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	<title>ABRICOR &#187; Agenda Coupe Abricor</title>
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		<title>Coupe Abricor Phase  1/2  finale mardi 28 mai 2024</title>
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		<pubDate>Mon, 27 May 2024 11:44:08 +0000</pubDate>
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		<description><![CDATA[Coupe Abricor Phase  1/2 finale mardi 28 mai 2024

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			<content:encoded><![CDATA[<p>Coupe Abricor Phase  1/2 finale mardi 28 mai 2024</p>
<a class="downloadlink" href="http://abricor.fr/wp-content/plugins/download-monitor/download.php?id=1113" title="Version1 téléchargé 481 fois" >Coupe Abricor demi finale (481)</a>
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aXoh27xMrAzNDLSMJY3ETXlNmMyx5ovW8xaTliNWvfZdNqet6veWmSf5RDjSHGyd9Z3kXHldMO4zbm/8LjjecnrmHeOT8w2H19TP1kKC+W7/8uArsCaoH3bw4JtQxSozNQvoU/CWsJLI5Ii3XeoR5GjpqOv04piAmPV4jBxw/GnEuISTZNYk8aTL6bs2mmXypv6Ia09ff+u0AzHTBNkZ2jvUc9W3CuzTyxHIJcrj5xP3I/ev1Lw7cDcwflDS0W4w5xHJIs1SkxK7cu8yoMraEdTK/dWFR47evz0iSvVgyeXTknVep/Oq2uuf9aw2ih01vRcSNP+860XPl9Su7yn+VEr6YpeG7W97Or9jrVOtevhN2q6Xtxk7jHopd7Ku91w587d6fukPpUHnv2ZDxsHRgaxQ6qPfZ9kDdeM9Iy+f0b3XOGF88ukV1Wvb48tvlUap727NDE/KTsVPH3yw+sZnk/un4/+NTsX/0VugbxItwT/+Pjz6ir11/rTAQ4gCyyQfKcE3IOwkDl0CBqH9eATKBJqDxqHLsSIY25gA3Fk3F38PoIdnQDdEvEx/RXSKYYyxkKmA8yF5HKWU6wtbHfYX3EscZG55XjMeCl8O/lLBM4Jdgs9Fp4Q+SQ6LzaLRE2jkt1Sp6R3y3jKKshBcoPyNQoJilZKgkqLyv0qtappai7qshqwxqjmWa1MbVcdaZ0V3QG9k/oJW6wMBAwWDPuMThmnmbiaypthzF6YX7bItfSzUrcmWo/ZNNvm2PkgngJj/9Sh0XGXk5OzmPM3lzuu5W5h7joeRI/nnme8kr0tfNh93m274JvuZ03hoIz7nwtIDjQLYg56vr02ODpEh4qm9oeWhPmFS4XPRVyJ3LXDLIoQ1RedT7OKwcf0xmbG6cctx7cmxCTKJ04n1ST7pnCnPN5ZkGqRBqd1pqftssjgy1jOHNt9J+vCnorsrL0R+1xz9HPF80h5C/kv9t8saDhw+GDGoYRCWlHUYSQsKI4uiS6NKossp1b4HXWqtKqyOeZzPOlEZXXvyc+n2Go1TtvUOdY7NHidSWm8fHa5yfx80YXXl2Quxzd3tRKvOLWVtj/vELoW3nntBktXaPfNHp7e2Fv9d8Tvpt573Cf9ILN/fMD10fBQwOOF4X2j3E/PPjd4Mfxq15jtW6d3B98vTh+e6Z1zXny6vv6b/9GtF6w6AKfMAHA9DICTFoILABCrQ+4PXQDsSQA4awGYqwxA16IA5C355/7gB4bI3bEb1IBexHtgEf9hCYVB+6EmJNf7CnPAOrAvvBuug/vhLyhulCEqBHUQyb/foolodTQFvR/dhp7EsGFMMXFI1jWKpccaYhOw57BTOGGcL64K9wovjA/Bn8evEGwIxwnf6OzpzhJJxEjiIL0m/QkSkRRPGmdwYOhiVGasYeJiOshMYN5DhsmZLBiWHFYm1jI2MbZL7Cbsoxw7OPGcNVzGXO+49/LI8TzhTeeT5XvBXyBgIrAi2C6ULKwvghF5KHpULExcT4Is8UGyR6paOlMmSNZGTkteXkFBUV/JRTlcZTfi8pvVhzS+afFpm+vE69brvd7CZeBmWGb02kTSNM7slgW3ZbDVEesSm3hbA9s1u66t+fahDlTHLKfzzu9cud2c3As8+rxI3g4+xdtG/RgpKv7mAS6BgUHp288ET1GVQjPChiIkkZ33LFqDVhzzPc4tvjHhUxJHsmKK0U6P1PS0tl2EjJDMB1nqe6r3Mu5Ly5nMM8zP2t9cMHaQ4ZBd4fnDqkd6S+xKH5RbVNyqdKj6fvxOdWfNxdqSuuQGaqPXOcPzbBfeXDrbnN66rc3z6s5rrdeXurV6Im7l3im7V9PX1N858Ghw8gl+RO/p/udfX3mONY8TJyiT7R/wMxKfwV+Vc/zzpV95F1oWI5bUfvz82bLqu+E/RIE1iAbFoAO8hfCQPOQMJUPVSKY/B3PBRnAYfAS+AX9EcnZj5DapRPWhltEyaG90AboLvYCRxlAwpZhHWCLWHLsH24PD4qxwB3CjeFF8DL6XwEtIIAzTadEdJ9IRE4iT9O70D0jGpA4GTYYWRnXGNqYtTLeQHPUpOYg8z5LJyspax7aF7Sl7HAcrRwunJxfM1cjtwUPg6eCNQdZ6iv+0AFVQXvCbUJfwARFfURUxOrF34t0SNZI5UjHSfjIOsqZyuvIaCmqK6kraykYqtqpeapHq2Rq1mg+1VnVUdXfondOfN9AyzDIaMpEwTTd7bqFjWWm1YmNvW2R3b+tPB3nHQKcq52fIGnu7n/D44KXmvdtnyFfML4bS4b8aqBeUur0rhEB1DT0VthhhE3lyx89oD9qVWK64nfHPEhWTUpKvpfxI1U7LSO/PEM5M2j20RzG7YO/nHLvchrzl/QYFOw80H1woNCmqPkIoppWMlumXnzyKr9xRNXxc70TtSdaanFrs6YJ6/obLjbZnx5sSLxAvHrus2nyv1e/KQvu+Dt5rzdfduuDu5h7qLd7b/Xd33Vft+9B/csBrkHno+pOAETBa8Uzr+cuXe18rj71+m/9OZ2Jmsmra7sPCzL5PS39Zzu6ZuzDf/2Xq69o3zkWV785LO380LH9Y0Vw9srH+UsAZpIN6MARWISlk9XdBjdAojIVVYX/4ENyFRBEiKFdUDuoa6gtaCu2HLkMPYRgxNpg8zH0sCeuILcO+xcnhUnEP8eL4DPwbgjnhIp0oXQWRnXiEnp2+nCRAqmVQZOhgtGF8jcQbjMyNZFvyHEsZqwnrPNtJdlcOIkcXZzKXOtc37jaedF5LPg5kra8JHBGkIRGIqgi3KBq5e8bFn0oMSj5EMvMnMq9kP8r9VCAryipZISe6SLVT7ZOGoKabVqH2oC6bno9+w5ZlQ3ujBhOCaYTZiIWV5S1rG5tRO6o9cKhw0nV+61rgvsVjweuCD81X3W/evyJQJuhssHRIbah4WH2EQmRblHn0aExEHDa+OtEw6XVKYio2rWAXa0bZbuGss9k6ex/kBORB+WcKvA9iD1UU8R8+UowrSSidLPesGKp0r/p6vL46qAZ3Krf2W517ffMZ1sbYs8NNWuerLmIuRV5+2mLe2tam2N7QIXqt4jrDjdSuDzfdenpuKd8+cZd8L+v+4oPw/ncDPo+eDrk9Hhl2Hrn7VPlZ4fOPL/VfFbx++Ububdr4wITI+8TJB9MiH+I/3phZ/az0l9Wsx5zHvN0X3a8iC7iFt9/aF3d91/s+u5Txg/zj+DJhOXr56U+jn2U/p1Y0VvasPF4VWaWunl2dXVNdS1y7ur7+MdtVlDeuD4jeCADMq7W1L+IA4AoBWDm0trZcvba2chJJMl4AcCN887vPxl3DBMDR3nV0K3nkxL+/v/wPpy7Ixxwo1rYAAEAASURBVHgB7J0JfBRF2v+ru2cymRwkIYQbDCjgKrnIJARMANcgh0REBcH3XRV3X1xxcd9dlVX3fV+Gd1ddUXb3hVVX9q/gHoKwHhhEBFYQMIQckAMPQEO4jyTkzmSO7v4/NZOedJJJSDhz/DqfSVVXPXV9q7r76aequxnDBgIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIg0JkICJ2pMqgLCHQVAnc9/mxYWWHmz2WH7R6mKiGMKcxokPYODQv5/dpPtuUKAlO7SlvaU8+xU2cnS1UnfySKUrWiOIMfHu36xWOrcuv0aW979K1g5du3XpVEsVofLjJWY/YXv753eMimx1ale9MkTLxjoUm2D9fLNvhrQgINezZt2fk5cVS0+NbkFcUe/OWX2T/VM79t+n0WZ/mZX8ou5zgqn1FcZYCf8aObB/j/5c8bPj+l5cnd26bPtThKjy5XFTma74uCWhFgMr6zI9X/t4J1p4uHaVtrdaB4n3XW0jV3U2fOjqopO/ew7LCnesYPYwaJHYyJDFz053U7i5vLJ905I02pKHlapjpKglBhMAh7o28IeL65bEfz9ZajqmLCbbe9YaK+UxQ5OC2m5tnn3igs98bDAwIg0CYBKFNt4kEkCLQkED9x6kJWU/JayxhPSL8A5+LNuwteaS2+K4ZHWyzlRlUN1eoeQW3c0qyNsXOfjZSObDuqyfhyJ48wDvvdusxiHndrwtij/oorkvt9bwpbGBPQ68dvf+lWzlqXV1hOzgHSMUjxUlUhOjGpyNhGvt46kGzs2HEHJNkZ47t8xkZGGFLWbtm3R4tvvQ6aRNM6a6FNXFJc4iwWmSt5vraBwer89J3712hx0YnjvzDK9gnavt4d1UeZ/O5nB7a7wzqYrz6fKOoLPx0zLyO9EPwgAAKtEmjteG41ASJAoCcTiJn6UHJzRcogSbskyW+XxsVrStECyLVadxgWLVpk4j9d8BXzWq1Wg6pa2zyetfIvJte8UnHzV0ToFSkeX1KnLmsup8qSUx9mIi5MlIr1YbuKat7R9gVBqGz0swpJMuwiE1KFFkY2IvaXg5W7tX2TyfyO0ei3Sdvnrp9R2mQ0ijzMbQmMGnvbzqaKlEIyxk1MNBRzef02upkiRZahfCpjld6keLjEtXvF/JQILV1H66yla+aqWhl+fOw0a9PpamU1Cbj7Mn7mgii9IhVsNi5XJWO+lt+hUnWbJkth7c5XS8/d6OQ7XtUrUvo4+EEABNpHoM2Tb/uygBQI9BwCSslX3ou7IDgrctKCjfuysiZmZe2dWDn+YX8XXeicqtJPI5Iy/7mIOLrrT09/2pmRkVHPf/Hxcep9U5JSNRnuxiQlp1vI+hMfH6N6L45kOYmJj1d5+PjE6C80eU3WYokrn5I6ZU4syaSnpzstlnQ5OSkmXZPTXEvyD63xJKOV75YbF/+utxxNsBVXPrLxVy2j/Nizc2MjW4Z7QoySPT+DuORmZw1z+AWt1eRI0aQp0ZZbv0Dnr7Oy9k3MzckJcwaEL9YkCIZXfv+endbMzL1pshbJZLY3MystMzM3jU/xxcz+9SA/nQUnxOxanpt7QNibmZmWm71vWPCIhGFc0XXYbX5JZEUz6SxSkeHq3fuycmMzMvY8tj8np4lWuO6ryn96i9R52lNnnXgTr8kkrvrN+L7+e/nYoTa5hk8d3ESgYcd57psXtfBws3Ppzj2ZT+/Pyox1epVOiT08LWa8JtPefDX56DvvSzPaKp7S9klZ1CmzWihcEACBixGAMnUxQogHgQYCUY+/Huano/FQlDRSv6bmu5VP2vPpQpeSev+zXIxPe9UVbD0v6qZPPMlFVlzq3DY1JfoZLTtFcQ0hxYGm0ZrOvPM9Hi6r8tDmsjSrE1paXvqepEWQa3MaZkwcF/WuFhRFiphqq1yi7WuuzcHmJSRElWn7bbmC92JLVh4/s1cx+vKY7L3QN0+vqlLImwsWBMyevyjCINtv0eL795JaTaPJiKKxVvMLgui1XrnDSMHU4rirVwjVs7kPNsY52ed78p9u3Gds57o/Fx/IyRGXf5B/pO5U3mwtjivF72/d36iECoKi9ItJ0OLtsjhBX44WrnfbrLNekPsFQd2Xkf3Y9JWf2rWo/Ft/e86XRVNVnEM0mYQBwl80v2Lw9049nq9Vx7nDO5Avl+fKp7Gs+GPuHxhsmu8ymjd5xiAPwQYCINARAlCmOkILsj2agFh6KqARgMwWvX2gtHG/0UdTbu5Fy/L3O3ZooUEmedWraWlGY/jgu7WwkjrDsvQF8e48tWkfLa4tVy8bYjYuvXX4rYOZOXi5lqbGIc2ji78QN+XBVL+GdU7hAfLi3Nxcgf+49YzLqqpfaFvWJS4TRdNMBu6hzSQ5d1ksq+dr5dd5yvF5DnEphshVubm1RQUZ50WvBUhmH23PX+/Jren/cpvfA5Mm/fCRxHHJ70o1Z1/TYvsHSH/U/Bd1RcmrhIWb2VKf8qRwuBeq62T7mFkLBe9g4lt5vpQbfZ5XpM4NGUZtnfSaBlIQ5Ar3+i+KE3SWOVkyG7XyRVPIp5q/Lbe1fJlVNQhFW07ytCbJsSt9Z8YamRT6xrzqG73wgQAIXJSAdp68qCAEQAAEOkCAzEaSxRLpSSGznV/mPS4I7utzOi32LfasURHYl1XGviRT7JHr6H+ZrC+5VsYyecKnaZH4jz1rmyT2X3PGDZQrT/xcu0CX1bFl48aNjyMVitU7HLoF1/5tFiropplu7sOeWrlyhH10YlK+Z4pMm2LK91pJ2syMSSw+PlbNScszClbW5Ck5u6xOsFdXTtCnDzOrSz/ambdGH9Zev1ESz7dXVhKZVwnzplnCZLXRVuUN1nuuVJ3HpN4zRyg/sUDLe8owcXROTsNeC6umFi4HavL09GTL+lNkW/lGfZJ0xGPRlNmX08PvELKa2kQv2KRgLX+4IAACFyegnWsvLgkJEAABHQGabVpK2kHrm2bAIQmJffck81oVBFPQ+60n61iMfvpJFSTvepfAoFCHfoqI18HhsM9zOBzz9Ac9Xz/UaolkvZCcdTO0+K9KTBtIIXtXv9bo8AX5T1p8U9dOT9jliPSTQoZPGNy4zkliP86Ki20qy2e+WEXTxeeM3RtV+n/N5dra17ertM75THtly23qA81lY+b818C2OpfLX4k6x6bc+QwpUu9p5d9IT+e9sCHf++oGRbfYXJJtjQv8Vad3XZ6sKF7FSsunzXy5ou9V0iRmSa928jV1fl4LImO5J1nB2IRbj2r5wQUBEGibgP7807YkYkGghxPIX//bM41Kgch+uDXmteZIEqbMSZ06MXYhhevW9sjsphXMocnK9pr7NH9LV2hUvGhKqmV8ixCvjOC9QKosyjikVmCN640iaJovLe1VY0xMTK+0+PjAh8eP9x+VmNj79x/mH26RY0NAdMb90/QnCJfCIrlCppd3yn4x2lSlPtxIT8bRYmaaUhOUzzf84ZTeDFVS5xqtl+X+foH1v+aLz/Vyb2WFXeDTlU1kWzJpbL9/iLctLsU/csHM+KgmaWknlqYRn52bFCn4B3pl7bJxwuuPR4XpZdUTX/xZ26cmeKfdtDDutrvO+kQ6fyw9dCDVlS3zBCkshV4bsV57zYFOTvN+W6mO0fyqbgz5m4RjWjh325NvU6j61I1+WRVoDR82EACB9hDQnyvbIw8ZEOi5BPjCZHOod21Sld2wYHyi5Yu0qVOTU6fclTomcWyeUvr9NsYtBVzW+2SUxO5IiXuFFvcKt03/kaXx3UoqGxcglXGgjRc3kT2aE796Jr3U0cLXD7VJW2C/mDf1hgULrAFjxk9802v6ohm0tFWr6pRefb3KXqmNPX8q/7fD33rrrdoy02j5gyMnE77Oyrqgf+y/eVFq+ckVWhh/zYHJZFql/UhLarCCCWzVYXmOJqe5tGbqhrumpKb+8M5paQlJ49P174MYEOKXq8lprqxIbuuKGH0fn/Zs2AzstrHRO7W9O2Y9MDKVXh7ayEpgc6ZNve2BWdNHcpkDn727vdF047Gu/DA5yXr39OmW8ZMmPxJH1hfJYXMrgwc+W6+TFdhbWYYL902ZlDp79k8HWcalvGt02rwWuZHh0mytDnq3PXXWy3v9izab+BOYkq4Mg6gUHywNSpw4ceLClJSUZ/5t5ji3Iij16u9dz1VcJn3807lTIxMmTX+k8VUGKvvxcIPndRHtzZfG5oDBg6OHDh06SvuNGBE1TNa9PiLMLCyNivqBm6u33vCAAAi0SgBrplpFgwgQaEmgYPf2Z6ITEhrWJjHG182cLinZzSW9F3mVuRUDYcjYsex45iEeV2kTn6JXHHgfQedhofTo/syGF1IyyfQ1a5hmqaMn7epOFjWxAHH5lpvIdh8poamY9MaySWhUH2ky11YObv9ofVR8/Ht8Ho+ergvdf7ziENXBmw1X1IorqrhFpsQb2OAZ9ejGYL/8/4307NK6mn25k9wLtxvib73zvk3+DU+CnalR/kDBaxqi3A4v72xp+TZ9GPcbREfxqo2Fhc3Dtf0Dq58viUm95wFDw9QXtxrxpx75C0LPnfh+n4kW1DfeAYqsyM1e5U/1uV/aGTAiZZjzyG5i4tkqbc4llbZzS/ielk6b2hT46wgaFmHz2OLS6m2sNLshpccJ8HOuffezgu1NApvttFXnZqLu3diSXQOaK8l8wX55ebl3uq9EtfMxVJi/7cN/xlKfeeRFlu3u78ZcA4yOTWmrDtbxkI7ku3njxhZ9QGvhKrV6jR1Q9ZcXVm9oMS4aS4YPBEBAT0A7v+jD4AcBEGiNAE0zFdB0lBQQttg7v6STNflJa28fGbmcB+V/+Nph89AxoxotVI2CEcHi/H/tKfA+ul84ZedDessA/zxNUEAvbxktXhHQkFXT9wKpbHC4eLf3jdgkU0jrlgRz8NLGkht9BknNHxUx1P1EV2Oox2cu+n/eqcgAP2WtXpHiEl+N/+en2tNuqmoI3fjobcHN89Dvi6Sr9A42zt+XXThMH675ewdIBzR/PimB/DF9bb+kzrjsxfnTIujFm8e0sKaue/LV3R2Z6/5Y7B8zpxczmrzpNVm+xqlXgLSYvxqBh+VveOFU5fjf+Au61z1osozeYTU8wpyye2/Bg41hTX0Xr3NcRNMUnr3mLzf1JWOUDJ4F9GRFkuIXBKqSIb+5XLCZLd+deTBNC+9QvloinSsZzPu0XVnq3Wjo1ALhggAItErAezPdqgQiQAAEWiXA32zO2BesrKxMWrlypb01QT4V53Idd9/4v/3229Wtyy0I4HGraJquNRmyIOR5FoHLtMg7T6T3VQrWpUtF7ZUMraVbQO994nE0VSevWLHCwdc0tSbbLcJpWnXRk09ywxy7Nzxcvr3hlRW+2malRdmnH3vM30RToHb7Qakt/r7SX4swPtYm0lj7gMbaihUrqf+61/cfrwVDlAECV4sAlKmrRRb5gsBVIhBFypTnySu3MuX5Jt1VKgvZggAIgAAIXJwAlKmLM4IECLgJ0OPjz9Ii8sZFR9eJiyqId4iMvy2dHnUT2PuKNt92neqDYrsvAZfLtbCgoMAz5dh9m4mWgQAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgECPJ4APHff4IQAAl0BAoI8ev0ofPS4TBCH8EtIjCQj0WAKKorx14MCBr3ssADS8WxIwdMtWoVEgcHUJ8JuQX9LvA1KohlzdopA7CHQrAoF0A7KNWgRlqlt1KxoDZQpjAAQukQBdFNbl5uZuuMTkSAYCPYoAWXMDqMG1dANi7FENR2N7BAGxR7QSjQQBEAABEAABEACBq0QAlqmrBBbZggAIgEB7CCSm3P6MJNtvGtxL/tuGLfv2tCcNZEAABDoXAShTnas/UBsQ8BJInpqWHKDYw7wBzMXCAv0Pvffh5sNaWHTi+C+Msn1C/yDnE598UfC6Fn693dnzF0WcO/HN7Uq94xZFcQ4I9BP2bp3k93fButN1Jes2ITV1juhyBcwbGbz+sVXpda3lHTv3PyPFI7uP+kmO/Myswlgut2jRCtM3hz9JsdfVx7lk501GkZ25ZYD/X/684fNTreVzpcPjpsxJlUu/XyZT365Pyn9C2NJ2CfFT5yWzksO7Gcnn5ORLgsCUtlO0jL1p0WbTkG9+P9MoijZ9rFNRzHeOMG177o1PyrXwux99Obj0+60/Yk5bjCiyaj+D38Gh/f13rlm3pViTgQsCIMAYlCmMAhDopATKy87/zaa4IvXVKyurZPHxscwaLwWmrcqtU5kSwuNlhQXq5a6rX1XF7yyW8/o1BHY7W2BJr1/90uNRvZ97o9B7sb7Ues6Y/dCgc2eO/6K2vPwpnsehkvIMcrxKZvN8leLclRIFRgSwP2pxO/b+9axJVUO1fQd5sovsS9Imxc5P35m3Rgu/aq6qCqrFsk0QnBXZ2QW9STFSL1aWs7Z8nGfB0aU/iB1UsmtAVXn5e77K+rzQvpzCn+ZxY1LufOZU/vplejkbs7PC6mo2NSV68ZbdBa/o4+AHgZ5MAMpUT+59tL1TE6AF7pW8giZJ2RUUGvFqeVXNAsVpn8GYxF7Kc3xKURO1q68kuhf2CnfeNTPezGxs4yfbcrWLs5WUm6/mPDyg1lHZW7HbQ0LM5vM/jYkput1qbWIlmjr3kUhWcXYwj+/d31zyxhvvepUenseXd80cI8r2UKpPhT7/1iAGmcRVfSMG/ul4WeXDLls1KT0C++Kg8BOSv7yLMNXljMVyUl+un8nMdSHf26IjJkPGXOIms493FP6VuHg3g6gUDwzv96MylziwpvzcezzqdLWympw1XqHL8LTFdNLSnZISFvaAv6jY7rln+mhV3XxQ6zNe5IOPPx4WwioZ74e0BdaAH7iOSwFvvbU8b968Df6snglCntcq1ZH+UWXJqTUpkPpI9AvcS4vCaXG4yPqG1pPVi7HoO+9LE8qKGxQpmQ3uEzpZDOh3/Gxp2UxHXfkyUvs6j/KuNQYuCFxHAlCmriN8FA0C7SEQZpbf+2Tr1nSSTR9tsZRzawpdRd0WKS392RrDaxaL5TVt32KJYaqaL/KL8wcTpj1lrCvxWhhKSOjp48fZj6YnJvxtc1ZO1OMvhRmy/nmh5EihOzmPZ8eZ1/oQN+W+1HSyoLgjG/5ZLHHspcddvq1MgqAkL1rkv3LlSrtbXFWfGWOxPKXTYfRZddxP+Qempj5gr3clepS0trOIzlv0JC+7l0leRTy8Csj4MWMGrVq1yjs1GJ18R6LRVkFKn0jsGGfnlW27hJax7WFanf60m2mtO3kl0zONnfts5KGsbUd51NjEsfmnc9Njzgj2Cte85+KkI0coXOF1dE/zdbh/dNW9KdT1l7c378whZcrdPaTAu/Vztaz4Y4+YzHLS8oyCleYVPdsrzKr+4ZFvbx+sywZeEOjxBPSW+B4PAwBAoDMS0KbwJtG6H6N3Wsp9zdNVV2Amo7SJSYZ8T6CB/ezemBHcL0qsJMRsXHrT0KGjeveLTFBEQzEPP1xi28BdNXfjDs+JQGYJI4YM6zf01lGKZMxXyPoQvyA9QCwtdl/0R0aYU8aPf9hfkUy7uMKRnss+4ul9bV5FiiLjHn2pj6ZIGSXVrau1SEMX89mzZw+aP39+BP9xv3VBGllLfG+7tm9fXzbi3pd9xzYNFRoUydkx7Fl9jF6Rcoe7FSla+yA6i1tTpLT6ae7jjz+oW9PWmPvlMtVbj1yyK0bLuTHc0/+X2j9afvnnxGx6ZQHNNloU/vv17JhBpKXRkPFsEQHKYq5ITZ07N/KBWbNGzuK//HuHK3KQ17ql5QUXBHoyAVimenLvo+1dgkBJnXEZXfCWVR/ZTSqMZ5s0POiezKzG6kcEOGkNS+4rdCEUYumiyC+GwQ1TX3k7t6yZPP0+y7GScwsUl2uUoMrudUKkMLinERtzkVhB8emVgf5l78cMD71nzbrM4ijDqkf83AIqO1Oj3HM67/1xKi1450EOhUU3pm3FR4ud1Yz/Pu+JdbD0nYVrfEnGznvuhqKiIrK4NG7VZudS2rM2hjT1Bdac81StaXCTvZipDyUbSr5iRlp4vrCNtVoxScnpBqdnPfbtNwbfvi+7STaeHVIy8mktmKYYegLrudM0yBPR8P9ymSrsvuj+fR1vby5jS5eKH37l7KfP3nF41ZzL6h9eeUGo4HmSdSpUlgQj9/J9vvHpY+6eIGuYXgsWyEpGwT4VSS6PDQR6GgEoUz2tx9HeLk3AIKn5ccP97vkdKTrtbUg0TQ1eOFfsVqAkUSwWGqxbqupZvB40POkeBz3pxjUCu1OeYXfWzbhQXcfumhj7xClVm+kSWLXNTlNgdmZouPjytVttTYelzH8xooYUKc3q9ZvxNv/pub5rLZh71ZKmWCwJ0nEuQVfzEKO/62vf0u0PVcoO/Y1L39LH8JPMVpLF0RORotPmVhBv7KNMbpUtTS+qiWN3Gby6hsD8DcZvfWV7uUxj52i5quy5tz8tbZh+U2Jm/1qLcLuSqjRY7zrePzyDySPkYb9bl1fszoz+5fL+WevV2Vm5TX2AQl4P6BM52VR7bmpdff2P+fgxiMIxLQ1cEAABPM2HMQACnZ6Ax+rU+OTUPp1F6mKVjyOFRix4361IxQ9m0as2ZhfeOvGuhf41Z73rq0LZWTZ9/Hj/AzWsV9Gp75Iqy85/zC1bpXXOZ5Qw/yelGl6Kyn6c6Oztte6QBWzWvakjWpsOS6JH/usK3t/mUaRcbEH80MBpKz52qCuW0lokq6aheat/YPXz3PAxzBvQDo8gydyK0urW0PZIxpzs7c0FOc0Fk2mtWA2tFaNF9e6okRGGlLX0niey0FAdhRZ15EIHsvZNbJ6Pr/3LZRozu0muXM/1Wov0MYrJ/8Sl9I+Wx7EKaTC1lytGvAxupVLonyInjt9F776aYJf9JkydGL9wy2fvv07R229NTEr1l52hmiLO02ADARCAMoUxAAJdmoD7CthGCw7c8Fz5mIL33VfK/DPsb2PHjf/aVXN2nj7Jye++O/DOkcOhZpNxlSAFfKfF+Rukvfs+++cnNG1INiiBvZXld4EWQ+/iV3WXxTLhOD1RRluLKpD1ZJCzaIt7nZUnLwNblXu6dhXlo1847Ym7hP+kyMXwqcwjjUVsO+I8yl8ZkZOT5333kuvQtt/yKbD+QeyJFqVQHjUWywVtbRCPP1zi2k3TqbQQ3MKenZtEFpv2W/+a53+lmTbPX9svuIT+0dJy93AJ283bq23aKw/8Yp+bpuRaa7kyXFLDXouPH/OaROvx6H1c7vVbsiq4FXQtHVwQ6OkEPDeOPZ0C2g8CnZgATc15HvjyUUdBNJzgwa3KWAWXYg5bymVcMouRnfXT1IZpOkEQ3WumJP9eb3GdyGZ3Lairq1rGFQyzH1u7M6Pg37iVYkj8gkBV8tvlycM1QZZdE7gGFWY2ufPl4e3ffBpY2p+8QbKFBtc8B6tqMNirFnDl7Y/RBdS+a7tdOaZuXq1Du8L9o42j3FVpddXjf+Mv+JnXesgJTJblGM7dIIn5g3oHPXRtiaI0EAABEACB7kZA5E9A0a/pZEwnbqWVpq52WK1trpG0WncYFi1aRG9e8Dwm37w5PI+G+E5/ExY1Ke0R3kcTx0W/27wd13L/WjK9Wv3DxwPvdz5+Whsb7WFK/RHA+2TMmDFp7ZGHDAiAAAiAQPcm0OWUqe7dHS1bF+VRdlX3o/4toxFyHQhAmboO0FHkNSPQ5p3qNasFCgIBEACBK0igMDfXPRPofjrtCuaLrEAABEDAFwEoU76oIAwE2kdgIE1ZpLRPFFIg0LMJKIpiEulryTRVGNSzSaD13ZEAlKnu2Kto0zUhQBeFOfQo+R+vSWEoBAS6OAE6VrQW/EDzwAWB7kIAylR36Um041oSoJtsZZDD4VD8/Pw6/WLsawkGZYFAWwTouOlXX1/vff1GW7KIAwEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAAEQAIGeScD7saSe2Xy0ujMQiI+PX071cNK37gZ1hvqgDiAAAiCgJ0DfFVycm5t7Rh8GPwjoCeDbfHoa8F8vAveQIpVLJ6yA61UBlAsCIAACzQnQeUmisHBZloOax2EfBPQEoEzpacB/PQnk0Z3fi9ezAigbBEAABPQE4uLiYkRRzJNo04fDDwLNCeCL982JYB8EQAAEQAAEQAAEOkAAylQHYEEUBEAABEAABEAABJoTwDRfcyLYB4HrRCAmKTnd4LTN6B/kfOKTLwpej586L5mVHN7NmIvl5ORLgsCUS6na7PmLIs6d+OZ2pd5xi6I4BwT6CXu3TvL7u2Dd6Wqe37iZs6NMlSXxQ8NcGX/9cM/h5vFXe7+9bU6leroqy+IdLsdokbBEBPl99OGWnXv09btp0QpT38L0eaqjdpwksmpfMu3Jx5unqgoTJk+ezed7koYYd7y0+tMSbxw8LQgsWGANcLmOSz8aOtR2u9XaYqy1SEAB0RZLuVFVQ6cOdw1+YUP+KV8ybYVNSE2dI7pcAfNGBq9/bFV6XVuyiAOBK0kAytSVpIm8QOAyCMiKawg/IGWFBfJsnLXl44zu/C7joVtVFb+zWM7rTdB2O1tgSa9f/dLjUb2fe6OwnBdx1+OPh9UWnY+vOlm0zUH7Z13OpeRY6XdNt/a0OXbus5HlR7YV6Ct23GZ/amxCVPG+7MJhPHzUo28FB2S8XmXXCXGZ8YnRuzKyCiby4Pbko0vOYsZN+LjWWTeDhx2ovz589PXp7P4v92865U+K0enDWe0bSzRWRYsllLdLlsyeod/ORs6Y/dCgc2eO/6K2vPwpnuRQSXkGOdf8ZqCd1YVYNyQAZaobdiqadGkEHiSFIoRVsjfeeLd8+qwHRiq2sr6/SnJl3k4WnGlk5XAe2ZwQbhbPv/fhZu9Jmt99n6/6tq+jqqoPL7VPoHjmrxs2ee+oH310cbDJVG2Y0++bap4PLyPJYKh7cuVK93V+6txHIlnF2cHDhg376suc/SH6mt+769PlefPmbfBn9UwQ8i7JKqXlF2QSV/WNGPin42WVD7ts1XTBEdgXB4WfUPwrXKY4K+uCP7kC36FNFFitx9f6f0/bTho4r2lk/VLPHBk1YkDwoZWrN7gtNqkzZ0YZ7LUhn366PUOzqlnpgvnVnIcH