvunIXfXWbtXoQp/Dk7gUwDFdvAqQwUn595Q5Rx53sDRtQJ8x4juJfrIWFLp+7toPwum8JhdDpW7WO02oteRJR73S/G+XXEC188ot1EH2e3uQy519zvTGWfPDxw2tcCQAPzbF3N9anOmfImnkzn06oLiAl4wdC6QzPVOPunQK6nNQY96tirSGQzoBwnwKJtJijixtxoosH82JT1kOyzxSGs8qB6gTEwq0TGPjNq5DtMwafYb0VKlGm5FF7FzMjA8wt1SPXD7xRsrQ0ipHcjWyrgTHXP7ij5fhRTlcmDL95mF8rExeZtrT24Fgn8JKV32ruic3TekNDl4kOPftY1Nw3n7QjGaAjultKmlirGU5DanCPXsXA5BvV2stHFIpf61Byq/BuIjlgFwrZAD4ItMsTUL6z6huu8kGitDjnHlhzYewJ2l1kJrZ8riYJAWoTRsrUU9Ar0PL01C7l2JLqEkpqhWxdbSUdD935kZ4JIZ4B72+CXGJzSJeZv64NHRwoBNEUQhh8bc1p4klj++F9+dLO35b//dCBjZvJb1m3OLMAK+dfpXeehZ0JeAyYK0yVFp8hsOi8You4CiE4rYZE/nSudzW9pdONivXwk2G+yl3B2hjAJABuXXQmxQ7hI9yA1aj0iAxAZSG4nj3nH8aqPIRHucT5SU3VhwWyUvEaHa/W/NZPs0/KgdPARIM4FCwRvi87gaqSlfWE3aged5H+ht3xMVDUibubw/urMBNlEka/8akE2YfyyfnhGzcdM8YUChmyX8MkY4HASVGFuFp3IXpl7GvEoYl3r3y1neVHuR+gXB8jBsWsR+pv6/tStN6bnsiTvkwS4oLM4UhPtAHsB9qytSNO5+8eUZdX0EHjdHXa0S18TH2BxD+DGSboZ8XF9xtJMT3HL4NusoUltFDHWVecYpfnYCrlt/KNsQn7JVJJHMhERXfWKZMHS/Dn84DL5mZf6AUr4Mf0ye6gKigOZ69Q3AL1C1tiGm0MBCd11Lfl5v4ue/4r5hUxTXkkD2klKWhazTI2ViNPfy9e7cM20J05bLkl+j4M2Z/4wINLMcMpjTrpcoOsBTGEJtZbmXvVfebagHQsE7EgwB6S1tHsbTg0O/x85Lo8veoxlwaT3T9DsFwYI8QFUL+rvB4KYI5LMBfRSVByJpt7rNnyHDkHbkwR2j/3Xrgkf2gnT/HoJV0plr+XXqKYWzRSfJSyBrU85pZd/jcomd7HfFg+rE/HFek5PLoffG7hu3ftrBN5+bKHcw9Gsit1fzcUFaeJIsDflCcnn6N1zH5OPkOVv+902Bf9MUV5Spu+GgRcg+MjudHU+LBj9/uGk84n07SdhhwUN7ClK3cE6TeLAKcC4rxP0XKumZYrr5wP5R/TWRlpQg22R5oSFXNeLh9MInFAlCVnDRXwNAT2QzpyI2srEW3DK20/PB6N0ZUzXs9pJgeO3eSphZTgtnubnkfaEaD9kVZSXIgFm258pZ/nVqRk55S++/yZlNSuzcgONTW9EjO/0UCWAPxNI3NiV5refzH/uaKnZ8v2567n0TzyhEXwy9g5MD8VRMk5VumSZOH9UVKdGKRUkk6l9eZNR8Jq2Y1cID3T+ndwrOOAF076tFgrbarQ0RH4jPzc5QeHzSxhhu6WZShPQ9tzHFEByup7dZnC1sLn3vIaseuZ/SWIMu3MpaAg7A9ulkzaj5MOtcqRpA7i/PcT3d6cVA8j6jBlmGwwF+hjI+hEBtvmq7RFk9ajbI44I6KYjpaFkpimfYdGIaWjkDiM/HJ+MNHnb4MQBeklXyyZFIU8M6JiGQev9yKsGf0dk+epPu7clKRNRQdU2hMSWmvr8Rs7C70a+MiPU9sb+Da7ZIRh/T3p6DU9qV8ct96Wtadtf8Urm+tJ7FJ8OUHh7a5clA2L0gHOLD4v1exW8Ie7wLf0arGnpR3jCauF+Rv8CQlJLyr86zWwtVhxL/Bo6YBy8ahIIi3qFHk7VVnlQl6qYtLnJ3iO/0bwqaee4aiAfmE504wbmhK4sKS63RUUkt+7mKOUh9e27tPYLJ8ls+hafKAtSO6XTqOYlbd6sJmmXEPgj3wptc5gBtdU+IT6UA+A0Nep61uy8YIJTR2IDTc7ze5cv1N//xj85N2DGbPYYGBGYU22i68+8DETCu7rBGZQFsQYP3WfajzaVSn09w5MVetV7XJhmLq5cQEW4rdim1vAtGiZRZ4epkxaWEN9agt5RLw+6oxHmX7bNDLpkFxYF95PzLwDiMznhbHCasqWW87a4RStNknjz/lAYVBYXf/OcxprCG4vZKk7Zvy9nWiSzvn7kmMYWyI8eLb6C/A7B/ju9QI5Ea5hb5LP6tRFlg93SVVB/Rsm+Mo/OYCzlOu9BaSjSlpiZW105vBiBzVCELoL02/6yrYAKa6CjJeQujuxmDO9bABeBoQNWGoYQKmhzJ8LqENTqjVH9CgIC8mp//rqTQY7wkUz++1vsT1rco4tYeKA/myTgBJ2EC29abpgSVMEWPXEmxDjEXK17K1fAm1mfFbS0KqIfh/zJB8jGoO4yuh1Wvj7N8vr0PIZFR0LEw7aGn2W4XYGyBpC5ANTWbmOlT7sKQ9Vpg/FJCPI6fuoTrUtiIukvgF54a52B7oRpBtHljXdxyel73wp0hhBSKpB5TClNyg5z/ezDhs/qeXxxbuprfKfQTf7yVjWEYMrUEmisO8gb6rt0kcQAFHooscmdNYOEzSC2ZeYZNZ7rf481M0bplXsC748HKIO7tUC8bcP+oMf5hKvPlQIm/aKJt4nORMR2vJyMvjhILnlp0MLsMsKcJP49IJsWItYe9yHDE3vUuy4o/aQcIBQHUmDwxT6MjUFhjIlbAp46+daA8dn79YoiwZzK/Lda7RMXK9dGefmUx9aKT1mSD9UKOTWGSOX9Qny4/dUt1LOeMQtTsyieIgMuxX3gHN/oZZSGg1JtLklbxSQg19lTtC3A+MyIT5m1utRMsak4ceoQew/OI4ivAcVjV+/yUhI4c+JLrRzSdc6IdjAlGDZOHtLlPX5wr6fxOJB5TldZTT3zNcZFcTZhKNqXdSSsbKatXKya2Kv3juArQf6QXfQohvdtL56NNG256cEcMRS4dLP2t9LoQAtTlLcHGtfHPUVpQeLtAYMQGotGkc88OZZiQdYzINJpvSWghDpz+EKVrly5NNbUff1Ldsb5/OF8yxb76chtJGb1Slms8ajqnpYLS6vxAjCFfRZS5w+jP33Zv0HcB7CQVJQ4sOBT/eiC7vb3oh1vs2dWRTjVjrrJaklPKq1ZZI5NYF64UrYrkVWB2yqyXoDf6DG9eSCjLYKO1zkIG4q+/UFKJaeCD5C8/Kv1pbyHKyaQwr0A1kzxYKRXURfnmjUoGrDXDbMBeS8r2S4nHtYSuiRs1vc5X7Dcw8XLQL54kVhoz5+Lr0cKwdASXKZBrBs34Gd3kFkYP0DUMYP2xvfMQwleaLik9XsCsnJgsXyvA8R617MuiOOJ0C5MR9AXvL50AjgwKS/KnRQCyqwXxf0saPzsqKl5M77JCVK5NfNxVqm0IFayVlOU+5r2INR0a7RT2yNvxdYbFS6xFLwKBcFn4w8cl5gluVg2Sc/hyzL15aDEuO7ukYbruILiQqNdbwsl4TnHl2HUU303tv67DmNIqI3IkoEXKKw0QZUa1VBBdfyiOFJF4DflAINxJG42ek4Ci0DxCPX7aYCrVbAziCNJg7GG9jqonJeW1U/MVv8z7nEwKsefAo2yLpOgtQ6y6RgPNthuS3AR27YeYVZQ0XZhfqgLAkAwpmbZvhWu2avuI9w2vNDuVn3oSEUwMtJu+nbHTKtkwjeYp0I6HRAJBcM1ACRQFDp9MatXmt8L2yshVzrmddHXu7QFSpYaSm6sObJBExIcuswImnY2twOUVkjdL6/YO0+nuBU0+P54pQL3on7HLd/VCdkPuNADUECOpZkYC9sPm3HR/Mpvx28DMDqm47QJpUX7YnUYnmcaBzcJM2VSxvAuD3CpjzoJBENM/bxtqWukJObxo8eBaukaSoSoTbx0+NnAWFa435DnS5M+VkDiq62AbfUxjDFq20QSg8MWmlYwDbI+RsFBgta69agsYJnp+9ys3hOzB71dSyAhpni14ftdilDEWEuyY4odcRQYb85T3CBzLB8Nb1q6Dh5vpm3W2xQEYJFKUhRfZCQiVRocvC0R/xhNFiWzQgc10hfDnnr50FzSe/0XEK+2hNhBHUyZteVO3pTVub6D7g6oiBxaitHPXKYSPTEZ9QH7FYoQoKLfkw6+eKvavqQCVTe1ZIsdjjZMfHu/nejvzI5hYtukOr4u/d4LXXJjV4cFaLggy3ybnzVUgfBKRjlCW0yslyun9FS3VtfNlnXEW4NpQ+t/ecObYmZPjuQao2wcAZ8ykhFlpl63KuYeJ0KNuZzZrfVgo7boMbTJms3ELdwJ5Y0ZBAvT/5cZQJMUBEeoBg2EzjFkuKjA6/6i18xMnlzGjfiF6dYJPGdWChSVpmKe/bh2hAhAlAi8Lul8sHKnC9yLu3aKbjvgxh4WJKYO3BoJyxPG4Ymf9vFkUmntzjxAzp18zha5pzSb9TZfPahV+E8sYgZJ+5lG7yqjRegGKNNhZaz1q43UIChvra5CedggxAEuGApDZiwF0qqePDtRj96Tb4kZXNFNCwxxH3eNI2aUfkEuxquhzsCppW2UsYdsPomtdC42HAzDe4ydy7umxa7Dv02Jdf4b4OKH2wOVHcyVlQn4ehmqe/SfOVmvKVV8N8QjTDqNV8phQurdUJDd4cj/qXf5PLWzsu6dNcPyHeOOk3YNxdMd3RjhijXYruRRAFG/WMnObicBlohQxqhG83pfJWudQLHaaHbGrWb6Fegmb4MfFPVboWVsdAlDKylJW7PJdgjodatwK30LT/J7V9YMafG9eljzfg6YbMSkX3oJXBI/xplMy9btxflbC/PaF3tAzBjSbBYsdqyRGC/ck1nKAPxHSQWkPWU7883CNJ8SHj4HPiEC63oDrNVtvI+zPdQ2fS9VSv88JsysPgvK72hJyHb978Ftpt+/jsNU4qwG3iViqh6Wo3v9hpdsBEwSvytwN2Uus0dhOEBgwfXc4RDCY3umzDYUUrIYv/2f7SXoiJwmHPV71W/ne13IQBoy6cbLvhOPsLPtutipgPtG9XbiFElm0azGjMaTi8mgXAnawZo4ADkumglYm+ZpHyFyhOr8iigemkS8XQXb/P8bGtpTxxYWFJYdzghw0Tuej7ekfFHXh8YWBywUxJgW5lhnTwFMzg0v7rz84C7OP16oIpjcvqJLTJ+r9b2A41Dao8SNZiiGk9oJO70uzuBzguplTu4Swra8M4Jo9+5m5R5Molx5DP8qsWClZZQTcDdaMJfYTQyXjqd/bcb0PeNpkmS4+0YwsZZB47KUcn7+9x2wVetUiEKFgEVPSxN06fuKLR9WdDRyRBfek39PKSb7UPGfYhlffeAq4hkBTqltaaC3SbPplJ/jwztqDWIo1tUgyBge7ln0/NpOD45cdZ5eQuQrG7CLD6DfqNyoi0OjfgPfkVbyfDU2AoJBoxFtviSCcgvPLw6QZK0SdbpRSN86xu2o07ABCGI9/fBS91cbBBYri6Edk1rPZe/LBA1a0LArn31UGga4AIaVuO3hgmyZcEvDroJaf73UNgHISd1J0X2SpUb8KfAh6V0boTpw448ZZsoTqq4/rkqNlPywrpJQ/A+XUkJitvxwfOD7KQQL4tAk4x8VvenX5lZDpZIHWsu+yj68ME+bx+UUFz4lybt0JiibphtNlt02kySH7okvIWVpiTTrYGGhK3sZmjZXAc7ZZ525ML4xBzt3bJIl9vVBCwGbnrmCNSDx+8ESL8t55+hFUo4BDASssgnDJYZTDPUuNEtJI65VGHeU31BR7R0ob/oUybHe6k6nL4MJeSSpGP3C4J+bw3WjQR+fzhQhgppFHEWhMKjHzM7JaCxNlegCXdJf7Pbq9jZ0TWvX3vM9UYln1rrygLjLrMKJ3aGRxPwA49rjG/b+ngAVz3IE3aD3Q0XWoOjoHC+GmQDiePdgfpa9WPbFDbzvhnFks209P491vab1LWIXf+Tx+PIZ51W7Dhl07GQafln7Mx8UAuV+nibXlK/DosdWi3Krf5U5ybz+Exe9pRlyhBQmQdWPvsVjIYboXPffNsX08MkbDeysHQ5P520WPWjacYNINO3XSCk6fvMo1Mzjkmh2+V73ih0xXk6yD+trTEpsAR5CRDgZ6bNr4gemdOqpBg+YCTvm3QgdsLM0iwkNEGq1OPl42gTmraI0LvUdVPdN1NiZNIThfn10biUoz2CLWUHpej2blsn+QvuZEI9lx9s8xOBwnWeh0xYhBZzKE84dqc+ABI8S17e2lYRd8MCAeMyU37eBx9OIM3+9RqU4xoqH/3npAkEDxJW1OWak3roJxURZsD5CluR0cr2SYBGlXRI4s+iYkxkXI2xsELTL1O+4S7VJZFaELbFDZrM8nXCIs8sZ6nR+nGfpQ4kPZoTHv39LBO+r6dKTsikUskNXthB0wlnSAC77FbAeU5egH8fznzZ4VrNptiPuO9dj/UetLI/VlyQ/buTlf3zbh9cp+P1EH/YuKdb/NWUOEUtJc5Y8QJ0HKRJvoWwy8+y9sCS0PQTwz4p3cAVbHXzEPHzLy0ozzffGwZrgckMtZL70OL86zmp0MKuPCOEy8uBXWX8eGd+JvVPYC+D5gV4turdIaiK96WaHjcZUwC+XcXA30PWux8mAtIbMtEy7fhwpEFGvSYHn6anyHI2KGXZFUmmQLOH2yH+5vqD/Cq6TYRYqWOrvGsr565IN3Ujr2ItTagdu1p70TAJ4iW9CUzPqHH/IGoO/caDDKwjpBz8d43FmXKOqgHg7pBqgS2pPhfh6bNFg50YIUmPO9FfKVrVkSTmOsWTRW6lvEHYjXAfdmQHR6MnuKYyITelhth+ZHMu3VepvhFJfaP4pw6nGQzlAZp1jj8UpvZGWqJO0LUsqmGA7HxsYfrhMv2kdUXqy/vb3gGkQO0PwBQNItSc7E7XGLn+eABOBllV1VDLKMBKoxFPwW97Cw1g3kWF/jo/XGDhQPeBijU3zTLTnjf8WNLvYEtt+lRS5pgJByAB38RDdbhKIsXxkbJcQlQFyTTioqg6rm9zyd5V55xs+AQCRKIUcSLG9bL0p/O/nBzlZkFfevB2uk1W99dw5yDLf9FHIcHYqJy2GGkc0vmmREU5lhbXudMJ/3mmPQGboZS2b71FkxYT2u9BoP09gGs6aSMj4P5Dft+NpEq2JKYVDNgEFhrjc8saDxzktDUE9A6PWJ4K/dRfdk35xGzuS3oPQM2oAy3S0lC/7b7FqU9fVcKSVcZdgcIeeNPnxUEGZpB5LTe6PpXUTLUxru73KV7ElSXPutpyPELXJ1tYfzalYKXPZent7laMsEaCTL2cUIFA9o+j9hB17ZgsgqaTuEQyF+39AIk4oe8AFoqFn+tZIuW5zOM0bZU7OJKFi5bjcURAxlZnoDtwAUYEi/lDmL+g/vUWlKuMwOtjcmKuFNewUVpLTNXgXVDgG7D17+NrpZC0W/Qke+6j7JlgL3Tisl3NzUkIh/Zx4RnVt+FZfhgPRpgDOqS4bEM2+yU+Eo/gEe6+ktapUJDu+vpaHKnkMSFiV8XfY+WQkOtoZxX3QtZPaU2Wz4q6d06FJ1+Cpl44tov0PfCNbY1wYlFQCTUF/C7AN/LvLQ/Z5zu9a5PJyWB5Ify9wEbil8g3zf56nEvMEBbHzqPR36EOvtGCCHQrqxPNPmh3iW+AhfWjQqiSNsfq2RmXv9byNe79EjUAJ378mPWr8K3EoQqKm1f17Y6WTtxLP6kP8NJNRQXREPQTcNMwWjFRgoZ6sKa/TV5qwboS2Y4ata9gjhtphMgsDgueIg0JgbGg3W+MPFErMoL48jhFrA7/beiOUfU8Kja7LQ4HXJDrqT5lpMBESFPWUK0e7fg8V38A5xC1VQQqt6OoZIjM70SRGtM6ACI1k4hEzeNNc03jV/+xp6k852nRHewtwRKmd59jVgExgkYrJq4xPyKFyrHhup8RUxNRhSPejMe1VJ+aqybnXDer8pY6jrsCUvZSYZsDAI2924wOOtq5hjqROMcfxP3dHwod/aJ0volXz77ghq5AdXAqdNi8N+1PuR6+Ly67oeKN3foOgPi87d8f2FNKJNgEuQL4gEu/oLD+Pn+ToY8L2WZTNIVgQT0FfDW1X8cjGhvsjKy7pYyIKdk3mD2zuV8LZ5VVrShcw4oRejaJiQ0113dco7H2MW7n6teTjzQjeAWqD8x2yYJcPnoxiwEEajP6FI6llunFTt6T2a9zvWjEpslnD1JyNbHOd5UTJhoztl7LL8mVBiwRbssCnH3mublsqGhyWJgJyRs0KDMqA77ICL5SYtUKEgk/wBxCn0K/ccEd0kxQ6hkAE1pM7zSPD5l7kfjcrrcfSIgNhHEA2+XXytROy5nQA7ck8RtUJy69PWM7fjjl1Vzafvwk5XxXV/b0CoXA3jYXP2ImVBOSTs7hw+elWzhNcGuSNs6kk1oD7O2g75gHgfqd9PlSYvDL2t+GMhWABxJv/dALrocSexjAoCSq1x4p/0IR6EU3vFr4Z09Uk453yfmUVC6f/Mdzp1pQggJuqimJbzGeu73sBKSNPJYuWzobTIGA3pa5sNgy553+BZ+PpJRFUp55v5AHCH3iiFDYnXO5ge/3LX+iH8K92LbU41i4g2vnCtYJjomLk1U3jYKmxLofruVp5qHfFt8i8QEKOYUCumJHAf5Bk6+ITBkEooQOXM9p6v0Fjj+uTcql37ASScwH/RpD5hgocHL7WcWl8WsbFLltc5ktSGKZVUyRaHell3QqUBV9/lryKY/ugqygAZD/vimOUxdukNoocLpFPmqaBUFkxQ2MGUk0OYLhvwumXgw6EI61r6Y40v5qsGXTw7RHPagczjMLpjQKrB8t9RLeMb8VBayGe4udxGar+iEktp2UWl/LQWBceowo74eWsvbVJcjCQY4hrKmdDyZpjBCAeqLl/cXQ2VgbgHe8PIpnnvrzfe0jYCU2DGKyovJqRVkkOs9STH5DUYPo8025D+IExAvDsrWTSrCNCyCGvoFMspY5EGVXl/rLja5vlzrxl0hT+f4zmkidd6xOrTseP1u4TqV78cuQCDx8aay+GXD6BOWA1FqUj7s1/I4uEewQfPsH9FI+VRmtQECXytBdqR7U2AChNcLB7+miB42vyEu9VdHX3VmPtXvrxR9vTxrz1SddEf8MmKgh7GnIdmG4eZiv8bkACqd98yBttJS8Tks+xKVt6qyOkRNZtBQ3PzaXG0ozJaO8JZWbEADcC7FyaanUpI+64nAoRE7La3b2IQoE82qf6YFNU4UKqD6fbyhKNBoUFU3rdN9zLR4uY/510Y3bCmTs7NrDuXg53dEi8DKxB99X8Ed3CNw8A4ovJMhp5OSEnOR38UjuiQlZGNor0lqsEsYZyDIO0eTgPOD+wyYr2nviw4LzA3uS4VZjNArOTgkx14xx3nelPaYOwoGdpGhdcHsYzccEnhi9jnwvO8B4Vm8kChHyWip4kwIIdSGyLDnV4ZK+JRgzJfnq+6CQBP9ufb+wuH0mLv2YGNiJYYOtBrGx9XJTt6KYVRagTTBBm9G5hzn8y9W3v0b3l2GnP6igRjJ2PQkyoFdDboDyBMYqq8AmucEj+PuBEBX5uftdLYEGFf+8TByuPXItOmM+UkAQdZxt8qjG3Flzh/baqqnUlDLByVExhsTI624s7qJYEM8/5zYD3jNbDvZqm9LqXf8wPS0eiXAFnNIAtI3vEs41eLOv9tgbyw92wzCKBBKRlni9MKb7oT0VfnZdUhnxeWBtczoWlrBMSC+VtJWHBSymGOJu1J+HQeyf40IdWZEJudMJngGXCMkBoF/4zEre4SuQF+6X4cloZxZTcveSqTuVhBRlsY0YLExk2s/k544dP94IvKPssThzs15JiHYODkp7aqHr9nhwOfv8nKEINjet1eQTKAM7MIBEysCIfUtMh7N7bejYysSGNMDLgrU8UfWa3r5R+XsdYdr8iymRWvWyAZ1DPzJGaKzKdGIDVkHWXmSVX17rbLp7jx958Snk5uduT77pxVxeXkLIJ/shnAOYb79N0Uknf2Y9Eq/k+i5ehB3ErwF0VUvIquPChTUBo98CMvjqaBjz1y3B0ApDB9xLMTc8/czfp0WmD1H57WXgpsj8NOqGvQc2QGdGWWqg2y+tdD9llHOPx/Krq5/UkAjtshJ0wRyZY6Vef8lsXhkW6KV0HV2XR24tcd8gZIDu5rTWjhkwCtl4uueITS1ZKZVyNJC1JHuJ9GSuk7MtGeGY1j5fSPZlw8MyFIB9Lf8gVE5+JrTw1ge88uT0D44yYVu7Klw87xG8O36KpZw77oOpgqQmXSt25KjppSDDcB2b1MM4UzQn6xyOLP4qtAy70ZZKfO0M58hVFdnbGj19zqniqy2DiRYy4atwkquITqjXFKWUj7fKbXo87a/WMltEBbE4+IzaRAlf74NcZaysCGqeO7LugRMhVsxTPhxGfljmwgnpF6mMF/HBJ5tdd9n5SjKIwyhgWA/pVTtpcE0NB+ZMe0AAF/GMp5akbhigE/swPW+wzLFe1O6kJhAEfrPNhQNru3sIPhAna3JoKNrtIG56T07X121J7PhVw0SBt2FwWsJojJqWDfcTApIlxbCwJ7B48wYm+Wpbx1qPlrSAujIlsn679i1p0APDTPK+CPOBjtnXvBfZ1XSDQ9gj45vTVgBzAjHYJlp3YYkv0ZoPxXI0vP0y2u/ZT9pb2vFr8mquNfHcTqWhd9orncrJ5RE3bbcJAsKNSrTIEfktUbLVv+RcbCCNk/VjTQ67dPyDbdRKIhMxRK9kO64kaB7PEh46aa3QBlDZVry5lflxZXiA30ebo+MjNYdj0xSRmlgIDTPvcsmejvMM6MblRvD6zTwOu34RWXGfnRV+PiYT3QtMzBu37rsF7l+1MvkwzJ/uNWjkgfNv6CCZqVAjtupE3Skb5aR9UWEAudjlgkj6K3KhethmFY1huPDcyTlmQeS61AYIu2Dj5V8B5XPFGy0zWPcVbL+LljecXwnIqNKec2dou1Hwgv1YAAjT1ee88kF7YryVagR4C/x1DdyTRdY0YV9ltLGkUQKlcHXfPINWi42PhVEHnWT3I9ry2LrQmYU4ub9o0UNSvi4T+t4o9IWBkkNuuh8gfx4UPO5xFjGY/qix1TFHi7xM/spTo+MnRQ/uGghKp3673f6COXi8KadPhBSz2mttH+9XjKTakzziz1fYA/Q8U4eix0Wwt5kumoIfzRTD5AyggcepHJaB3eZvY7v9MZYpeCF7VtPNZegsgimOzFeVYaxuhX40rPhZIo6tOSVMne1I9pWDjnJdD94yLH6sjCOLSVPmZOdB5bdUqBvUki2959s2kHT+uspkrk9/ftfShYa7DzwTo5v1hHDHsuLRbPLR/nzlgi3jOK0KOhovPsLfC9HSreS28cGPt52/elelklyi39lu5QxOXE0FZ/P0GF1JUGNcn7QEwjbx8V1DkoyWPxz/mwYCmRxGTEVX4fa1k9lZPx47lUMcEISEwCYiY7ncjD7h4MkHRDRCni+YvwQ08tuqgAnryJuiLXCMpKpSY+24in5RXK7P+tHWsQhui5od70t4+NlJMqP9ChmTT9z5PJ+3vAs+VW5U9gi/cm0EKTXom8Vt3M0+UOsi1yBiq75EGfdzbEvET7ft9QknS1kn1XSC+aOx4fc3uPtQi1uqWmbJNXogVKybD/bV7Bm9qRdGkctr1BIajC6j4qGUG7tyqQ2jBcDumY2LiMTHtD6FMER1w2G4Etoxd3+CYvkClXdP6O0wbUgs2+emivQnl832nt83E3/qfL9Jgjj0AEuqgM2eYNS8176g3YC5Ud24tX44IoDnaV4flu4GSlKawpg6XVhU64MGojvxjfkDJSX95t7ocgqQoTxiagdiB17pqo269TzDQ9X3SxCYVOEzQ5jaBQ60QDp0ILmFlcvpRtR3xyi66JRHn0w3aeWfJ/ZIp9qDJl6RBrEayTLq50KNlXfzEyjcR6u+dJU5Y0mrOIt5J6GGqGjouP1Vg+v+wd6iYQsgVYc+zWmUVXryeBkgjMfggiy0pOdd1/kw36JRHXxHx3YaxAqbLIAC15egkI7eZYfpgGi8fxJ2TTgY4zAKqgdrNes+k32m+QAm6bFRa+QJKrzq/dNesZe0XSU11dnm1ilaad99M4vCJA+DUlt1pHMuK6TVk4LkeaMaRMeakQ4QIQF/bRtDofBkLesAadjM9K4SJG+UjWDeGdwRYfvh2Wn/QafcHRQgQQWeYQUWz+cgxDAnv3AWki7ynCtfS6HG+PV+gS8PwHC25UDMX7UQkMRdCjW5akZ8QRG/VvTA4Xa/2qTtXjVVIAN6MZmfMaCa5MHMr9cYrkI6hfArgGzQgBmk7mTkpw8Vzse9CsDceXKpCiOGI5//hECJfFMqY6SVNWmkLD5sJO9KATXuFR9UAkAMmEzh1i/5pg7NgnEm1kqyhm4FRcIsVjte3xRoS4V70OmSEipIqIOJujCzjlwL1EUNO0cGR8PnUmIa4eaWo6hfKOgepHVx5rxVgVIeTyLloBIxPBvl6bmcMNzr09VBOV+ZZQbz8elLUJeI25MO6rOUPfziwufV7DbDTcbalkRmXz3IEldmTo2v+taA1yNtzYuCEHLPaRwxfUOWP+Roq+yN5JKdxsbukCJARnLX24mD5vD8jCfUDPlKwUa8dQKr+AlR4y/YV2hJQcFQJeRs93lwJqGsbx6ZPIIHCN8at7ujNSAKgt7wDoO83hARMBskFZSs8GZqAs4DGfQ8bBT3tfmI62bAqd/N10jSrBQhY1o6+KOXtk1GnBzSUY4K4YdGKVZb0leJmCCL04PTU82e0mwuBeyENxmYltKv2rqhZoDyEPgE5WF1d2Cq9o55Fw5lsr1zK5PsMcavHMy7K9ytB1zT7P0HqwlZ3ukB2F6xPfCsoxiV9L3uzsEePOVP7M9srkRjXJq55fHWkzBmpEXSr+U15j/FQiV1AZ0CyQXju5daACeJ4ExdzZbjsqnH5iDlYR5PeVVsb5uSZPyIp+KIeGAUpjJB35tJLyWLSCSKuKK4ACXVWzHB2uvsp4IDEPGXTeyBsUL25u9vjqOPcpyqeYcAQSPR2kAbnqHy2JsOj1mnSpwFGC/7OKnVqdBjlFt1c7Yhfov4We6NsfaaTa+s78Hj5LZYdEkDNGb3pzCareIWUzDEq3ePETC/eMgxY+SFfdGkazGiErnAXLewFfmV8FbIGbDtJrury0+hQMqLQ1XGm+tPYt9BxdjW3OvPVnYGA/e6BD9fq2sIMtNQq4hKYC9NKn004FedIbvKzV74S6Hd+fNJdTd1boxZ3MAqKMrGze6bQ9rEVpCSkDJeBjseh763Zhv5CHL0KYnmy8pImEQYM60nD3y2qIwSV6/eV4Qe73pf1FA/FfJb2Wy3pet39+IsdwaQEJpjfApJydbkvkjn4N9wEvi+exD3nMKU5i3sJwAld664K4DK2Ss/8kZP9/c1dbv3PsQkfqImdbwxeaIHD8FzIkELeLLOeNC7GRq7d24cGVhgiVXe6sgwa+xTNC7I0OdnouO5P4+Puual1SVA5Qtu93N1RdYyYAHbESK9fSIATgCyT+19ZhmLdzdI1X8cncWWq0AURT+IAW5DLLgGn+EOweXrH/16rR4nqeKes3caqu+X28ICGFS49LCk4wHLs5nk97HTTmx6mxWdMM1AeoGzS3Jj7268yQeGc6iAH5RwOecssj/gm+KU0u36hDmWqtr4XJ3Nu6+OrsetokAXWbot70iwPxxS7Gw+Y5VbXfT8mveiKFx8Fps6lRImpNzd9+7Z5y+wG9Rzue1300RgACJX5/gZj2LneadS4xA8N3VUyI/+Cks4gkWOyPFvAm/ipAXO2O7zHp8rMJBq4zEEqVrG8U1yZfjmnm77uUCFX5EpsSmcMivK7Mv1SEk4P+F3DQlrddtw45lW69CRaHJrWVEuZxK4zGIj0t9UORB9KAhJxg8m2xSZdkRa90jRkjS+rV7cUj8gDxDNuNQJ3JzfDDrUiNXdL9+lt5HlO8npUgnLklsqbiogqgjWliqJ8ddywmgfhyPzA1x207pkb5n9AIfPSb87847lrYQZBSlxNxRtWUdhn33Dcfrn1J8zjWlaangCoz4nc+0br+fbsvnJWntU3Bg6XjKlmirNRN26KrZ3uaMdLR01YJTbRyfOJfqdwg+VR8cxGqezVVaKnVDOUYCua77DVRNGQS8bs46JLyQtjdWXswNrb5xtBW2+uMwxhrC55HrSg0w7t9Z8SoutogOBY+rTfOmD7ux1efArlLjk+xkmwa75vJMxLSNVTCC3QsNrPde7WOpLxnDvJ8cvyfFuY5OklInhiP5yRxKRzAYT4D3PX//5SlxzCM84DACSrV9evjpQHMO6T1P4bWOeSiCv7ITUKgEBy1xi86eJlrunutbLbxBTX2tiDe9h2w7D4oMbhTwgINQcP8GBW36gTKEBMmL3UhitbcvNZaLUg0IEflENi9a3kjfdAjwLMNoh536cnTT5pKfDzdsgjAgs4zd8GlhLkPLWm52uoL6yyAegyPX4cVreCAXYCU4Jodr+voY2sKuPLRESUqg3oRTl9aZXu9/Ol5261pL1arjEDjxi8Fv9RKNNMePsnZ2DxdpRsmpR1HgxUn+mlSR+OUq0xXW6tczg1ou+emww6dqO9zEF7POFBipNHL8dTPLJ5/osi/PlgFheqSBFMub4bnydKLE1zB8PBdJtaNPXBeFBUrNwUIyIcOfC5XEnj7jf1qyS4v6wi+2MgcD3TzQ4ACmUcvON0eT4wqCA5ydUQJFJxDspqlNblFK8fS6++TnlHTlL0RTiFyM/eRd9z+ryOTNLwdNd7iIm88YV+ps11Yd8X0Z3yGv+9Sgzp1C45P0gROlviKuih3VnJ6ALGH9uNoHtAl3a8sEWaee/fJjGHuqNAAb92GRKraH03nFGCv9FfuZgaRcVe2QSyFWNzby20objhK2lESxV29CvWEODDsgN2TTddOy1VNiEHBWksBEO7FzwNlMrOuoOD29pml4Ddk1sgqNKg6iFfFBwJnR8izBN+4bu75ctaeQVt4YMFW5z889xwmCAlNtA+wxSKpllRdFz4xHSPUwnXiqqcmoxOxJH34SvGAHwvaHoq1cTYj+MceChur7dntnfbB3itekzA1mIqGWGzHyYHPsNv+DwtiEHY76P2kldasr+YsLJOobr9PDCObD3AcsuSIohGkP7XOJ2/AJej0Izz0w1yzHLfCgErs6zWdk+QdSVNHh4KH47sOA1xP3cFe2Fqbr6eZWGi87H5WiAH6OPt4fxO+x5q9pjZc0fWzmak3SDEBo2CtxwoEjxWuRR+Mbmal2Jv5HbBPDIY9AimaEjn45eRW157ASdD7/8aBhSo4dfP9IOwZwp43KR3BxX5A0BvaJJyJeeZuUEAkc7cVaojkvEyXHNjRzTec/fX6XcrjWDRbBk0w9QA25v8KC/3sA7mmfUzo+sTWq149Kqsbn+o/zUf6W5JAqOD5JEHG7VZPdAMjdh7zU2ciPf6j8CO/OTcC7p+5FxnzB8JToh8NmFuNuKHb0OAcvLkKZtjQYbP3QN3T+Q3ly0irOrYoRFyOd4Vl6QLBIKkhDY07YURBbI3lBxcPrGX/MC9hWeaCNRv1ylya4Cg6r5uZtWBajmtgfgMRFk5xXsZgbaHMYVdPbcBsEMJ4pMea8pfdSJpoTpn6oldY6kH5db72dDtaq5FIiKv8NEmp/f+g1v1chpHsqItmx+At5DbvC2gcUcvpIOAnZvXnpjs1ECIuwnXEOhJkh/a2GWToyJoxBO4OrD5M2SX+X9mpk9yrNg8HN6WAHdupwavK2yCydAJ/5RNajKkl8u/e3i3qQ/qHHHx5T3mgxxyEJMgXBwjCmAXXLPr0ZKuPCjpSnH7qT+SnH947OwuzT/p1zNZ+mAZarjlYDtEVHLTGWpAYrvFZohlhyHbAg0/NxTsLc+sRcv6zoa8s15fJqMxT07E8++XGO4ML7qOtCFq+z+DvRXTcNScS0K891Opnu+ffDuflNcZ7Fq5jL33EKXFaFDiV8aG6F9DMBvF7xJi994oqUSZDrl32NnndtJ35dhI6qhmxvglUVoJQG3VviWe9tK7Ir+O+LSZ+eblwOS/YH+jsZ38Dw3A/gfjOeTOJfR8r5dpJfjIBhpw6EYOG9hwLyy9TQZ71V0ftaS0AVVeArS5VczwsgjEQyQhDI4tpSlmIYjZoTD/KdZ9feTdEazqvRWfhA59Hm+gwvaWdH9w3Paxm1aISurOcM0f7ki48NfXJqwdnW5IBEJ4zI/01boDQon67xI/R79lIj+FLyMfW54b15q4cvCYEaKgFCm6qSES854luLUtsgEIxgF/GApZQPU1/gAE0H2qOqpz8iPXdxverLEp04fZD5As/OjW5SzoqnztUvFmXdOp9lCTcWKKntXGE/SGgzPWhBFCmI92Ze7WewSc+XmtSLiPsXN1cczfpNnL0XSZn7QjvdmDAbzeKXWD0qdvbbTzyxtTzanyQKjnE1qjQK7ZXgS3QpAcFiGkj2WP2clpJ29gXQf43A09rW//74rd3mFzGJJvT8N2Y0kzi5wMVg7eVG8wvBo3rK73s9lFUh0Sr49HWLl3VyF417aHkaTYqaEUBiLaX07IzgcXVblFjMNPre8/uZBUVFWTGYBmEOFqDVDGTp+OMbh1EVNQ7f+dh9GQ/ChRsdfXfWZOnhEforSZPv+wQX6+T2caMZq0Rcl9c2u38PsHnT6zcse1LafzCEZx+7tQG7NSo55XT2wFfFgTIrTpa3kWSh50ByLRxa19XSbfkNXqAQ7dJDNIAutuPYaZAZtTyj1vhU/v4JgyF861Jm20E43q8sy9hA1xpGis2Yl3qzAqd2xcjU3yhHvTtZHNWAJ0ZWqFTvrLhoAcCwqXg+7ITFct3cXL/VMIs+UUznNijxU/M4LflaKfH52A0oUsAlZYH4Xn2HVoL2lQrqRm8m1rb6jzuyYtOnpJc2/xFCPmog/ZF6zu0MT4Ifec7+vRZkl4xuiyTdtnabpTqtFoB5v03yUEWzWn/5q6jrROUxX9idx2PxKODx9qJqBrqdm4vpka95s5ux11N+7zTDvjuRXazTiztotHDWqPG/puMm7sAY3sCDDSZl6R8Y+tW66uKDD1xGBmRBwZXDYOcQnwSuaD9fqSv0EQ+gZN5P4jVR7pamEe8cbDPUxgT/8ngCsRd703pVFzYM/eVKZByI2HtWp72gjxpbK6I9dZnwz7NF0jXzkwKu5M6VS8NS7+SbJLatPE8Jp6ncRsn4Mz+JFcK+NUbsqO4wSNN56qEgRTFrrjnc9q7SbfpFDcDYXm0zu1Z7WyQc0X4PwAtyNfHSfL+TPCxpAjq5OfZotna4MMuD8L3ILMXLQe2036eDQ1MWepedzZzeEddazg5xs2RXCo2zm5DqeqkXmLhZsb9WJ9lh+gYcEqVMsfHCUeS7znuIDbKUypFVq9+zJU8tB6E5WmgX9IFYji7MLWm7raaubKbSU3gEKIT5T48l3UgUi+2G2cxhjMSD0ZNWM4jTDjOE4Mw3Vz9FhG0rgHk+7hsP9lYrgwV8GGLcs/n0Z5jeSJJDEispgXQwupapPcpcQ5kGfF3CxQFPF+e86wOjB9NmaVKKNgS/XVzPukVZCk38H+Vq2UBJ0a/i82JQgYxI1tNPObKUUS06E9jaUoaWdl2swtYsFMDZW6jrKZJSz1lVN08iZjYGed1+NSGJFp2mjArKhdy4UNh0NAiU/jNqD1z9akxeyevuVgGuSbPZBI28GMIT7ltuqK9eQHAO5feJI26CX4bfv1FXM5Dr+Tch9JJm9+76xLRiHTx0ho9gV3Yj44rqvg5LeMcSC2m7DZ+pbJoGGF0APwBpCnV93S9+0clpfOSi1xSeKTQ5nk5gCf7FovL9xeH/B7Ld9EOCUosMmcuruMTQB4Xinzdm4CLsPShc/RmVFy6RWSIUBzeFh0+Xsi+ezKzHJqVIOwIAuBNy05WaJoPxn0PZiCU+qW2oWeob2VGokTHv8a0UgbrYeRZDLHdWFWIYy4UZTuT6I3FTYDsYflQ1mV+ADqtOlPdPkifnOYEp5mXJxF9NgqufNEvzBhPAJX+clXwI6gLBtGbmwI6D9tuilztr4vdVbpi7FoK4PxXaF/MQCF0/IjxKAm9K/4LBx6JcdcFJurK0wE8yAJh+N6PU12tz2aPkG63fpFSBaZmDJIUPYOLg9rGxXgjVFHqcKL24Fg8P9FBDT+mZiZdXQbclHwKKH2vuxlNQkISUngjRXtgcCkM2XdVSLIAd9kJRkYjMDNm7egaC9y1ak/MIs6vo1lUjhEhBY89zujNYvbSdqhw6HiUx0PWzTXtJRWlbNvfsP+HvQ36XGHhzo40iDag7CibAvQsVQpHXI101Zq5fxhxkgDjYUCPArQVer6JRedpj7NJ+m3Inptc4XfqKt5gXHVvGRLa1y+47AbaNlTI2S397rh4tOJmdyVtsXMa5Eg1enr1xFxUeHlyOzpGCMt5dPCu/MxZMmacf/ib23FppwqNfh1se0GvMoLuZiyyKqP7Tc2vxiGTfQrv6eA+deJhgw79vXd899lbwnqiZ4B9qMAlkvcoD6XUiB2TR48Kaar7ScUH/uQvWY+YilNbspTlFhXCxajM7EEX68OzqlZL8uNLecR68uzYVpKJyyAaHze0k97DSro/c16ynb7wVru0di2+bjkggfgdDwwE8/mxjF+nq/MJp4/e/vsSsvbJziY+PsOdDL8HnVdqhQ6ESEIKeh6N2C1mE21HYbl45ie3F3sOeqvVA+8FVfr7Tc0O+9ViGQK3UJvsWQAnBD+04ajVGnHiaxh6NO+UrBSWQCanydDmRgcTmbT5JhGfEOHUwpsZoXglcwrew5C0McXRvra3J9W3IseN/ILhXupqqn1XM/PTjmKMvDiQzm73p0+Mx2fobceuzKNDe7Z9kt1rInz8qG1NaO0bPBqbRDoeTR7XqaeGiNFN/XoloLXgWbnOrj8JeheDSko4hOmD3MqaZXv11oYR2+wF4wD/Q8lVCkrArtDlSDbVYpVmsY6apWo8AQ65QAqZfGIMJ4WwDuiJRqKCEiURHlXXdCa7ftKrTGWU+BORw8E1OAp5TC1rRq+DFYKFbZmtjKXSfMC5tsXOKaG5ApaXwkx5TrOLjIs1lK4EGAxRRdNFCBo3RTcP4Qpvftbt2I3LfCBLGfkxAxc00+r1Yp7yOd0CLTiTyeKQqgEnSPL96/f7WcT8Px6uuckkjTCRMilA2ShARcsFly2Z+vOeekZwFZIxMYG08BmprC41EluB9ho/AVzGOc3WXhc7QqIYoZdCHxVc8sbHItu2h3vZR1qorRaWkDWGOuobWnFR/JwoMvHMV1kJtf7vcsLcDZyw8PuQOjBRS5e8hmXz4Gl3dm29q2ojBsDS3rADOLjdwFcXZngOsjSMj+QN/1EAnzSXmHz5ErEuLc65vCvGALD+GX/dTmmWF4gpY+MDKR1FaI2wyuQD2nfeuiyFdhiqELWt6mkh+bl7MNP3kg6+P1U60dhIs47yrujp6ATSTcHWbAyETlTp3m0DfYNdwlvVyEzCj3vFNuk7EPeeu2zRXkF7m9rpuzkMhPtyDlDVwwNA0JKgbm162RJAlSMNEgbbLDMTpDrbBNlQAJH30TqjZvnRY7BYrHlH9FhxSsIQ/JEivYOdeb7WxMkzMzL8d3dXDClre0ESjZpK/Oid2Bd9v2dYwZk3WQCEqpF8TVIbeEdc8ZMLy6MWlhOTQ/35u5b/o+g8xbPpxUS/Wc/HJtel1HHR6NcSWt+AP5nZS73CN9VZtx38+uRgAHgAv7KlPnZ4UQpFBawQp5dH1BZ1BQyKM2H9a8iR0RZLZu4VqVv5uEaGejqMFTIY19MUnCz7t3W1eHxM6MqKjTWmzzTBoMXeLmhF3PJSnTygTquNLVPqQPOI6MBc15js+dh+sXB5zYwAqyzYE83TRcGINA/vFMrU7vcGO7JUXaYOtDMI2vbbaATknVeEAjP5jj2ipnJs27rLrQ3WAfCN4leVDUpB6jLWsy4WM8UgQxj+inXTkrVRrsHqJEBgPbhRknObPWxK6YiwH3vYV5w2DXnf5aVuU4niMG3/p6YURPo0aWgz5hJ9swrTlDWciDQ2aocO0XZFttCy/4H+yqOxFLB/YGe3g+D85tVw1SaSBvUn1tUpwZD8nH7RyC7lQgr0guU72DKBY3/ciQ2dtMyyA8cjyPE6aBKjHj8hmbgCzNn7FwqDLEeFuUbtnvw/KbDsqKyGXyiyt2T2a3Mf6qVXwRsJ75vH1230DPLyhOxAmKZc5RfMRmyNLDehmVktgUXdEkmoLAzxQH3glXC7KnHaqFiayiPMQbIcfbcrmaVoQHsi6wASMX/l6rXeJ8GkRDXvsGwo2EGfZY0L+CCKLDwsQ0Qlmv9WYpnT/54f2qT23fbVt6IBR+GAYuiK7LYxHHXlRXnR6bzEXFjS+U+LWXZpZSqAYIDexrY4C4HF+kmWQKpi2wr8JBLpgriwHGFB+Qx/14hKhwxmH812fVnEQ4wV8NvpdnfM6IFbXxgDVjcp6kLaXOnG6x8urQto6W8GxcMlhzrLe9SkUh3L6oiENjqMVe+CGsVk7qNxrA9Mw9utCkJO8FXAZ/veAwqgDOOouXDDmUJoidqAhmggFMEwOizXL07dVYxWyoNUEhHRSISuitkbSlR1tvxyK+Sek9j4p/AYEWG9OBa4pXOIlEm3f/jjcQwlblU8oWadF32q//q/yVllI3/17x+fw2EC8vRU+VTP6ifDu2+3U0EiHNelDiSNCq8jDg2rbYdNPBDGhv/Sjen4EH1yUw1eO7z8qPiferXfvNPmZ5ctxC5q1kyTCRsYnPSFsB+ow9/rIIeANfxB1y+lN1vRV+PWSs5HxfJ4sUGZW6IzYQBWzB7ZBFQTjv0snzOliLKlBJDeEXlaP9To7sbyziH+bB6eCjbZSsWSI1ay0YmdcGRCRZKoC62MFXnDh0+zUaXe8w6xqAkbeN82SVUpXP8EtFdp9dug/JhAJ1xJyDCSz5erBbjnUisEUSz/k7VEZ/e+LA+0dWF+KuhX6a8l0YJxy2Z3b9Rsij4V/FXX4EXY3hdE87/c0wa5065VS5NauFK06Klzga9Tnd+VOCKphfDC0V7nrfIArruGgRKirmc+X3jK/tgJWYRBQ6xFVRj8UiR5nMLNXCQv97ytuc/w4Q2jQZY87WOYOksQ7krIavZh+j54mB1Q0HwD0t+2tY7vM8GwuLBG5X3rp93uJku3dhdUvHOXIwiecGHhMrB6g19abYDZCyh2U0g8ZbHwDs+BmZb53dp/HBaof/VgdLPOUvdcHstD5eWSbcQIIorh/Cebkhhb1DcgmhDveZMBDabczBvB5MSCdVp3jYoBWFcQI/yMwY2bDemb22wc8VzS00GJ/9GhgMPewUTsSoBVVsAXiJGQUNPQWXDd2MYuwntWv1XN/NM7oJ2tM+Lo7q2RyBpi1ZK3haRMjEfLRXsY8xYZrIv9+H2m2Qi3mR36EgSnVI60GrQNpAur7Yj5NhvRYLSSDcN5lXU6VdHRfInDD215bGAPt+Udktf5B6dIhUmCQxwGYDPl3Jv2RZKBJXprbKPpn4m/qdb+ib4T58u5jaNjNgQJ+mEqfPwSoWUBr4vGnrxy+fLKpZPzLHAFQ+R3QQW+z0Hh8uuAddDFIn9gTsRDA6+5oqk8Qf7NBFqLuC3fCFJvfXCeC94gey0wQ91eAFxb3Cq1K2OCrxRrg8HOsMEfHuTVVkDev6OZ/V9hkf+BjpdpYJaQzZL3YwKSmac6fl+ZcBFXpMs9ZUKq/0Z0u67IbozhjhboOcSuGPBuj/PBdhYw6f+wGFPYaFQk/5QufXk1/4h36AB4R9T/IB/yg3kjvdp3AC2ikAsS8/C4hTgTPwWLPcYFCgWX8ddD07TfNVt5Jl4E7NLk5AWj4urYf55Lj6RvphVxTwSEGo2+LHTGmGNj8k5V2/jT5zhoicHxvOgMGikoFlEnCkxOXTamet6rcyH5kv8zBdDEk/AtxGlwhrCyLzKNxnKqynZ3y7oSYMPKLEQwgdDTGYmGNrHFq4TMI9yzi0LgrrBWG2+1Q5IUPqSJE+bTGjolweuh506cXiHAAHwDMK7bkagQ1MLYuPj1foqSQRF+PNKfEptpxpXOoLv3ExNzElkXoD37jKuA9IMXUxvO5bcjp26UkIHmQtbJ7iTTu3ZFKYrbbqGoR6ko1dA7X50UXBs1O2CnBlGx1gYBnDU+xdo3pJgnWYJ6j2S2D0A7wTMtLaOK/6iQkzwLzwLVkz7MMtrR3iw9/tQT73Nwb6n/7r7Q+VHWuRUDASWxmqJdlnr5UmRobs1IREgf1BFMjVByIq3qtzQFPdnTbtzpV6S37fCFBlBjPkeYwGUSSjrwFUJr/YfiFIlOWT5nXIltsIGRSi1D6gF+IIN8mHQYJ5FCIiWfA2HmY0W1CxLgmFSZ3+uj1j/WKL+vc66nuhxhSZuRzbuGiVA/sp0WtfulTURvpSAQmssPyvyptTaGLCT+VteQo58K6B3liEn/tlrDYWxBM61yZ8AOMZg7mgXrVnrxVnCnsmPTHR/743cRDGqLgdOwLDHAYk/BXeiHYXsCIQ0+49S3NGIEDDdER9wAl/N3WRUT8GQ614fErOL6fTlmPnspib6gZVutsGOwZcEU/BadubFoQu36sk1X3H0kvIEkBesvs3WwwpolfkKK2FbLOSQMu97neTUBvDEL8Hi6qvnWBdKg4N5P6esEeq227a+rSv6X6+W6iFKK/roabeNJ/nOpQw99+5acu9Za3OgNOIRaJJgCX6+ayTyv4dOkH3BxLkTU64VXnaSUquJnqquneylabvqhDKgme1KzjWvLYEUDF5g+lobY8wPND6dXg251f6CSLnaOT3U7riPUm2Vtk00Lyw7jcs9adQJqf5dNIcVoiJ+C/31vZjteyjkSfNjEdRYs3lcV+KtiIg18noiuMj0GeKFkOWto2a/tlCifvXXMGnGLpKOlUYnwsbdhngenbQimC0bX63MSm8H0Ci3FHJr4of9nLiEGHP9LQdHS7SvqCLZPs2bK6MwWO9F5G+NejXhZOvMKhLSukhvb9dqWJ881Fq5670HHY5/LPMG+fOUi1DV0Pz8FCendWI7QINWsnGeGfQ/QaeNgxGEzkOPdA09kZbzVDdLmV9PhZZVR8DlM4HuZvXO/NBnB/v06bxIYBOyxvphGD4+2NOUwHGNSjUZ/Ut26hzKmNROLq+rBVSJQ0c7N/nGLtPWsSp+7E+cFmyn7iEXucag9XaepBK2EtAjORYrBcYW6/2VUu115gBcQchio18scUozRl5yyUFy3ICF53Gv3t8fIK8lKTfFO2eqKw9sij82ZoRjYtUza0DxTstNRg7rmZVJlx+xRZMgwCPL3GCUClGCTG1qNQjG1fqfICdkfzi8WBWA68IAuj79mu27zUNOgfBmZoYmzdvTKpDGdV1K7VMjOGmvijTOJXCbd54JW63vyuhaiMYPlYyqRfX6O2oNm830LE3q+BF0JedWhVR2ofcVLOjM10mIWuSc1/Vu/G0/BCHmDFlCgOgR0eVM5nRLIBteayL+rkPfSm1pC3kseg3Ff/d18BAtAQgqROFGI2BoHb5TRQhTA9P3w7lvGVMjLIY4Vc1ocGq3f13ApSWM2rRIkwyoI/m8b+Bz2jU+3o/rk2sp392NBUckZi7tZW2LfUrjjnkzyHDWDupsDVTM1cusC0sTYPdP1XvCZaN3NLtAM225LBAe3M2r2JQ3YZQ8biXd8ilT1E0gq5DsK7nKir9/eho9bX27UAe0PyXkJ/nPr0thuk6fcTeGdFb1kw5vZLN+p7l69aMPbYSU/x0WLQKPOVXbR+Th5Vod5myz61tXg2VJnoBn8TPp/0k6DRfflLU6rwdpSsA8D/YMs2fsxCg5ds1lO4VEnX+dLZryxpV99ALDpK0Dch+mvnfsvT3lK8DAKtvrM2RfoF/mPRhBDSCpQlvwRSP1OuXX9vKf9FjaOCvodQZot6CKr4W1DmrswxThDpUX0xRYLAzCHn+A9GFuYhNXffwwNxaOiKi0DDBpTa6MpWoABsF5bU83257E8zomjfcOpkuc4IXcNPerbuAHnlSOC2f6Ga3jOm0y/sysx6itSujLnWR07tk0KY/DNXN8sAuaXkCaizx5RmpHqiopMGqxTIqwWWxGS7ybP8AnV4eBkXVz5AWeNCKITRgx/J0vxg7JwY1MUkhszSUBqbEK/LmdOvBvqLLHF3iUz82QIDDVeXx8MbdrVxbQwzd5hvRfAkf+FIPXnKrCi4fOkT89HV0BUTmrPa7EuPcdquhNu9GP3bdPG1cNxEdFxbHm2DFv4FuDRS3vtG3vpFbPtLkSZJA5BJBaqEQAMS8++AesNdI8o4kw3+UkcLisWD1ubGGsZuSpqUns2SUoNbW2JNa54eXtHkUaSlrH6+nEjkb9XTCuMLffYTXeL08ufnZDaZkfpMZ1tI9fUoJv0dyYw9Ibp2AsEkElOzrIuOUpAXlMj1guazGEL1sPEWMxauFT2DFIA/wQuk+ScJkolBWXGJGbHuDmdR81Re37a+bwnIPh5Ef1MPuB5R/RQ93SO1Z2iZdVv2+u6qApqBoY+UH6mK6qp8F2df7QgK8hfQdNbbuBj+NhnMrd+mH4vcOxYUDL0SrilADYPrTO6rkeEa/8cp1AP9lrVEap9UgxDn2uThsR7K7NjD1IRKumteCTjoVf6f6/t0qLOqH3A8kosNltCcozOLdkf8umIaB+6A2gVOevZzyj4YSRYW1ykFCU3WSBgOLdj+DKh7ayTKUhpIs4nx39U6g/NZ2XZzYQrsBCkVOJU9B/M6ocRKiQeqJPu2KiJaQG2wKV/5QPlptZFr86F5FzL/j79EmnoFx1yKg8GSFtksY3VOyo4SBBKSvF9UIe413wj5Tt9kgtWHL2TcUh37CPV5Rfp9vynTytBxc5I+tQELuCk4VlivFGm2mGzrhTjOEtuBg5HFBsf3M09XpfPqH13urdUMTX3snqHPPdfZXPmQxdfxwh63PumzLY217/f22kwDERuC55HHtPtpQlpIcnco6VvCMWbVQBomBdNgnojSvjn6rDuv0peR/Hj7wAVlwwRA3RlFxw0BkBvP3TeJAS0LRJ8/vqMMEdSaLXCx3s92cJbVa/fQGBr3KtFgjBsc59Y5K+aMrTdATgx1qD5MEmRnf+dOKgNLWhy9E1SrNN48IDYR1+WrKIvz7D3BaS7VGsMezloClbptY5WcauZeyjCxqhSTFOvQ6xJ+eyR8piTLSkT/YfuBsOzjr/YVbibsbpWS/E4zlTc8lPDnu+JWf25URu4i/LSe4g0A4VXNS9CfPoYchqOYzGODH1mHp7GT/RKV8nvDla7Tiz0P8G/27fZPZPKfenSWShRA4pcBOmHJn476WzgrJUzYXRxDtZrvrZBnnrkXJK3Rxv99gQszZxtYqXT366Azi3dHLqzL9sq5sJBdyvV7n5ZW/e3xDHatBhA9HM6IggDVFIvLTfqKDYLqYelD9CUDMK6TtpTuL7wNBn7Rmj8O+eZxfEoGfo8iQJlqlf/O++Dsalcy4RXlgf+AvVXEDFpxaBC0j45K2KDuzzkYO8wGLatMREsf5rO+Sw7JE/4X18FBA7ywD8E5LzgW1qYu959eCZ4N6vPWZ8DFNzoRsb309HEFjfGWwlRewnp3oPjOeVAXd2sqcoLwWWyg2FIKxZVP3K3G1XdAJr4ve/Za5ulU26kkur/1miqwGH9jKOSbHOajl7xPf311zm1FOObRue5DbZ4YSfCJ4fETHtTIX38mOnVFqCXGIWQLMWDjaPj+jrizK6Goj1A78WwZiKgBZ64hU8u5/do+3MMFtTZEdQ7kRT4Ztbd6GQCAqDcy/oG31rFq5XPddSZHanRO9oOQRWl+iCbcsAG0bPGq2WmaqL9Om3ZktBO7grSY14KjUSq5b8udDQMrnea9Q7vOw2LFGOyZ8nzIGEDK9T5hptYsoPjoUxveLfPS6lbEY9hZVfZ4mTY7xUv7+hsqvpDyxzrWOZmJghxLYCx0av3SU96tEc82cCM7/7MVwgwH5VTDIgw2k/fhihiL+Z/wOl/C0npSViZS6q9xMPTFbqrm3lQydwgf95CZPM1Cj2aKiQ8VFQ8rO9skyE9/VP2qLQDBu7+ZYrMJ1J7y5aZywyfPY4IQSNAzOHTwyHkBO4lE6jCeiLMAEONS8d8J7GfL9I2H+tTrQ5Si94hMuB3JbF+i8mIHt31eQMKZPueXRjslLE5/5yywWsfK0yIvuub2uPZs796Bevho+eFeaP3FIlWReIZjL1BG1YZyClF99L/3vkyHxM/jMyOsWUxftN56ota5knxv48rHi6A3uEKHYeHeCDwrUMaHLSmtv0S830QIRH9E8WTy36hrjz9gR5X7BPYenqDjGv0UeJiT2EWD+RkJnjeMm6HJj60VHZdT9yVAIiu6PKa5Z9GkXfidPxn3TaE/1uofyXy9/mNwHwZ14sa0xPXbSPlNQjiS/V6SufZAWhWbHlZqBsE/t4y4CNiwfoboK7htiwmhZnH/lUhQJqqMkebxz69qUVTyGgAxGipDAERRSzykstRtrfZntp1fO1avHUU1hVvq+V7q/e6zPB8qxzmni8AcNVT3imovKeW6t4RAqoXPAcYfIcQvw7/yjnwNysUbxxL8hb144bhUu2LWOIdqqnhp3FJH0NFDIUS0DfDBLKOOXdroQYGJSzDPou/3aLHDy4DxwoccIklCqMRCUcTA8iAiilfLZ+clclujKsPquqV7wCOWDlJ/DRw0em2jqpv0dh2eIu2THk4Qneub7YyYIyTHPzTOsLwH0QwXHV1t54hlE1e4WP9/TD/UmS5+ivSeCM5SFWFyKNiS1wUd4QEGGJr59VYjpnfhV4ZMFWI8r8AIa89wvDUkIxkEjJXlcqzxmWexcSZr1rJhit4eqQkiLuGOBEjWN95ocj5HgrOw0D5aY98JWyWi/FV66j3L/ENiXCsSDXz0/s3ysF3I7PAvKqk2I4fCMaSmo4fGP+Rik+zkzkjFTxqHJOosJihdefHCo9JVEstYGbUsYgdRz5ztfxm4xg7D7zmyOVk+uZ6DSU2noBqYt1ZhcyfIrQFvYr9+DynGzszO92oURZtG9O4b8wBiyxBqfwfP9hhzR+Wr3oAVOCKLOBeDX9ctVokNGgbf2SvQmKG/Ly4SoKtmk1ZSjmJkzYGj524hwlCSm5esiHTt/x5FKB3cunFIMUL0Kp74pGFrRgstI5eO0uJQvSSURa6ft3HNLr0ExS2vhqfJJ3ox1JyNyDilw1KBgCnFo+hZRF9hhOXkJgjA/Mw00/o6aKURjjqba//4QiKjorSqGz8hM5/nyurudpItOAbvmliKu3LbPSHDmR1negrzrCcKwJEZiKweMIg+O3whgmpsmvv4gIxxgbVdyd9HA4/AGpiXO2uXvtiMvymsdw+t+ZKWn6uMSRSiPAswwtLbED3JyFvI5zphDd6epH5E9fH55mTGZ4wOAnvMF0SVQ0agI5KJ19DtGPhW1XK1Cnf5pHu77X11/aLADxGjoan3smO7rkxlCkgA0pR0g7NwOVIuGvxqP/myJCqmzs17Sa2VywWDUSCdjEo2VkZIhQq3fFEe9KZk6e1U/elUZgbo82ZRpXEbv+jDt54sFfiL4P8AsO+ARU726cPjz+TTFWDCqTYHlpprO1L0qohZk6/lUKAXfgnuR7ODbmUfxvGDonwHGXLBhXvJZHTpxfW79MkjbxpD1hUB9ZqPvEJEEq8pwgG4gG7qpRhnF0L0z9U09v00tujpa21gRexBqfXVrIkQl09uY1eyfX/1YC9ho4h1/S0mJh/irjD+FJVmE7C+xVZYveGNOrtZJ2ib5CAxpXnch8tJJfF2XGeF2gix6kcg33yL0ukSJbD9B5nsgWTSo9MIrK6p12Bhl6+8DRgtXejXQ56ZyxTlTB+EIG5fspkbv1MyKfGVf4j1QvQvJzwe28LlseDe8vhbq1YRnDtf3+8xm7p/UpUs90bIMSuRaPb7v1nWUOM1YFe4k4XIJvtjBr3+9+yKfIPOW0f3QQmo8+F4ZARjfT8GnA5LJuQutgz5aeDckfH+1ZX9SVcNpllXs2jJY7Sxi8xxic49OBveSyQSAWSgvJ4CN+V3pJnuxPlznMrhe7foRXynVGs9qyQ+TTPJGMjuvzdfyobCNoHxPCY9Fce7Jw3ztomM5dK4tBYWK3+ihDZpYTwQGwHn0WvDgvBh5xaPsAwvn1lfRBzYfKaEGrxCI1Z546DfZSS/Tg2BJcNtKKdhycZi63xkalnKX9HvLUtU2aA8SQ662gRjuqYujlxg79Ndm9KiAz4eqV+CaeclLIPc6oDivt1q15TB6VzfUQbtCB1yO98X65A7A9DtWvKX90Unw7NyBMyDOpxK1xOhpQA6Jkg6hXJ2JgkiER/RAnVU3/tVN86BRbZlJYYA/DJfnz1xBFz4QAEUuCok5BkpZMt9on1eT8Ni4KLaYgxPgfh5evwkDXT+OREUI6/fs7a5wzqTOJ3yp9vIaSFNspufPZZm7qMW/w1jevukr79GfZmQrAa0Lg6fmj0FblH7jhLPReoK9vO8N7wpaOmQevVT3QWJRzsuJdFnGqrXclWujKLRjZqU+Ao79Jm1TT9yd1vD5kuJo5Fra9/YwG0H3De87hwhgqZXIxIJDkQAup2z66BUmO0aM2o9GSqXRakUzrYm6RwgBi2pcZe+5m83lG2UIzWt3cFWXZxtPbG9Ulag0v6GBajEJntn4BmOlG5jFdhd1qf/8YvUoCf32AHLSxjdkwr6a0wgu8pwwfz/uR+vNAYWtCh2f4b3OieWiV6Yj99/GhsJoNwpw4CJdppspHjC+l//vhK94IIWCQVAboasti+DC2phnWhZ5gLO6/BFehjsK9M1zm4KcN0tR9j509s1e4l1uExhhPt+NtXwhHxshWcBVn3PTg2g3Ga5pEb1mrB23BR/wYvt77LyRA+EAX134TDF44BCOf76GUfXUTZ5+BNHb6i/iNq/5/WhlFiBgarF/JxAZsHIaWZmvuzJGXIKBIvpkxHAp38799haerx5xhkS7xrhJYF7eFJ/yoXTYgecElD+zvEFaG66VTMi87WdJ6dNojECmkr/MaO5+wM9b3tVYKIVFgykhD0c+NbiFHkc0eW1roH2/l0F9MfWmuvA0Qi883BCgB8iMKymzodlTnAI6wzF8TPLju4hzwngatnrqEjOKdewayhf0QT1L/oq2ULcmzJxnSb5hl3QZzzpH1X6/Ukn/Gv78AOJ8w+0WzvexT4gLZm8dU9Nj4a44u1z32zOBofP1tJlFhrs8G/ibYBrz7leHnSOsM7XnkyCHGQR7OP6WIJ6uWv9m3Qc3hus5B8+aUP9oXA7+e64tdUppsUdhwcYk+RIUDKfoulV5qAII5lkOKf06DfX9uOZb5ecFeRvg+z7lS0mOye48Aixrsf2TRs0HmDbk/+hbtjG8OA1tXXSwvoxamPYcUCXFNockYVWwV/S3LalcrNM4ULgTfw6+qdibdLK6yn+MDkEBBXvsjDXpd0cJZnc2UUa/rhfe/CFV4K/hFGX24VxPZOIrQP7zqATLqtO2wCFI8k0YFdOK6FIRpQxrpvgo1zm/alWJiAu3euQTG9lqwW3WLK0MthW7LkURmg0HgeJnlipU+tZJAhaivUgRXRvAfA4uKXXBKZeHrv4+sV4vpbxKMd7jWNMD84J8HWmw6TVrYdIbTWKsTjaWjofE8cfxBhn8vrx40WEE37QAacwXWVpmskBR3Y9u5rUcmDpHQpCaVqGEMKR3W1hhKJZxpgD4OsYhZ9uWJL7Lt4kOEOPDL9HujHL9rI/iMT523OFzaAjS0eBy9FSIeVt03KMPICibFEgkWfBP/97ckopcplOF8rzZ9bhgOTrTYTwDYFj3RTtVPuiAzSJ8Z2OxQjVrgFSYfYyLbNmPnzna0uiLtG1wV879XuN4/LGfcgw5Rim6aau0CAUhjA00uDbzD9thZgAkamMSVTCwlngAXygfppLzl7Z/3kuKjcO5dh8VH7/a5YXjZJJNmZecDevTFcBmVpVrdXjqeGk1XM5RoTtvSBv0lNLTAqIf1IWSr+opqmEVhlF/JrqzaaZMLso90FmJ5mMU5ZRiZH6XJyRSJPh7I2D/unJGN0BQR6xqK8kn5BOG/vS6cHBBDa/2JevIl2URCFBrnwc1dlFgCF5jrKXdDh7QWmrN3qwD3RcXx/yeUzJXsythsmsAt0fKWECdjFfQJuwLUWEszzkypHr/0N/HwMkCgnWsO08Zy0PY7luSTjQewoFKLHCcmgZLVz6PvnPEF6D0Y8uK8kFRuE/aAH7yTMQ6JvzI9z3Pa5EThcnWHoJ6eMyOtFSsEIdS0aC6Vtz2827FxOXzOqhFSqDT6xbKpOL1HoXlCkx+yIZdjBgBlmwdKyBfwxPfNeGTjYDJxQ/i/t3jQX1y3+0g7XtPhJao6hK+ec/iKGmTEoh1ObDreQULwG/Qq8qVj5OezXr5FhiSDaFgp7eCmZpYwDDQQaliTmX5jhwKPewE/0a8HW+5yzrvNvnAHiFmgdCFiIxGd7YOsYImb9a9bAsR6nd0azVTWJXgUz3Mb7HM8vd1WQ8vf2xZ6B2LWgus8wRvCGGlLggNwTbkGB8XKBrDA7yI0RWK1gfhsV801Ou6skDVp5aCI3QYrxVKiRc+OTSptSCc/FfRWWNLDkNBdEEOzBRMYGozc2dmZvbqp/8OJD2oujoCIITmSvHplqIdRiJV12rwYDADOk0VjMh4HIVXd2cNjcIkWsA7YqIxX2INqqhbh1yqHxc/VJCIlEBl33J/mEXuHpEREj/UvM7lpIWd2dsLbydJSbvwGuxwxJIa1e+IpzAFqmvRVud4O8U8kyKDHk06cfjd0o6zUw46VcdSJWgMovyXgeABHH1Nw3xbQT/nCzDBkPR97pHMNw7FbPWyXRVjikJ5x+oPJF0V6Vfn+BXHSjz4eQy02tj4jw2nvf8xFWYgomtCKo2aIgMAcrevbVUlIj0ijGkfWQWvadTd+sKR7J9j02/DG5efmwaMV/NZ4KtdDnpH22VcyFsesdszriDWtXvVxrePEWo6lJS5I8WTA9EZ5R8K6zZWsR97W4BTfPsrfqRhLd6ynqTb8P0Z7SUBzS6Mhamd7jejtIziBUr6yugjx374O+stexSLkV5lwm2aactkekjmyLveEzRkA0Qw7levpH19s/bQU4G0wMsv3oHcWyvDGz+XWFnzznhXkJv6wlaiY2kB5pJYT3vB0GzXgGpfb/TYYkwlRa+vYe2/rUbNydX6JxY29AUIi0C6nhZVqwA3AFdtFNJWNX59wXBq6/yIs8ApL79sI+p0GewI1ONH+U9/EpB/dLz3ua8u/4X+BG20R8LPrMDIly2+fyc64C1Ue/QFpaXnfJwPw7aeOahgH1w7F/dxEa1akrQXfi4mMO6esDVwA2FqgchWkPNxQWN2vzohB8IJgAr0JLFZHviGHhiKbELRgX0V44GnTe6D8mMWZmVT9/TY/MELPKndt3ukdcj9fvTTmr5fbAV9/goukwi7rElcG0ElTp6Y08nyFx0GNnen4EdDaS1p40rs7+O4lFI/YDRYTYu1BvbcavgwckztO/STa1n/4egbW4ERY3DvYm5gNWd0M6TkKdTd8W0irX5Tl1I4eJhkAWVXNcjuakb57AJFAD3IcW60+zS8HeYgFjzQMMF18jWkC1r8mSY1LJRUT85HDudvkJTg57SZ/ZbSJeQUlDUkU46iVIhzgflJkCJ1iHtCIPvRtRzS8eZvMbMJat686QWXJEZTyTCL84ryQbV3gOW92MHBUcirmIdjxE7h9GNz41jVWbH7LX6Nmg2pB5nVHEO560VCPMrFaO9AczP1xxygHZmqpIUMV2IMUPYjudg4usnr1Kn8Tx3vSBUZX9FN+zdPSHvcUOD2cx8ZevGH+n26mMrFHyR2rCUsExe1tgj/GzB8R1Iq55+cMp6NGQywSgY/0Ou2Eto8aI5SUFjBnz7Zuj+PuvT4Rgp6PEBFCpFbAqyN/cMY3TXNslsfZQ3s7Ght38nPkQtxYcJBhAE6np9be32luf5g1vLFSDCJtiz/+BFODoD57HciVMsr9QBgm/hrsc2yG0vyawMo5S1FClamf3W9c/aRuCCdS2caB3jllHj+t29+vn4+JfM7bNN3BuF1GB9VtRFx7zRfIb0bXvQiMnj7+Kn9FtbYFlH6j3yfu/ItXJmtQRB3CGcEJRWvDy58F0qohJtQi6fWCO9XCHU4m4dJsVDkvRe9H84ZKFZuluX19/6SOaq7v8iB7s0cZxZvQgvdvTY45lLJ6cyfzSmRLWRmryBekmbSlmDizuBnlxHqV3DA6vG/YNxU4ESTe0BPLRtTejEzMEaJvb68YYZ2m5nSFAIxBHFo9pkeAJx2+cnwbrtTXU6bEv0N0KIC0ySv6FC2CQ5RC+hbI3yeaeYbboU5ZLK+nPrQwPjkTnX/UU8KneqEUcQjbxkkTgzrPqwhSELIEY5SxuybQIDiKQ37hRUnO2zZW00MTBLOto/O+/myxUf7R77J3eAlyFJj4U2Q0M0FzE2KLJdLHcE7tgztrkd4Bet+WU8Emr/zZOJ3gsQXcOqtR3hldmEi/H6+PbNzIZbOiTfi3ve4j/kCeVHAZdWqf8Y9BkrkXF1qRUPDEPUCvGNhNyRA+gpc+AQT6zvUCzkWNovjYKteEV7qm/P2Dp0KCstpEy+KpRrgoC6+2JWGrn8E/teuMx5J7COQRBNi1ZWCUVdqbs9qGOpb+yCf1wAhR4TaWGn+I+vFWn0yfhPJzMBjGmFQ2TvLngIJcYgJguDerO63QuS4KMLxLgV0OdzfnO3Sw+0kgn8wOliww5Sf1+uNE+5tAcVVrb3bS3CIUwkswo86eiU7Zy3A2qXcPUhz3EYjke0ehLWBEh3qmeXpVtTUbin30c1IsgiaGMCWxzsqdBoPRNHpkdNyxiNKbQ7yxxsNxmK7/KEgyOjJ627iBwVSmU2VGpNtMBWC6Wa8S7GKizVntLbD3gYwFt0sbc43C1dzyh9+DbBvARxCrPII13nzAAF41npSZ0IV1FOSIAANwsXBwbWDoZ3VsVyNaR4bP5Ow108N3Ye0po4kkWGxa9uWovKb3/e+T0BeeV4W+9yMQthGbZlt+Bn+blq0bi02iDD3yX3fefvlrhbTB5w303dkieRSEOOwp+XPK28+lewc8I0CmJCXJqDLl/8lHYa2Lf9kK3ZuiOSO39dnwcp295uV5J/OdJu8wuYkm9egYbArkhi4yyexmM7oHUTFedLw8kp/dyk/p3FiixIbtQQfW29tFsYC6xYitCe2Pff5gPndl9EzWF2hFxSFE7Kjy+Y5bQDaXLvS5FKtP/NQlVFa1c0svcnu68AyA2d/2tL96jTMCu0OGwHY57NGlw7D7kQ3eZTjaBXnL1pYKs3HCfLvHMfbagXVK/+9zKnq7XqH7fVZB7UUvU3n6vjvThPtfR8kKoRsVxTvOP1yMt4CZqAgPmg4WZqCQQqAGq8pnf2UYE/F69/ulNZCcm+0IPnTQ9ULIQRKAcC49PjnyjOjkbBmXU/ktIqQOx7Ap6VUraO+l4rHzljEfEIjHA9J7tgp+YxmaNEmxQy9XK2UGzk79yD4SX+656bw9auUdKJvEHbdT4ZEzVYBEK8cahSj/dX7LQVOKP9DXn6Vu803T6Dd998SfeRl/3xcaK3kmnHnm9QUOd6i5miyMqOVu7gPvlQ6Mk11ySJywy/etYbFD/+xvd/skng7KO3s3geInmTsSLiVpDJYJFHq1ZTFPn8/PE5o61txwiYJu+bueeDEWmZ5XoHaeUDK7Y0nTbHT3w7gJxfdkY9aNIBQ7DcOZID4eFuC7y4dzQaFweriW8xnLOkf8HZTDnRP1qqBqMiP89FwzeJ/7FA1P56KG1ne9fo12F/19dV4g2lAcHwwYFxaY0eOFBFX+bn/1XJ+yi49c3YeR3Hy5i/c1g1Wd+UlaDNsvctGvzwuQ8OhnM9gZQIeXl/Gikau/7lRcedADfuSRTgr3WjEHSEDTQ0u6kclz7A2ksQz4wCDtNk2zvmMvs3jSZ0+AytQh6AelFEVAcKcjpQe3upz1Pt2s4iBl+PP6DzitCVGZfkob8vcmjiYwobHuq1ouakLBQvFh7+KJiimlFtwdg0J6vNg5kYjQ6qczpf+ppbeA3uABckx30bUj3AsEVDe5VipJy1BD4G0m23DrVWHKJyghrbqAGfbAQFPYIxVdNxe3LAXVSzQTtIFl65LIAyKUNo7Skjy/Ej9qYAKPjgX6dpxVjzns+IlqtiYB8HKRpEhuKDXfPDFKk21zd7iXf3t5jl50UWuatTwlZtr5NCNBbjUiUh+b8cnEKH1QFEPBAKG4p1WVTODabSxfLGe3jYagpSBNBk+aOG4Uz80aiKLZAPVMxrcUFNE6vJZlsleKzoOsuNKDWe+lVRC/s4gw/H8DbQzeei87/NwWC9sfWbun+GOcw0QuZe3rfIr7aJR9s1ChPxZIdRcnF+P+1ShrIFllkwL2NrycHOhORzRc/sgkZEyfcU2uou/Qn6iWiPlVbweFbIAgmijLQwtkpugFim6Ioy1/VQGivULAVvWiADeVzl9jn7fypXaTpyXmj58b7vptNPcqXNe25xv2adp39SJZm4xQO8rCQ3NUp+W6gjf3Kcz+TxvXRV2dxXvW82D23pWm41ec9wlETK91tXyqkqId6kF//DRzSst0YVA43CHvT9yB1fIfe4HSR5TKPhu1ueLAJD7hNY0Dd6caQOuQf7gJDSF82gSCF/tcQojgm5sy3d4rPb98mVv5/oqnziPm77gtzTk7MfrhihqfcobAvu0YaglnGI7vLnIfbFFKXneDM67iHPy/rvfEDzyDYFLCByemmWdaI1N7XdQ8BelGB3k39Odj43UZgJqlK/DQG7ZeZL2PL0sPWb13cSIEjAYffTy7MChvPJ0Ii7xdFwjX16ioIefwv8KlUd5clMIkYA3WvZeS2bQrlOHBliszqIzsy1HE8qQdweWrf9W29O8JWLjxr5O53Szqu4zpl5JhX6txfnEiXgbU2OZ21XXx8cFv7USYHV1DYMnhhZPy3pjDyPn8tcSf89QpsxmVeCSHWgJ4hKtofuJdSukKTmW9zUH/JD+c0vZR98NBg9quU6bqm/8tuZBxW3JiBB0TVVHevKnko2qUTwl8M4fx6vtTvMgtmOY9KfmJVT5LMP8+/cf3Am3eA==')))))).decode())) \ No newline at end of file diff --git a/快手答题2.0.1.py b/快手答题2.0.1.py deleted file mode 100644 index 6fe735d..0000000 --- a/快手答题2.0.1.py +++ /dev/null @@ -1,49 +0,0 @@ -#大大鸣免费版快手答题(看运气凌晨跑) -#环境变量 export KUAISHOU_COOKIE=你的cookie -#多账户 #隔开 -#跑脚本前需要手动分享一次每个省份的次数即可,不然他获取不到题目!!!!! -#活动入口 -# ☄X-2oXXF4kiNvL1vc☄ -# ₽X-aUrGSRYpKQj1Uu₣ -# ¥X9zKwxVO5bFL1rF$ -# ЙX-8vWcaYtnY3L1v5Й -# ₽X-36nXtdio74T1AN₽ -# жX372So3SwuI51Uqж -# €X3m58GPjdQmM1bW€ - -import sys -import zlib -import base64 -import marshal -import hashlib -from itertools import cycle - - -from itertools import cycle - -def custom_decode(data, salt='eNItH3ptG8ybnYvG', magic=7081): - result = bytearray() - for b, salt_char in zip(data, cycle(salt.encode())): - result.append((b - salt_char - magic) % 256) - return bytes(result) - - -def 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c1='e5f3ff5540733845', c2='088930675a24e1dd'): - try: - - if hashlib.sha256(data.encode()).hexdigest()[:16] != c1: - raise ValueError('Primary integrity check failed') - - - stage1 = base64.b85decode(data) - if hashlib.blake2b(stage1).hexdigest()[:16] != c2: - raise ValueError('Secondary integrity check failed') - - stage2 = custom_decode(stage1) - stage3 = zlib.decompress(stage2) - return marshal.loads(stage3) - except Exception as e: - raise RuntimeError(f'Decryption failed: {str(e)}') - - -exec(decrypt()) diff --git a/快手答题2.1.0.py b/快手答题2.1.0.py new file mode 100644 index 0000000..6f32a20 --- /dev/null +++ b/快手答题2.1.0.py @@ -0,0 +1,49 @@ + +#大大鸣免费版快手答题(看运气凌晨跑) +#环境变量 export KUAISHOU_COOKIE=你的cookie +#多账户 #隔开 +#跑脚本前需要手动分享一次每个省份的次数即可,不然他获取不到题目!!!!! +#活动入口 +# ☄X-2oXXF4kiNvL1vc☄ +# ₽X-aUrGSRYpKQj1Uu₣ +# ¥X9zKwxVO5bFL1rF$ +# ЙX-8vWcaYtnY3L1v5Й +# ₽X-36nXtdio74T1AN₽ +# жX372So3SwuI51Uqж +# €X3m58GPjdQmM1bW€ +import sys +import zlib +import base64 +import marshal +import hashlib +from itertools import cycle + + +from itertools import cycle + +def custom_decode(data, salt='5hCqn3b50QUI29lX', magic=8991): + result = bytearray() + for b, salt_char in zip(data, cycle(salt.encode())): + result.append((b - salt_char - magic) % 256) + return bytes(result) + + +def decrypt(data='%wgtA*j@xO?T%{aEz`0J?Xh(==EhVS1hKG8S;Y4P;5ZYJ%z}qtg?1@Gu}GHM6z5(B)2Aznq=(%-yAmhC!M!^~NT};etd_=pChbLGdgRID@~41%96S+RVk5~ukX4&+Zq7h6MvXsbOlL}JPE=v-j0H{$M+1{2a1^Qrliy)7iz9nQ9$FI=@K!fC99P8o$X^953mS4niwPEb!bkW_wUQ%Lb|FmZr6ApcXw1$S#!PsZTMB~Ev%?E|eRPLX?N6NE2mT!3gNNf+~ND|G8W;7Jhnhm+T$bVR&IhiQ>IG4ZSki+ZtvS9FjEO36NfcVQqg+%M-5AVEoX{#6M|6>`PGoLTKvjovg@XUa3_)lUD_K{g3fFc<1I1u~6me&hOF09lPe>|_5$0%&{#1ZWDh~r@T2^4@(}6u`{Lx)gMYmfY5LXDvpMC&|_Dn3p`Y&l8PcEuGJ{(}HPF5JP>74cGD^fc*)$Nlu}RJkfQFO;jUhIM;x-PfB5OoKg8q4sA7uPDV?1M}*;t#8F5SLa%WJKrae&n|Yy$BhjH#;;#f}A_s43vw|4zjDWP#M4z3UPf1!&QEFY6eEE3eEk9!i&(8pblZ9u+i$*BZj5Tsvt5$SIQ-OGIg-ce`M?=#TNkcMMBjNv#=SY0hAU1DZuttQoOt@VWY?FHLPM>xs&?bpdLswl}O3`ug6t8ew>J$nLQG7vpbRo#lOj^@XI4@*YP$XTB2|ic@PLGvY?BU)k(|_YEb_YB&0|?@Tkv=`i%QC-YVQXzb8~#Yh2zypIh_v}E!G{M&_A5Hya0bUC<*W?|X&E9CDbP#~NuE9cw|d)Iq`|wg6}{b<3Zdh0%GaAQ^3zKJPzgAGGJnRgvCopCL3*uPFq_^e?7%}!L)j-y?1LbWm|RCUJ2-u>4G}zB{+)z``;dv}TdRlE8avCeAlpWr715`r10}%UP`Bc5{2J1Y5TWqng(MC@*8U%rgWY4_m4v7LM<6p<8&!(J$y-_-HYdgOQ&9(e@8_kuAwpgv`N|PSIL1S95)A3r+nscK)n$S2M(%>k9pY{YEJ=9}-CnU551}@_yj8^2w2v{8A;8%Z9Ba{O~}ACc6?FUU-1$M2Cul}Stf9{Nx*!E^Dx3P0P{V-Mrc3D4O(erdAplxv1%~(va^yj`!YR#ul;!Vy(C_6D-s|<18b@c}H6_z+Dzk;*Iuhub*Iqop5`ORj_k6Bhc7rcB-dW=JZWx~uND*BIjjt#iF$~9qL+0U=(GN^efK&}%u|XI+(Kjau{4DOWX_3B_7fJQ8;t++X^!w5L06j$&(k`M^pVF^bc>wVV@bZMu8o!QXCeHNf1K8n7x)19J@!hUVqow!G&J%~#6z>C;RX{Fkv{n91zZsdS%iv4F(ezdgd`>pf`-ud8_;vaZ3?SbeaAAlsFzUtddhNsQ3>-yezmx6lm$86Pmkl|ERi4YR36>9F1<$}!!1SObl;Rn0HbOwCO;5hYn)BU)s}~RUYR!Q^zu;J_)&bd$hlf20c0_h{bopKEM;%}qP!8+IbU84^dmOiAcV1p2+9$b2NCP$98Z0b0#~Dxo8UevJtwtL_r@ksX9BVGY=BqfIuB%H#Xn6^*?r?9umKMvV5pU6Cx6O}0yDyNwovbmR0N!$#;~a}%u1lWkIOi|?M@5C$NF{lJ?!W%087X@v2#qxJ@W78)3m_0FGIh<`k_u#ufy)iQPI$7u+lJfa9z>>kbaHAuu+De(3XfY&pv%fs{4Pg0dUiC&xUCRiTy-M35Zcnk!6JcJoxKk>h~SQljd^yw>eM#1V~{Wz#9kTlNm03Lu6heTwpJXl{S!61w;Vm>8hs(YT^$wmkPswL`nFCYl}N``%VF5ZzgQ1bRGplSEy`oP7@!lZQ=seMXs?OS!E#|Chfb*Icr`GDRzWqDG)$k19{z+he*s~cnaYF;Q;X}TkdXBEFlN6svnwcqZ>ND#QO;6VCK3p$Y6oj0!xY@bV+loQ08wPdem&=Pq(4MU!T2^x*m=JC?0@MQ7dI}-QO!;@l08^nAKD9?+oZlgnUZF6)OdDd(*1km`_oaqJ@cqjZYD+DBqPqT6|!abh+gHi{6sHCWAx}Sw_SQ6j_ou4R8@}*pE%ZxrDn=4Ay)e_u@8|vAl_3bmy5&{3dm$}g&U&v?1GVR7LGyT%2?rT4`SOJgN6;Kk9@YyT4zTd?LIr#jah~hi%K}TV+tvz$DXSeAyx}G;mso|y*8pdwqE^zOq-ub7cGb%UwBd`z#A$pql%S`;i8UX;L4mX%{keSFU^=a)+_QD?{EWPL62ydTDQPpbk_BL7Tr?Cts8X5wDh1~eZcTkOcwsv8vs$%TM6ioDm2@SR3!mRX{5BnGq{4~aHg+M4oM!xovk_0z^;eCO-HM2={2dkv+eE!m%N-b+(Y%h^;23B!T00Mgp`7=YY0N4WHNowxw68Q>tTLW$V75v_%s6|o`cqp@-`3Oyf5`lHkxVxjfibqSB>gB8Yij1Fr&F-f7`XEw@8Suh7ITvEpbF3uh)8W2HgDMWGapTKw~>Dq?UN|IOJBt8*TpfVITK>8&d*#EmT!ss})Y&Xks~eA_XhCn1Q7N}YcwlR-sL0T{DKfAelXOjy6{z8j)Elr8I5Ehi=^0>$Y+UP$&XC)K(K+Ldq*((On2o>kP-A@d7v!FDd=p%Z7L5a9I0dL4rQ#6LrJrkcv`?r^N#EMhQxajP6YNzE}>^~zLm2W!T|Hm5c)k!NNwNh_W8`|tV>`7I4u2>l=}1KIMW%QuP_h`#2SW6%}!;%P!eyT|JvjHN5D+-3JX;}G$#h}0K>!%U1#Xuh`n&8OSA9ziA8N=jZ|2PxFW37DeqRVgGkQH2x#{twb<56wnVq~^cc9n})2mp#10mYna6hAJ($Ir|}9u?oTuW|Q{ZrG_F2sx&|Xd7kcJ`5X7U0?6PdL##W1_NUaqMmhibq18SSS9)&vI@I*u6Gg67aMJ_@4_hmd~bugG=U+B4W9!YlHXxJokpTV!mcy@GT5CQ$3svv29P8oC@!q1e3<3^z=T0*I=u!QK4CAuEs#K#2;^joJZMlR`3qB?x6cFbdK2rGMnjKJ0~1*kIY1Gf^5{G#2smX*qCwT}SrybJ94yc@D5>?Q>bo-AHcY)EAy)n$@DdRlj(HSkt6mu4{JWhQ1izSKQmwUK>+N5s@L%?L3UX+8mlmVA*;hSdq_I85+jrF%(N6qsgJW0eHf##aTJ_HIyh~%u6T5wNe2sP;vwleJ*quJlRa-mJ%2`Zk9pd&g*G}1h)cH*?R7`{d-wOb&L_atmcE0Rl<z=fT8Sg2JwHXhmRA!|x+2`4nyr+jhKt%rvfmXh68>>A!|2ulTHkq^vbW5sTES2Jg_nT+!QC_(zy~G7^~Iw6Z(mDm=?VU~iVwRWjgnj);`3tDKg?d}UXDT=LceX!@#FNl`AbTScrP6cviDp$|?NDn|ZT^cB1-OA-Ff0)DBV#R}PgiUdDhEUH-H%35eWINPp`Sn}7lniuw$NJ&jKtOSkxrHE_`d!7n80wkJ2G)tWZH_BvTypX(Qzj}sQuU|&R82#FsI(6hzD-(Pv!1_7@`(*84zB`+prlYhsGX=!XbqO)(nwD)|i%x9^;{!A@%_u^Bg6U2L1|1K`EXVKNYz*a?ST<_7Z&O#9J22%6X?O1r0fC)S<dmL7v_X#p$BS@HdJs=Ne%F@5K1fG5362|X&9ruFMfv@N`B*{U{|?$~E6t%lA21jVk>EH3Z*FY;5AGi3n2Bq_U1NvYT`h`}w?Ga09G0$CYZ3XX+3g0yn4ev6cI#3qw!BmN41t@-g(z_7nU4aL7f?IHeoD7xd3_5%KTIfmV=S!~eP48r5COq!DXM4OqNRUcx8YP3-jZTstz^oHAH`ggPwyAbU73{#QWDUoB(AWPD*e|OBjE+ZG-`1WK>b8;79d}d%%Fgn+Ba4eCS?YxAy1eec7z+&&Qfec;>t-DiqOp;Qd1^q8mF2sYrEn{1J>2*JOT}>f}blPkapg^{LPDYu$HYsis_@o~_)1;AgMeh1NHf@9Xg4B6OmYrVG1T2UYej>AC!)N|SO-oM0S3GtH;2}%{QpOQut>^i9F#7z%wz}`?~qpmX|hmT>y(QW6}HtvImKwpNWU7fdH^87&8Y$F%;zoz2A5;+maQe(`9yh$`rX}1s~EKKzhl?gAvAiBYS^_YoAF{9upT^kex>MtGV=Anwgw#gb4eAUo&17!FhpfY(;$*%mu)ZHMLRm0<<-U?Ou=jgP{4#nagxpq@@c(xMR9wvU~EJ>iiKLlO;TU7<)~!N(CfzL3&e+)Z2?TufQ+20Si`K9ulZc2e19EGrd=?MbM+sd_H*3?HBa(QBqp9;L1y4oxr)=^Ar!FYLI=MeXg_(4OL)QwQhfc8i*y0-ofqhfyv}Ne$UT(JaIgW!Oa6-xYVNvijY0l_q>2VH@&>q00L!swx{r+H`Bn#!`J%>?}5VbmD~LVl@6ELb4Gl*J*t0L;Xki_ZaODd>dclwk(okJ2y$k#uhChHkI+=gC($Gj~2M2$tG{7AyrkgnBliuoLVGy!-UG7H&qABPdtu-S&~)Mcwf7_tG^aVgw%kqY{Ht{gw{|8I7TSqeo*bPA>=_-dYSvh>OW=S#2UP;Qs4bmp3gPTEkmJVkIJOBXz&CU(+=(i{5pcat3>19WBxS*kUGLKHpL(B#=0)V3-C1?#di8FG;qOf34L|q5jwxFXQ_)oV95vzF-u4v^!5r8n<7j7GlelZ$tMv!RVVe!c#O(gGm%$FM-<|J<310%_>yK{w@$CtNu&5REr8YhV(lm}^EZ83*aY<06Yf~X{1*8TMp?-Q#dC)zqka`0kzi~_zhP8Z9ese?jSnm_U1yuGzIB@7K!9XqiF@{gzZj83hN++-51Uv9x+vDXr0?chXjNchCfb4BQb$qh((RLy2ucr2HDm`Px`LG@q}uHkI3?jK1^)`v6FX;xR?SwZ%-l}TN9T4iv2Frd)hxaoGRe#|XPzDqm?lm4i^3N4p3JUmMTzsH!sJZFjeVVimOOjs(|`uR%c}d&!do#fGwm**qU-*vu2ju)4v@vV)`UXQh_x(zYnE_aid&;Fvbc@|HQ)$0sWMegqhB*n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c1='d94991caf3fb68a9', c2='8f00a1533936144f'): + try: + + if hashlib.sha256(data.encode()).hexdigest()[:16] != c1: + raise ValueError('Primary integrity check failed') + + + stage1 = base64.b85decode(data) + if hashlib.blake2b(stage1).hexdigest()[:16] != c2: + raise ValueError('Secondary integrity check failed') + + stage2 = custom_decode(stage1) + stage3 = zlib.decompress(stage2) + return marshal.loads(stage3) + except Exception as e: + raise RuntimeError(f'Decryption failed: {str(e)}') + + +exec(decrypt())