1Doqeyt2e0iI2Xz+pzExRZrlov1tVlnvYP/5xoABB8+UnNwgKq5Il+IX+ezcpMjfrcssNn3z1zc9CqTKRvQLT/iuSp2h2sqX2GXjhF/Oihn5+w/zG/qw7Xy01ken3PmMoa7MrUi5w9rBR0vb2V39GF3KljBD5stJgSZX5caN2wt53blls5r6NnaY9NXv3vjErXzzcD6WbWcvRNhslX1NJrFyVHj/4mVvv13N46xW1fDhJ0kVTHWFOpkxyErHSW/TPvnJlZ+6xz0/bk6eO3AjczpNN/YLPNYwZlSelm+SLDjvfvTlYMfpHTH9Q9nJNeu2FLsjfP2jMXXGYjmpj/Izmfk9ATYQuGYEtHPnNSsQBYFAcwL0nqnv6RHkt/bv33/dnubjVgrpyLajzevGaArJbA5ebrPVuu94eXwvk2PVjozCxxidxOMsFllv9fGkp2m5tHyjYGWu0TRtYaK7c4OoFtNFhQl00Y8wO5du2VNgjUlMyjPIzpjmZUYEOBdv2V3wSmOdFJrmO3DJ03yLFi0yrWxQ3qjOwhiLReEHvlYOLz95yl2p/rKrd2lF2ZsS1Vcf17x+7n3Kh9qutGw7Y8Fm8/IKm+2pxsef3NOUIilUanTK1GeMdSXLmud5Sz8p4W+bs3La02YaK1R9gRRM5r743jR/RURIwTvneZ5JQ12jXvsg70gs1Y2XH06stxJr3m4tTGvbRfNpULjipv/IIp77OtsgsmKnKoQK7eHTvIGdeF8bo8yNs/GSYJTUfFkMOKHQ1LNWfTdf4tLYT1qMxw3wc67dvbfgwVvi41Vz0yjW22xfvm3Pwadjx6W8Kznq5umjDWJ98b6sg8O1PtLHcb/3mGse0bDPp/fs9a5Ez40CY5NHGIdxpboV8XYHa0/zUYIf0NPG37Y7IQR7HAFf58IeBwENBgFVlpwaBVpfUyxJfrs8+yLjipTJz2+t3CBQZZcWqCrjxw7/XzwgPOjuESNGDAsMG/iA59bawGbsiF7gFhcNx7jrUoRIrki5w+hf7MS7FmqKlNlPWNsrrM8DWv6aTGOdPLlq4R11vYoUJYx79KU+2uWSLpbeNT97Pvtk+/btn613NdS3PWU01kphJj/TWm2/mhQpk8TyRS9DA/vZvTEjeJ6ixEpCzMalNw0dOqp3v8gERTQU8/DDJbYN3G1Pm+l9ZKqmSPE0AUc+foK7vDumRhi4hUJrYqOFjdLIglDhFmv414583NOFAilSNPHEMrNybnSIfk2mF/X5dVm/t88FZjJKm1hDnzhlIUZx1s7wo77V2nbwrGrlfjlsaKUkqbsGRoSljBgRNYz5md0ydQ5pnqpaxV7hA+6mTmrgLbOQ4JD5fcOD3+HjXlOkAmjcD4wYmKJKxnyXwiJ5vo0b3cSYTKs0c6zumGsU0fl2bd++vmzEvS/rguAFgWtKAMrUNcWNwjo/AZnty8odnpW1d6Kz4WLALRkZe/c+WD80aVST+tMFun/SwzdXKf7mY8ePP1dfdf4J7SqurXvS5Pkde05OjsR/n+7O/19nXekzPM4oOfL37M15cAdXZOiioslfFXfRZpNa8L7bgsOYg6XvLFxzJcqZPEIdlrE340FXQMRinp9BdJCVITc2e1/GJE1BDG6YdsnbuWWN1GvQpmMlJQsqL5xaQiqOe40MKUeVl1KXuClzUo00fcfThptdS9NW5fJFx5pe1yRLtUFpUFTPmjR9pM98yPJoyn+9ivfprRGmFFK+FKrvUJ5OUcVAffru4HeP88ystOrItGStPROH2kbtpb51+gW4laV6lzqOxxW+sbD8hlun3F9uU6OPHjv0ouywNViaOHory9y6Kd3RwJs/UPH5zs/X/GPj3kL9uN9N4z59S/qe/VmZsdHRt/TVyuQuH1N7MjIeEwfHR+vD2/IH1pzzaysecSBwNQlAmbqadJF3VyXg1onIanJM3wCTIbTJOqKox18PO5/xTn1teel7Drt9Ac06hfi8ilMmvfzYHvfFmF+QPT+38hBqEv6hL+Nq+VPmvxgRl/Hf9Z6pN5n9ZryNL5G6QltDVqLk5tOWYsSf1rpwrjjbSdYrJsuj+ZQZr4SqKk3Wi7WnYmMmTX9ELP1+G5c1G12b3NN5noSaTsvIyujpM5rm0yyBzdeDtZZP7LznhhobKvJViWs3TUerfg3WxTKbtMRiGe1dP9Qg1i2cw/0fKNUsQn6mUPfaI9EUutXTOE9MLE3XFhVsPW+rqXjN5bDPk0SpuLXGy4rkVTxp7Psc96sb1tk15uEZUy6/iAuNYfCBQOclAGWq8/YNatbJCQgHP/6Jp4pOWtOUK+7Lyop1tmJdam6p0q72pTb2vNZMUVU7rFBoadtyk8h6U0cWKc/B7mIL4ocETltxxMGnY5qn0+rVPLwj+60pRnGk0PHH3nle8YNZdFZ29rD6oP4NU3QdKYGmK2ndjVB9bjVPxa1+ezLz06xkSXK3iZRVbfqwtI65LYB8elNrrL9J8CrJbeUTbO5Vq/CZXFEs9vyaKgx+BmlPx2rdRaRX3ORoflOgqEqTTz0568sX8tbwtUy5ufuFc5F3e61ZbbWS1qm5x7h+3JMmLd6emjSnrXTtiRMkWdN92yMOGRC4ogQMVzQ3ZAYCPYmAude3rK6EWmxkt40f+4/4RHYLa7agvFXlJCDij6z69GpVNYZaLPHlNPUUSmuqrji9mNm/HuQs2uK23ngyN7BVuadrV1kstEuqgsrcC9ujSTkx8kXBsmfpWEmdcRlZYpb1D5LpnVd5r19ixZo0/8ANz5WPKXjfvaAp/wz729hx47921ZxtshC5PeWMJquIWFfiTVfnMM6jus5LpzZtEux8nU4YC7vhSVb2/ccuxRjp5lvwfqinMgp75Qf5Gz/aztjF8snJORhGeTVpQxQ9NOBHfay9C6w99e3sMk0a2M7KahamKrthwfjx41l90YeeNYK69JriVFJnWJaYOG5Gb7PtvXOBt85m5/Kz+biPj49TjUb/TQ6LZUa1p9826JK330tWxxj+wMGRxmG+7YjzaHx8LN3k5F3ygxvtrwAkQYDWgwICCICAnoD7nrzJjbkkik2m9zTpgs/e+4QWbBfzfbvDNc/E1Ept0a1RErmWxQTRcIK7zfMo3Jm+xmU0b+JxpNCE+kvSLi2td2qKR17VrbGZquy8xXdR2oSP71hfoYIgauuf1CaprYJLMYct5WlcMouRnfXTtDbr0vjKskmY2DCd2CSwYYeeuDvGvQVb16erAeGLuZ/z9SgMMhsz1DhqxEpm5+HtyYfLNd08bWtuaWwq07X2WhujvBW9zMYmY18SpOM8PGh40j2e0SMyO01xSw3HAY/TtrDBlikeGYFmdB0T+BTzgc1v5xgihqd4xoVIb0ZwzOB908tfektLdymup38vJSXSgAAIgEA3IcBfjTBmzBjvdFdXaxZ/9YCvKbP2tIOn3WG19igLsZWmda5lm3si4/aMvSsh4xn7Ta13zfPlr6Dgv+bhVhr3/Nc8vDPt81cj8LVy9Lu5M9ULdQEBEACBFgS6ujLVokEIAAEQ6BYEoEx1i268Jo3ANN81wYxCQAAEQAAEQAAEuiuBTm1i7a7Q0S6fBPrSXeB9PmMQCAIgAALXh8ANDcU2eZrx+lQFpXZmAlCmOnPv9KC60dNBMfT7eQ9qMpoKAiDQRQgoitKvi1QV1bxOBFosCrxO9UCxPZsAf9CHP/iDaeeePQ7QehDojAT4+cn9BGhnrBzqBAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIg0N0I4HMy17hHx4wZk6Sq6nOiKJqvcdEoDgRAAARAoAcQkGX5xby8vJ09oKmdpon40PG174oI+qDvBFKoPrj2RXfaEiOpZpX0K++0NUTFOguBEDp+wun4KeosFbqO9RhGZfNjpuI61gFFdz4CI6hKoZ2vWqgRCFxBAmSZSqMflAYd0/j4+O+JyfO6IHhBwCcBGic/o/FS4jOyhwUSi1NxcXG/7GHNRnMvQoCOD5XGxdyLiCH6ChMQr3B+yA4EOgUBS8rtz0ydlPBIp6gMKgECnZjA2Kmzk5OTx77aiauIqoFApycAZarTdxEq2FECcVMeTFXrypd9uiP7rx1NC3kQ6EkERj26MdhVUrTbMlj4U09qN9oKAleaAJSpK030OuY3Y/bsQbOb/VTV2mofJyVPsP7HrOSR+irf9ujLweOTk159c0FagD68q/hnz18UEc7K2E1DB4569NH54dZLaEfi9LmW5OSE63anftfjj4fNnXtPpKoyd9+lLbAGLJo/O+JS+yBh0uRHpqQmzGmSXlXFscnjX3350duC3eGqKkyfOTNq+vTplvkdKOti48UzJmcMalJ2J9zpyLHTWptbC++EzXVXiY+zG8/+dVRkv94J9rC4yo70u9am2x59K3jc+LFveseRFnGN3GmLVpjumTs3UjvOrTSu76Fj51KLHzfz36ImJCdam6cfO/GOhY/MHBelhd/1+LNh/Fh5YNb0kSsWLTJp4W26dIz5OucyCteft60LFnTJc2+bbe8BkViA3l06mU4ipy2Wk80fz3zq3sOjqImHWzST5O0Wy5ITpfZaintFi6+tKw+XbM6nDpUcX+UznSbYGV1q03cWy3mugbgXpR0/x06a7ctp9+mOVFdQZH/ZJY8iZYbWOjO1I2mvhOyx7Owik6qG3jZ29C7GDk48+nXm4tO2E0so7+bd267i6mqrlqiqjS9IXa8liJl8//0uW+1Tv3o7/2l+QbRZLFXnGiLPkWdqcvTSLXsKrJp8a25JdVWv4FbGy9DHXw87k/XWSZ7217NjBr+wIf9Ua/lc1/AOHjvaMVJSfugPVO86re5aeFc5drRxxutffC6L/tdzb4fGWJXpvMHsUm5WTFXX5VpyKm/zk8a6kmUnmMtd93XznhsaeOTEUTp2JTp2FR7Yka22oiLFaHPS8cL+V0sfN39FhKvgnddm3ejfaw1lFjV+4ptns7Yt4PnyY+a742dJH2pfefW22iUnSpw8qZX/41vsvOduKCoqOurZY4w/WTHnzui7128tSNfC4HZ+AtflAOj8WLpgDQVB2U8nwsRZT4yUj2ceCjc7l26li2FuLmPR41LeNTrq5vFW+Unqrozp+++gM6bMtYSSOr9l8RbL8wKT2X0JgcPXlUruI93PZHZweUvyD62qrZJfyFm/YHH+5p3Za7i/k250TmMs3Cwv/Wz3gf998sknjStXrrTzusYnT3qV2aqfkkRWzGVmjQ5IfO9E+O3BNUd/tCczPy0mNW2OseLYm9nZBb3HTBX8/RW1FyM9irMzuWzjFCYxprgiR0YYU9Zu2bfnh7N/MejC0d0HJVJ6jJKaP2u0OeVXb39ZzcvSNl/sosclv2uW7bcoZHRSZGfMjX3Uyes/O7BdS+N2RcMxJjtD7bJpwi9nJY7cWh34tVDveWIredZ/jKw9cWCf6C5Xyf+fsdVjp6844ohNHFsUYGB762V2y7Qb7Hd9zn7I6ql+XI7qzQySkK8vQykvfm9IsDKfhgerPrLhp0Zyb+wjUl2yt6cteDNgUPl7YXHzX4wQCtadz80pEEc8+mKf4IIN52dHB/V9fvXuEo0nK9rizlYbL/oyQgs/+Lm2n3lG/QX5O6TUammvutvBYyf2K88x8tHR4INj4uND/SVl15f7DtweO6fx2Llp0WZTSPZv/8mc9hl0qLGoweboNRv3Fl71tnSkABpnBrWu4nd33Tvig7IyacWKcKcgfMUS7pyZJped/FgUWIUqiBWRYfKTRYPuz/Q1FtYy5pJVZSgv1j1eCt8/bBClYy5ZjmngMmnEk5v9LsYiacp9qfbS4m38Rsjsp6zdnXHg32Inp802VZ5+mQmG47LsmhBidi3/fE9+0zEkSvxmkDYDuzM52loXNvT/bA06FB/Hp/Le+VSQ7RN4H6SM8B/2x3WZxfwYDJTtg2TJdKqfqWZr+qQDf4/bnJQjyq4YVnOW8uJniMbN9e37/xco1efPfDu3mrQm0WCxLBAEZ0V29r3hgmBVUmdOj6J7LjXGklD+4yh55JOrD5TEWCzlw0Kdj320PX+9xlOwWDyZCqyhzp5dVfaMm8kj5GG/6/Wb82NyrbVVNnYzxUKZauyGTu9zTyN0+lqigu0mYDeEug9UOhF6D9jeIaGv3zR06ChTcMR8hyxMuH9PzL1ahmajsqlf35smy6oYuiWv8jUtnLujU++bwxWpMUP7jRKDB84/V62sPrKItc+krc/oGvvLbNISi8UiZ2Rk1P9yVszI6DvnpHFFanC4+W4xZMivFIVFVtmcgapT7lPvciXz6qlOpQ+dJ7n1RpDra0c6ZEYn4KWCKrtuUUiJGj7whrtl0Vh8uKRuN5cvK9p1Mtjg3JOYeH9vmyzEbPm2qsm0oG92i0w8PxcpUX1Ce/+3TEaAojLnBp5f842u7xV02i7edcKxz1xXeodEFzYuU3N8/yGzKBdER9/Z1yaLMb/dZ97qTqvIkXaHax7dHVUGBk1w1FH9TKJ8LGF4wmC6QlaoqhKilREz65cj/eiC8+Gkwr/zMP8+t2zk7velyjb+JFB54V/+3xu3KueUGsVPICWSW+fEmlo/kRRAzk3P0xg28AGe1tcm2MqXRAQIi4WAiMUVNvEp0nQ7ZPXwlefVDOvosdPbLL1opvbbZXHCw9PixzfWzZ/57/vtVuasnXF/YmJvlzF4U+HJmoLG+M7jcynGyKfT0538WJmW8sH/RJE1USFFKtTMlvcddPMEVVEia22um1sbC2JpTQANpcjK8sAQhcaIoLLQUBP7RyOXsbddjAUv00mK1GC6WQsbHBVtc4jzfnxXXDw/JmXKu3eAebUimXZVesaQj2uWyoxG06Yym2GJdHDDTzzKkJUV5a3OEOS6CQnDhw+WpYBdu4/Uk8VKdR/TDlmZIMiOQaKfsWz05tv+Jcr2mDF0jlRNQdwi37hZVYPRUTNv/CCDZ5qcDkwXHZeqagy1WNJli2VMeZi9zH1s8RuXKmLAEwvkr7erN+h5Dh06ZpTSmHML37Yj0tF4UqT4QTK0t9Fzl9JCCgGdlYCPgdlZq4p6XSqBqqqqH313/PghR00pn5ZgtXSQa3mFmJyfbt68LschGfNrneo0LZy7Bmd9H+4eOHF+n1pz5g8q3bG9VZI0gId15i3UrCxPi48PHJU4qvfyD/KPMHvtEDIrsY1b96RnjrhzW2PdFX6j6X4fiyyI3ukaT7zn7pT/N4jO4g0bNxQ6A/su5XfAX1m/IiWD5nechhn7sv55wUjKit0l8DtJ7+ab3ZEBnvwcxZ9u/TTdScwlQXUrSd6EDR6D6Dh2s+XhMaoqhSr2GroTFit5ZXl0L5Nz0+rVL5XIxoBNdrfS50nUP8j1RFZW1sTn315RxusXanL+488b/nxK5pYu3eY6lbE+yM+1VrB65kayPvz94UExc3qZgkKfYJIh3+ZQ56Vuv/A7xmyUSmRcgT4c1M9tqXRn04TnNB3PxkJiyELKzd61LjGOuWrjGCllj90TP7pRomv42jp2ZtyUtebL7enrZWrK2RpnamOL/Elr5Mqrgb1PU7ZGly1ZECRSaD1r4Brlrr+PW1gW0LESE3NHr1+l3vtbqfy4WzH44YDcP2ze+I/Cxot/K2PBRxP0XM4Tl4ux0Mo8XS2vLj9ZUEBz6xWna9VET9Yy27Jz5xpHQPjq5hajxqIV9j8J/3W/k6jX1FUt08L5wcKP3T9v2HCqPnQA3ezQUbF0qeQ5BuuL99GxsnFrdjqvH5f7y4cfHrb79dqrpedu1M67/11gDvb7D/MPa+GF2fuG9e4XmWAwmVfJqhBaVOLcvWPpGhPP93C1cZgmx12tbZznhx/+5TCXaW2LDDfePZxukmRqf+5JuaCz33y01o6eGg5lqrv3PF2AVboYRwQ4F48Zs2RQ48nR03CnbOz74OMvhRnJWhLsJ3jX1PBYTTZuiP/YGTNeiejVJ2LyS2szj3d2ZGRVGlhUXh9mOytHPLfwLprmkgP5ifQ/506NTDiydbK3/u5wI3uEzPRGe8Wd3vAWHgNbQQtdpdrzSxidWG9dcot7KjTA6Nq0PC3NOCxq8sgBfYKf0ifzzS6pgR1Xddyndn2SJn46kYa8+8bCcqc5lK/5Ij3KbVlyn4ttpKDsoDtmkS7SBlEp1hLSXTy107PxEmpdhrjF9ECBQXHdoIXHL0gP8Ke+vu9mw8+1sOiUO59xfP/Bj+ZG3/KWeVD0HO2EL0gyn/1jvyxMmJdw4vPbNflWeXoFaFLlTAHVW2UuVQw2qK5gnufBM44/6UQ6v/cix072udtuGDt1XjJNALPBvaRN+gZ5GLrY7OiBQ8eNe6h/r95BD2lrcPRyncG/t6qqb3n5kQFvfps5WKtPTnnCbVPn/mekdoFodSxoCXSunsvQ8KD3L8airmGaa2Awm5+TkyuFDho2YeItQTSDqNtUJUC318I7feV0u71fTII+gpfrUsRI1brDYKq5QNOttC3xntbcu/yfoqohLkWKfPnRxcHNzwNC9enVkWFio/WVxkR8QtzRGwPtZ6bd+ZsnVL8Adz37skT3IV9UYfjVLJqK17hphTTnqYU3d2015X5kPaMbPL5gs9l8Y3Nh7HcqAs37vFNVDpW5dAK0NsgzzUdmabJMFJfUGZflkgmZd7gkit4pQD4ldoisKwZBrpg7OpKva3FvkmxzFuzc9IZM5vP9x22H0tOfdlaXnuNWCM+5sUGuMzp1NE3wVdFXJ48f/+5Q3sETPzH+4InX+JTa7iMlR9WKk29qdfbvcyNNbwms8OS5AqlhTZkWp3f5VMg7Ge/UGxVHZMqI4GF0llP9+o1IqCHLFJ8iKSrYet5RV9vE6uKb3RI3O7rzrvTkT9ami2wFu7c/w5fWui1TVK4UMTKlxmGc93S6xWlUXaHjbgz2Kjn6PlcDwhfXOaR5/8pfX8XXdWllOr9+bbEg2Cv4ug6taGNg+N6SGtdr79BUj42mEflal+2pvZ/Ni5hwhltdTtP0rlJ+4j2vvA+efLxo8aT5CQZn3YxQWuOyNzMzLTNzb5qLlEK7LE1QrWSu6eSbnmNbx87X5+qzXSWHd5u0fL58AABAAElEQVSN8qa3Nx/I0ZolyWecIaP/I0UWjBXr809VZdDYqauo+I0W35lcPl1VeOTI0eNkuf7uu5MH8tb9rthFFtMT5cp7JUd2HfWo/Yy1Nha0tuj7X+MS4CevXbVxV+HFWBze8MIpFhTxxOlqYTWfni8/WVRQU1rdRHkSjMZSrSxfLrf6Hdr8do6LrLWeeCtzl8v8mIXOXQZ71YKBYYYH+BonHq8dD9zvPzDmbsaMbH3+v6oMTpvXOs+nw42ke/1zW/4/uZx7o/OpIpgqs4vOnOTnRMlROy+yj9/kW623OhhNRdronHCcjiHOjZ9nffH0jq+GLDWnuMz58Zmi7JNGmuJPGWEepoXDBQEQ8EGA3lp8Xd6A3tYrEvg6Ah9V9Qa51xlcRMYrfAmea/kG9JGzfz2Irwt6dm5SpLuqF2nXrQljj1oso8tbaxaxafOG5Gqxs1qtF1VKrM3rRvu0YFp9aGqMe51Y8za1Vlce3lyW77cW7kv2SoVdjzegX86xw/vganG6mm9Ad7eZ+j2WxsvUlOhntP5rqy2xc5+N5MfWE/TQhCavd9vDoi3W+rw64ufHykWnzHyM8dG0iHziuKh3WyvLV11b4+NLtrV8Lzec9wHegH65FDuevs0LQcezQ4rOSkC7I/NVP7pLa9PaxOMvJuMr384YFhE8vEoySptCwmo9VqGLtD0gIOSVYLP/i621hbhoM3o+Ra4WO7pAcINVm5u1Zd3UG2kx7l+35O/xlbC1urbW962F+8q7K4ddzrHD+6ArctLabDSZVgUHmr3riNpqS2DAiDJ+bA3ub/NaPfX93h4WWrn6dJfr58fKRafMfJwHIocNG70z475/b618X3VtjY8v2dbyRXjXJODzjrNrNqVr1Jpbpqimf3W5XFFdo8ZXv5YGg2EP3dGtoy+dd601NVcfDUpoRkCSpEdEUfyF0+mMaRbV43bpuMmm42YVHTd/6XGNR4NbJWA0Gk8oivLQgQMH/taqECKuOAEoU1ccadsZNihTf6M7GPdTM21LIxYEQAAEQAAEOkaAlKkVpEx5HzLpWGpIXwqBi667uJRMkaZ1AnRHvYfuKKfRYMcUawMmUizpbePqBdr1OT3QOk3E9DQCdNz0JstUP2r3Nz2t7c3by48bCiulY6eseRz2ey4BGhdRdJx83nMJoOUgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIgAAIg0NUJ4Nt817gHo6OjR9HHWh+gT2IYr3HRKA4EQAAEQKBnEFifm5tb2DOa2jlaiW/zXeN+oO/yjaQif0G/U9e46E5bHH1bzI++JyVTBfkPGwi0SoDGCv+mpYHGi6NVoR4SwY8baqrccOz0kFajmRcjQOPCRDIH6Adl6mKwrmA8lKkrCLMjWdFdw+iOyHdn2fj4+O/pBLBm//79L3bndqJtl09gzJgxPyPlYQkdPxGXn1vXzoFYnKLjZjkdN7/v2i1B7a8kATqfqvShY65oY7uGBPhdHjYQAAEQAAEQAAEQAIFLJABl6hLBIRkIgAAIgAAIgAAIcAJQpjAOQAAEQAAEQAAEQOAyCECZugx4SAoCIAACIAACIAACUKYwBkAABEAABEAABEDgMghAmboMeEgKAiAAAiAAAiAAAlCmMAZAAARAAARAAARA4DIIQJm6DHhICgIgAAIgAAIgAAJQpjAGQAAEQAAEQAAEQOAyCECZugx4SAoCIAACIAACIAACUKYwBkAABEAABEAABEDgMgjg23yXAQ9JQaBNAvRR3olTpt/lrKueSAdaDX3kujg8JCB3/UeJXwmCVUma+9PIoNJDiTKT2Kg+rqw/r9tZzPO7adFm05Bvfj8zyFB/On3Lnj36MiZPv89iqyqZoSjOAUbJ8F3f3qYtGzZud3/QNHlqWnKAYg/Ty3N/sMFx5v3NO3Oah2MfBEAABEDgyhCAMnVlOCIXEGhCIGnus5FOi+VoTUOovcGtrK5m01I+WEq71rpTxbOddVXLeFR2ucxUlUmCwJSgkl0DqsrL36sW7BUU5VaOuIIVmPHf9RfOFXNx92ZnDlZTV7dsakr04i27C14pLzv/N5viimyI9jplrJ77BW8APCBABKbOfSTSceF4VJDB/0xooHjmrxs2neJgZs+fH2GuqfGzkd8pOY0jA5SyZW9/XM3jtO3uR18Orjv1+VhRdZqHhwTs/3NDWh5/z9y5kb3kGqeWX9oCa0Bg1bd91669+Ti/idDnz+VT+vcvfXLlSvch0jxOkiSjlo7LaltzOX0envLy+sqy0cnlg4KYY/XqDSVaWu62Vf/Z8xdFSLYTgevWfVSsT6P5U2fOjhJtlZEmUSn/ZZIr83brTpcWx10tb7Mg1AeG+p9cu/ajY3RcqxqHx24+e1JLw1kNMcu1K6l+zevtpLaPDKhrwV5fFvydhwCUqc7TF6hJNyJQe2TbUf7ZdkFQKm7q22dyfa/w0vNnyybZqi+s9jZTlGq9frJOTRg3eiNjB9NUWXJfBCRB5cqUezNnLv1WO1hNRrYpPDTi5dJa+zgHV8ZUJZALCYJQyV2DpOYHBoT+UVblAP7FKH+jsZSHYwMBNwGymMYkJn1fcqQwku9X0h/XopISR+dnZh2M/aaw8LBJVUN5HN9O0C9lXPTa3XsLHuT7sROnLjyVv/417udbWVklG58Ytysj68BEuiMQj9FNhMgU783BsW8ynzDWlSx76t5vRpH44eb5FxUVsTvphmAr3RA0j+P5a+m4X9uay+nz0MrTZLlrsURXZGcXhPOblTbrT7LfFO6l9iuh2s2NNx+6oYmhG5ryk0XeoKfTGVswMz561cZct3U4ZvzEN4nNAi5Qzv+RCmexxBKLPDFmgofDyyft7pspjdXJhpsmX/WuNduXUy5P86ywdW4CWDPVufsHteuKBOiCIjXUWyJlKq7/kEMfrVtXnLFz25oDubnCsKgh/+erWXVO04xn58ZG1gb1c+jjR87+9SC/BotTgJ9zbUZmblr6li179u7e8QqLXxAY2Ctkk16+j1lZ9fnOz9d88cUXr3/xxY7XP9ueuV4fD3/PJjB63ISNBhpPRknOXxAfH5iWkyMZwwffLTLRrYwz0XCMMZktjBnUK3hEyjBOq84hzSPlQoyb/2KEVFNCipTMJgwPGZyWlmOUJWO+XRYnkIX0GRIlMb55/ru9DTcNfiazZ1y781fZfdHD+/r3uyWBy5TVictU1UpV8JR9f2L/3uPHP+wfT/Vb/kHeEXc++n+t5kF3Dw3l3dLPP2EgHR/cbKSqxtCn7o25qR31p/sPXgdFX5rbH7Xvt1v5DU2IWVmeQ8wMESNTeETuSbnAzWbKg6kGew0pUh42JCNGjEgYpgrMc1Ok3TwJYq07wwZWBlGg8mhriB8ZYUgZP368u+3Pp97/bIMsnE5OAMpUJ+8gVK8LEiBzlEsQ3CdQl2KIXJ+fX0UXBXVsYnzezClJqW+88Yn7plVrmUAWKLVBftsR19GoisIwLY67ZleF2/LE/bfdID7PXW3LXfVY3fubv2yyHupsjfQaL0/7NVzktCRwezIBVRUMzroZXFnYOz3P8tiqVXUTly4V93720Sdf7rv39kY0AutrUGU+QaxTjlS56MvZXCYiQFn8hw2fn7JaBVfdDXfcxcPK69WF3G3fprDnaWrryxv/p7BR7VrS4JXYxwdK/pqTs3Z1QUHue63PUPvKo1GLMzInc5mGyFr+kaG9yi+5/vwGSbZP4IrSv3YfWExWYGXflrV7HKRIMrIq/+ze5Juc5UWv8rbHD5ajOZsnn3zS79O1bxy/e8Y9EXyar31cGCu+oL6QlZOzOi/vwKeZ57YHtzcd5K4vAShT15c/Su+mBIZHPz5UbtY2l8xiTpY6t92RHO0+6WrRfqKzYOCwKaM9+yZ2/Pj+Q1ocd+XqU7HavsOu8tnDDm3+kkiTDdhAwEPAc1VXmWBlrluSp1qfTk+n5X0WOSHhn2WNjERmzT1d6zyy+6hAgUlDg0bpFQJJZJp1hQnBiVWedC2tOY35NfdJzK3sZ8yt5/mHkrWHFBSvwiHL6miXyzXO5ZKTKZqL+Nh85dGotOSfk7PP07SckVJGBDgXP7l6t/c4uMz6e+spSMavecWCTUEOrZKje9vODp7920EZGRn1nGt6+kYnt1z5aIDPIKciRyu87bI8oaa0mqbqsXUFAu3u4K7QGNQRBDoLgY/f/nF1Hk3pjUpM7B0U3vdu0WjyTsXV2NX79PWUVWXopg0vnHL4BazVh2t+KezWLzV/qY311fyaq5K1QfNzN9zsXJpLZfNpBv77aGfeGn08/D2YgFdhkdivZ8cMcsRNf8kUHDGfE/FON7nxKGxwn8GTtRuCUEO1W3kSGtbfVdqVaRpFv1P/GMv9guCeJvSORb4+SZNp6arMbPJbZTablg+NMKf8a0+Bbl2QzLKys4dl0y8nJy+s9XzayoOxgWG9HnCJhmJetrHhhqId9fdWtUm5ZInyaFAie2PhUO96MtVRN48nkORKpyAa+fIytu1o0F0nN/zXqd79RiR4AHh1Lx7NvIpcQ1+oqhLijmj491BU5Uje9v25+4UXNuTz5WzYugABbU1rF6gqqggCXYQAKTexljFK7ODw6DVvvMEXptIyVZYeQ1NvbR1whRm7/j3WYpmnrbfSWpvf/5HSMUVb3LfnX5UIu1+cP63v86s/LbHS1MPGlDuWTUmJqSFZqyYvCh6rgf5OX4uDCwJC8MD5rPr06i1F0slbK9fffc4QVsepkPVEd1FX2cbPNm6/deq8FKnk8O4tRcJJ1cqMwpIP/0ljlNlofd+k5LGvKv7hWTWl39NUHGPRA/x+lElKhzNhbLGksEgebwgcvKWstPg1Hj80rNazJovvkJ61J2PvY25vi38im5A8/lWFiTSulaC7oqpfeO6NwiZT454kbeXB2OQhJ3Y8+YNPbx5D1q/T1dLqJ2YlZrz2wUXq761Lyzqs/br/E6zm7GtvZfW+MHPKDyafrKz+OXPaSYm0V7ywIfdUzOxf/5QVbTnJy0pNTow0GqX3vdmRR+gbu5HVbHntXK30wqypUwuOV9YsZA4bf4T3uF5u/be9/y8lZeIBeoCk39Be6rp1zabx9bLwdx4CsEx1nr5ATboPAbqpFVnhyfICPpWRmJBwlLuaItU3UFrqs6l0IRL6jJrcIm7lCLvCL4DuTWLvF5w/z/NLpykEekT7qRbyCACBNgjk7UxfI4YNfIAm+tjJMtvHzvLTpAyRJuVvfF2fjE9NfUXrglzmUHqiTGJJn0Qd4Y+nBsYs7KWQxafa5nqqtvzce9wANZwWTWtPtPnHPXqrFl9eWrxNpLwHhokPLGymELU+9UV3Azb7UzabbYmN3MryQJ2Sp6+hWwFs9Rp22tYnkNGxIzQsFM887ji0+UnBeLH6e0poWYeCLz55nQVFPMFZnCwt3UaK1AyTUd2UnX0wnKfJJ+uyeeiYUQqtfyy3yUvOnfy2gFfOZBQ3cSsXj1eD+82ne6DQ4yUlu0mRmmeQlPyHY01eKx/Px+aQ59XV1Syz22xPVVRX387DsIEACDQjMGbMmDT6+bjLaibYg3ZJMfiemDRZWN3Vm5+YPMkab7GUc6VH+1ksY8rvm5KcqrUteuJdC3nc+MSoL7Qw7kYlJuXx8KTEqDx9eNKU+1JjdflxmcSE+KP/MStxJJcb3ZDuromxHVgIrC+h8/tpnPyM2u1d+9L5a3z1akgsTsXFxf3yckqwWq2G5tPE7c2PW0Z5+tbkLxbfWrprFX459fNwo6cPW9kuN76VbNsVzM8LNC7mtksYQiDQVQnQCRDKVLPOo4O/2ylTWhO1E3ZbFx1Ntr0uXfzcFzH3o+TtTdRN5KBMNXbklVCmGnODr7sQgDJ1fXqy1buK61MdlAoC3YuAlaZFqEVtLMTteHv5Y9k8T6u142mRAgRAAARA4MoTaNVMeeWLQo4gAAIgAAIgAAIg0P0IQJnqfn2KFoEACIAACIAACFxDAlCmriFsFAUCIAACIAACIND9CECZ6n59ihaBAAiAAAiAAAhcQwJYgH4NYV/LovazlIhQduh8IBOKXUwJHciMgwR22v1yvrbq8TUb+G5/Jo8jGfcL9mxMvmEgKw0XrvAi6rbqgDgQuJ4E2nvs5LC0gF5s36n+TDjGP6arbfQ9uxB/On6MTKgMYiyb3i3+B3qjE95krQGCCwLdkACUqW7YqSqd5A+xnG28c+1MjfR82krhnyEppl8bW1qAP9s3j79Ou3HjxsvwH9J33bc3hsEHAt2TQEeOHSc70ZeUptAKpno/L6JR8RxDKqMXyk1gzPGUyvouFtj5V7R4uCAAAt2LAKb5ulF/FrAbHznO+qon2L7aACbHdLRpBezrOb60aycTmnyYt6P5Qh4EOjuBSzl2ejOzs73too+2LaMvtJnaKw85EACBrkUAylTX6q82a1vHXJf1hXEbq/6DrwLOMjGGPghxWXn7yhdhINBZCFzuscPbMYSxVUNYv95DWOjgXsy8uGXb+tzQMgwhIAAC3YEAlKnu0IsNbQhggntNFH0ot6KjzeLrRAbQlEXr6eyPtB6HGBDo2gQu59hpbLmcL7DCcoEdPhXKjr2i+6pvg4gTn8FphAUfCHQrAlCmulF3RrPiNUPZeWEQOx92mpmf6EjT7Kz4V3r5IcxvsV0XQNMU7i+/64LgBYFuQ+Byjp1GCMJwlU0yqOy2YBuLfCSkMYJ8Cn1WuJKWUGEDARDojgSgTHXHXu1wm1TBn9mfakzGv1Zy4tUzTCxuDJPo2+/hgxr34QMBENATOMHEp06wr50n2JGqEla3Wh9HU4C99PvwgwAIdC8CUKa6V39eUmu+YdGjw3UphzBlrcAENYwFNbFWMab+j04MXhAAgXYSoPm94yrrE9xOcYiBAAh0MQJQprpYh12N6paz0j81zVd6ne+PZv236cNPMGkBPZFEr5zCBgIg0JyAP1Mrwpi4i/8M9H43fXw9E0NPMLVKHwY/CIBA9yEAZar79OUltsRqiGAyvQuncTvBhN2eVywcvtAYyn1cj+oT3zQMeyAAApxABFN+HczOTuS/gezcsD5swOCmZPhUOZ6KbcoEeyDQPQhAmeoe/diOVtB7mX1se9nf7+3gy2+W+8gGQSDQjQn4PnZaNlgI1IcFsFln9Psev4MetsUGAiDQ3QhAmepmPapNw5GC1OTETp+06MObqsVrzTaympc1f3tcslpNoDw6qH+1J2fIgMD1JaAdG+09dnzUtp/KrKLKbjKpLCqsmK36e1MZKoGV2pqGYQ8EQKA7EIAy1R16saENmeyGhSdYX4VP0YUz2zJ90+hJo2zP1F1fRXsq73WWHNaXKZGNcgq9ePAW4xB2XvT8Fkr8VQtnmJTfKMOn+iJmNu7DBwJdn0BHjx1fLfY8zfe6fIJV1Z9g5y6IzDVPLxfClGI6evSf8dNHww8CINCFCUCZ6sKdd+lVNxp52jh2/Of6POjx7eUC2+miE77q+Vn5OxKYkQU/rZcrYcqb+n34QaDnEPAcOx1vr0LvRigb0fF0SAECINAVCECZ6gq91M46am9xvri40/1NMZE572kqq/6h6b5nbwx7cGetLoI/mUQTFr4+46eTghcEug6Bjh477WkZfQS5IoKxXUOY4e6hrFSAVao91CADAl2TAC6IXbPffNaav8WZIvivXdtYdia2XYLM6voBXonQPlSQ6pIEOnrs8EaOYntPkUM6EjYQAIGeTgCWqZ4+AtB+EAABEAABEACByyIAZeqy8CExCIAACIAACIBATycAZaqnjwC0HwRAAARAAARA4LIIQJm6LHxIDAIgAAIgAAIg0NMJQJnq6SOgh7Z/knWHYdasWSPnzr0nUlWtV/U4SFtgDZg7d24k/y1+9G7vx26nU/nXDL+qCpOn32e5884fpj0wa/rIHVar74dPSG7WrDuuXb2uGQAUdD0IWFX1/7N3JoBRFFkDru6eIzNJyM1NCMihQBKSmUDABHAF5Yp4geBegiuKiv+uKK767zLsoSvIHrLgwv4Cuisg6AIGAQEFSYCQg5AEXCGahBCuHOSeyRzd/b/qSSeTySSZhACT5DVMurvqVdWrr6q6Xx3dzS5ZMivArbTbqHsJizdoly6cAQ9I3tw2a8mvA370wAMJCdOnxy1Z8qR7ut1ckhi6BxC4pTeRHsAPs9hFCRSVmbjL164bcnMv5S97dNewW5mN/G9Tlufmns8vKChc+1XW5ar4CRFbCdw4rhYVfCmKt/5psPiFb4VE6/VCbenFNSaTePf3l2/seCXxcyuk3az9xy96O/j61VL8ZNCtrBA9KO7dC1aGpqYWOH3j0zWAtupeYd7+2ZcuXbnPdWj3XCMmxG+9lnrwhmA06kqran6amnr+xvS4MQb3QqMUEmiZgOveacvy6IMEugWB79fONENGnhyt189QqTUWKVPQix4ff98q0VI7tZ8/95s9B1MSqfu4uCkG1lanU7D8lYS7+73y2qbPq+9d9I6v/+VD48vNioE2Y9nCyAHqZ/65K/mCFI/TH5YhtX201uX7kjJXk6W5at2JJ+pEsvIn8YG9n5FF45a8HWDO/PwjVrD1ihrq/fN/bD9aQNPofWV/ZLV6QKX5Rt70Y8dOvPujaXFzwwZNOnI+N+mFOSPENYnq2QrncHKc8r4y+7PiMcHCtK1fZh6ud1s9Y+FC6OGfFpulsen1d+9/8PONcth7Z87XW0vz1yg48fLPw/v84tmNiUY6QlD87ce/Y2x1I/182H99eThlhyyPeyTgSEDkFfBOO/oZnabbhLnPDbBezNyqZIWqh6LUP3v9/eTypM1vlPzogdiGujdx8v3PC+baGRolc+zrYw+u0T/bb6/y+pa75Jhipkx/ihhv/NJbRXYfSUpdCS/yEmOn3jdvyvC7Dx379rsFQ/zrkj7eczJHlo+c/rM4RcmZBRkZ2Y6vs3h27twfDaAyE6dMeer4kaMf0nhouxh07bOR28edOjP5SOzib745tV6KBzpB906a+MrxpJOr5XhxjwQogWY9U8SCBHoSAcerarhezw/U1n0zduwvJubfsH305INRU+kIkoazFMfcc88im0/o3h1ZhVV0NKnWWB50rbT8kI9YpVVoQzafLqw979Yok/m7+g/driDlpcWHgDWjW5yoNabuvHFvmN/S0NGPPJ6aW52/Z9FIX5pGYUl1kvHq+b+Loui9EmQry+s+yck5cIH2gkyqaRpX4RzLL3TJ+gAlsRAHQ0ry3r95cwm9aTinsROuCeVl1Z9TIXrzqbt+Lu2xMaNn8353rd+YcVF6d2tBxsbawd7Cgb5ho5aWVPEvuBrhctQBj5GAI4GRiz7wteSlFQ0L1izj/MPe+TTVeCN3KXzvEzozct0LnzB5q4a/MfSee2IWVfLKYS/C6HFtyfmBpSVVL9K4wifet8HHcm3CT8f/ZHw58fWZNGGMVGerK6o3HEo9dYPlrUN5K9/kG6L8je//ODqEiXfUhR7v3Pn1ZZq2ubpqM5xKl4Sy8uv9rlfUPkMMjK2ixrbuzbmRksEV8eATs3lz1Y+d48BzJIAjU1gHkAAQiJz75gBF3gFiho9+FBR8dr9CoUkuqS2fThjmMDf3uT1puWdfEyxCTD0s6YLrrzGtOfhNhtRjDddH07fHMzClFlyb/WkxxyoK1Jz5bHJKVgJhudrrNYp1sbETJ1kzDLNDtLblDMMI4TG6Ahqf9fzGp5TwybZvbwjhhBwlPLh9UaYKIxpS7aOu2/jNiXPPUrlkMHSiGUtFenqOtM6jggt43mU4Qhp644HlhX6QVAUNTzc6zaGymmawcI84lXrmrij4elzzNBhJ3lZ2/l+9lMq9XxUVTdEKjKYKXnovGkTF2EQ9fH1OGDEkwJKxOzVtMn21N25IwF0C6tzPngvRmFdu35eRTsOA4bTt97mRtG2dgHYh1T2Rtw6wiIyvuiZflXH82HPU8B87f0YYyzLVtIOj0OsXq318Xth7fu8DWoa7brSKy2hcLIRPn306hDE0/waiwJsnjfAl+VQunHYyUj+4QeUH+gvP7gabSnAYQfNSqyxSWiDLB4Q9cezSd/+AwwSh7IfPn4wI7J2SSmPBDQk0EsCRqUYWeNQDCcgTEAzHK+GySdQKxVWWZcsHBvqunDpi6MqoB5+cWpmXUnRXUK8PfzJ+/gM2litoxOTQfOpvAkmbXi+9a+hdA8PCBscNv2fEIiorCLy3VinuHTFowHMJOp33gaTsplMEgtVbwZICjUZTQNMe0CcwZsPux87RsAp682iyyRqDYyvh5CBn7n67SBRV/vLokf6e4c9GRz8zoE4gYbJM8zTsPozI+2sUigyFwuuqWsFcGRbadyQDPXWFbrF3mZWNPAXrTXS6SBg0u/XrvmRdcd/1CQii4E2nvuWcMApNZq2N9JfP6f5s6onJZqXfsdT8a2f1ep0gjwzVy0jmu1rNXaLtxc+bPTl66JCBdj/4nOgKIn1TtF62Yceoe21MvspLU+s565dUjI2M7MUEDv5ZdZ1lHAjJfQKpgRl5H6sc8OyhTz+tsapmz3rwsalqUkde2pxUIvvhHgnIBBzuBrIT7pFA9ycAFoB0QWZF0Z/m9kzI01cJ4YiuT/XFAwcOJH/+xRenM41VQdbaG3GBGtuaj/fsy9lhq9UyAh/WKh2GEXfu3HmZ/jZv3ilddGkj81bwGR+Bm2HjRqNzeM63/xEbGDe7d+85R9NW9J16ftXTh7yd5eznjcNAboUD46eOU2dNGB95mj61uGnTpuqNG581tm7/2NNgVL47TLBWbN++z9OpXpXqXhYDTIcMvL7zrrQTyc+ezshgLDBatXZRVLBrXdEVCVACMKwE7c0A9Q/2LOfT+3CxiXmjgY2xZNXdAeS4/dxe96ZMnxqXmnRk9en09AALGEHZxbY5DfIw1EotHTWpJrRe0t8VS11gg38LB4EjH/nfEpN6xU9n3qsH00mkbUFgvcslcSlOlvzvvAmSUed99civYD6+RvbjNYFrrpUWHBodomg2TdhCcujcwwigMdXDChyzCwTggk6fbtPpdKIvxx/70/aUArJ2uJnrMyrms2xjMXXXwfqputLycX4j5q4pNamXUTdr+qenHRuMwxhRq1hddpMdQmTu25Quavsuhx44T9O5nLWjihdZ+E5u86W70H2WpkGoX2vhqL+8nTt1MqqO9b6k1ydK8dM0fGGkDOKSVHPOh5xGzvGvn6sRfHpReforyf02n8aZX1SeLbv5q/htL23OxJ66DBv3TgRMcO5F9NDeEqH+wZ6f4V9YZFH675frUF+NuPKPO7Mu04By3btRYX5N9ldbbsz7/L5z0sJ0ua76RT7f60IZ87ksY75e/JZTws1Okza/VKIaGB5x9npdmhyOlOQkDQpSfyilrQ1afiDPUkT9lJaaqSzDNoyesQNj/k5g5vCjA1kw244bEkACd5xAdHR0AvzsvaE7ro1nKAAXrx+ASWNP9TapJY9OOSdHe8/N3W7tu6ik9KD33qF3XrkbTpKzj8g556+1czoa5cyKnndI19YScsMP6smLUF/QeANWwOJyVFTUy25g80gRe71qvV25aouOmWnL31HW8bh+lKxxmLfe07mey2HGxN3/7sz4iFflc0/eU2MQ6sV8T9axO+rW7KbRHTOJeUICrgjAYle5o9vEmy4Ob+IAJwxjaObmLHPT56BPh9JxN5wk5zrPreluAB7OrOh5h3RtLSH061EE7PWq9Xblqi06QmrL31HW8dgA7dm5TlN/V27UXWEqX/a3sdnv0WPckIArAvg0nysq6IYEkAASQAJIoJ7AmYzTzPAMxIEEWiaAI1Mts0EfJIAEkAASQAJIAAm0SQCNqTYRoQASQAJIAAkgASSABFomgMZUy2zQBwkgASSABJAAEkACbRJAY6pNRCiABJAAEkACSAAJIIGWCaAx1TIb9EECSAAJIAEkgASQQJsE0JhqExEKIAEkgASQABJAAkigZQJoTLXMBn2QABJAAkgACSABJNAmATSm2kSEAkgACSABJIAEkAASaJkAGlMts0EfJIAEkAASQAJIAAm0SQCNqTYRoQASQAJIAAkgASSABFomgJ+TaZnNLfWBj5Q+eEsT6EKRw8dFNaDucGTShQrtzql6NyStxLoiFYAaviU3ElncucroqSlDvfDzVN26q15oTN2ZkoW6zhy4M0l7bKpPgWb0hxsSaJMAtp8GRIvhiP5wQwINBKCDOqrhBA9uCwE0pm4L5maJiDzPBzRz7aEOLMtmQuP/F/z+3EMRYLbdJ/AMx3GvQfsZ5n6Q7ikJ7eZbQRD+Drlb3z1ziLnqCAFoH+VwLU3tSFgM03ECaEx1nN1NhTxz5kzFTUXQjQLrdDoBslOXmZmJTLpRud6KrMCUlgniFbH9EAIsRBihw3ZzKypaF44TrqcE6gXfhbPQJVXHBehdsthQaSSABJAAEkACSMBTCKAx5SklgXogASSABJAAEkACXZIAGlNdsthQaSSABJAAEkACSMBTCKAx5SklgXogASSABJAAEkACXZIAGlNdsthQaSSABJAAEkACSMBTCKAx5SklgXogASSABJAAEkACXZIAGlNdsthQaSSABJAAEkACSMBTCKAx5SklgXogASSABJAAEkACXZIAGlNdsthQaSSABJAAEkACSMBTCKAx5SklgXogASSABJAAEkACXZIAGlNdsthQaSSABJAAEkACSMBTCOC3+TylJFCPbkUgbnpCnFYwN/mYtZdCvLrni0MZDENEmtlhS/epB/33z3OULEu/NydtXgrF1bv79j2/atOmatmN7l3FR919FZarn+07mk6P6TZj6Xtq4/n9D1iN1ZNpT4lj+OvfJJ1cLXniHyTgoQRi5z8X5lN6fhzLKhvagpply3WhytOGjYnGltSOjI1LVFhNs/v6WF/44pvs9a7aFA1rFQRN7CDzkbc3J5XIcU2YMzdcXVmiCw2wnfhoV/IF2R33SKAjBNCY6gg1DIME2iBQXlb8L5NgC3MW0+ujSO7Saq/ha783+5Qc61dVXv6Js8zl69fJ+JjIgpRZWcMZA7FR/5biKyN11Juhf2IenDe1+MSHh+hx4yYSUSRrwICjH5PGDQl4JAHj5YK5VmPVKmflroDp8/DUyCd2H87a4exHz3nBNojexHiBeNPzltoU9UuvM6+B3SuzliwJqM0r1lUV5R2ygMM1m3Ul7Azwww0JdJgAGlMdRocBkUDLBOCr7ZXUV6Mke739gv9WXlW7iLeYFhDCkl9ma58Gr/Uiz1nlGAI0ypW8l9+3lVUVbzC8LdImKMJi9obDrSRHGt2S41NwYpa31v+vvMhraVxeSmUpjSNq4VshQvZnkiGlBJmxQ0MfNmsG1ebmZc4Fb2kkTE4L90jA4wiwXK1dJ5H0CfB5osrqFWysKVtHewlFFfwG2DUYU9PnPxVGKq4NHDJkyLnj6af9HPPi2KZ81OxGRuV7UoS2IgiCd+9A1QEqW5CaesML9lIPBPYsQ+rTpr64IYGOEUBjqmPcMBQScIuAn7pu/xdffnk4dMn6jJDUD8CYIqSPN5fqHHh8vxv//OPOlMvgviMi7v53laaKZaKo8n/5kcgRf96V1TAFEawRNn5x9OstzuGt/92/SS058uS+0VHTsiqMAb1ILkn+Jnk9jErhhgS6CAGB7Dt8TDKcxuh062idVrDkoqx85LjYMyW5OZH0vKSkhChlDxf7CaHc23/a/nWBs1dAcN9pXrwtsLSibAMniv7O/niOBDpCABegd4QahkECbhK4VqNeFxMzLh8MqRv2IFayaV9mwxonORqeC2y4L2QnHV4uz8l9WyrOkWXo/loNt06n04nyb3p8xKvUnRGsg+geVkmRg9nZxdcLvz+fm1uSr9ONFfctHWa3s+wC+BcJeDABjuj1unJav+VK+zNd1X1U4bGTZz2v4K2SIaVRMdt6BQQ/wbeSk0O5Vqj/clsZK8J0t3S/S/7yi8OHD3+5w8YqGoy0VqJBLyTgFgE0ptzChEJIoKMEYLGSwIc1hlaSyRMj6bRFaxtc993bvDhWWlAry9NpwL7BwdMYlXabPQaO/DVT+7p7saEUErjzBKDyNxkt2pQWkCcaDAqrsVTqOCg5S1byyfQnj1CDiFNmuacxDs+6xwmlOkoAjamOksNwSMANAiFa6/KMjAyG/qz1Bk6NmVks95Ibo5AWkkunkfP+tz9X7xGo5TIbZQgJ0lhX0rjS09NZ+tt99MwW6i/fKoI1to10WjH9ZNKTFlZRQP1qLKLUs6fHuCEBzybAk/QEXyWt42JQ2ENUV1FU+C/LOjxUXjfor2Y+dicPuoEkorGtnGbxIQx3qKFMRwmgMdVRchgOCbSDAMwxMITnB9iDyKZPYwTVZpWKnk2HR8SZvANFdh+RLBjMnmiUalwsCzcWkf5kP/ngWo24TnZj6p8mVCvId7Ib7pFAlyFgsQTJuprhQG41pSbyhuzOiqKffOy8D9Tw0utFnNuKLCfHJ5/jHgncDAE0pm6GHoZFAm0QKDEqV9F1G3q9XlDy5klUXM3Zjjn3klMK+fNUriQ3LV8elRoRwsQnbMxo8R07jklzAybOs5+r4LUKuvxovb5cXoQ1qg9LHwnHDQl0AQKwZiqx2krbAlN9ZbNdYZ7MGnjtItGG/JWei6LSn66rigYZpYvXjzRmkj6z13yLmBC/lcavql9/JbfRWZPHPt9cGl2QgHsE0JhyjxNKIYGbJgAGVEWAllt+IjVnckuRURm1itv2QIS297YDGcnOchzL1jq70fOsXX++wAYNfIiOUNkEEsZITymJJCyYnbbO4WlAV2HRDQl4JgGRqOHVIot1g7xnwnvZco4mbrEpNXuprnRdlRfHHYPh2Qp6zrHuv95A5K2jaJjmm/zYR3MfdEECSMDDCERHRyfAr9zD1Lqj6kAv8Qdg0jB0f0eV6QaJGwxHFEdgwW43yEqzLEA9eRHqi7TovplnD3MAFpejoqJe7mHZJkuXLlV31/rdGWVJR92gXszvjLgwDvcJdMsLrvvZR0kk0P0IGAz3SW9N7345wxwhAULWrl1rXosgkICHEcBpPg8rEFQHCSABJIAEkAAS6FoE0JjqWuWF2iIBJIAEkAASQAIeRgCn+TysQDpPHXgUv/FpYliX3PgYfeelgTEhge5IANtOdyxVzBMSuJUE0Ji6lXRvc9zK4Ct63nLwZSIWLyBktVPq72QptAN+arn+kxwnjyanbK+tWwm5PoGILHyolz6kXzpYqDbQ973goy5NSOFJdyLQobbTX9Sy1WsuE6K82IQFY/MjoqKSYUmlSLzS1IphfzGV3Q9yuCEBJNBdCeA0X7cpWZHlzf9OsxtSrjLFRNqMV7JZ/98aXPlKbnBzIGLRAiJawwgxwzewjPDT+iuCDD9qMQx6IIEuT6CDbUcgvaGPAZ8+oW3F4SfSzweZI0UB3ismVC4zWzKKWL8/Sp9C6fKoMANIAAm4JIDGlEssXdKRvmKo7Y33WUFC3w5wJcgZc+pf/NjUV7BY323qgmdIoFsR6FjbsRKr2xQEbhUZRuRv97odDAWRABLoGgTQmOoa5eSOlvVfR7AShgtaKAQsDhR8X/UminEvOAfmqk1xzm70XOS/+osrd0J8I0l/g9a1H7oigS5P4KbbDiXAsJaNQsCrgYLq1YGEjVrelApL1BWGwU3d8AwJIIHuQgCNqe5SkoQRWNVd04TqNxm+4uktpNC/nFxhjEL5lPUiG3LMMZuiaNM5nkvHfcUQQqxNvtbeKMMS1mR9qvEcj5BAdyJwk22nHoXImrJIIVNOypjLQuU050WLxKxV48tGu1O1wbwgAQcCaEw5wOjqh7ayxw67kwdOwUifZHCUZU1fvOZ4TtihTXvWNlvDB3SbyOEJEugGBG6m7TRkX1ANJVNEBQkWfTn/4081uEsHVYQUvl7e1A3PkAAS6C4E0JjqLiXZUj5CxQBGKJE+sCuLqBVC06ePCDwKLny7TPYnpAbWzT72LmG0BY1uQUQT9IcBjed4hAS6OQG32o4DA0GzjM1YbWXNq6tE/vhmBx8iqC29HM/xGAkgge5FAI2p7lWeTrkRGbZ89Q1HR4ap3ltz7e2m0w19yJimMnXb6HupGMXUJqNVFlvNbx3l8BgJdF8CbrYdNwGwZp9CEvyBr5viKIYEkEAXI4DGVBcrMPfVFVnW969NDCk64sRX/f4h5ziYui1/d3RjuMD19Jz3GXnI0V0UNIvhvH6xrqMPHiOB7kTA/bbTNNdCBcNqj9EfYdQFTf28/FnzBZjrww0JIIHuSACNqe5YqvRlgr6r+aYLys1E8GW9IbtNHwOHNR7O04CCjU1ifVeJzqNahGiIMvgPzRevd0eGmKeeSaA9bceZkKL6Tb7yxcn0J1T9zxDpqb4mMvBGEnwqtgkRPEEC3YUAvgG9u5SknI9gi56tXp0mn0p7prZAqFp5F6lu/hZzLvv8o02tqyYhm50IVuMacJzczAMdkEBXJ9DOttMsu4JIOyuNWxm5Spwn9ixG+lkB3JAAEuhmBHBkqhsVKOv/hYE1/7WpIUVgREr73DgSKvoR+voD6VcNr0Gwb6Lt8DvysTt7UfCehC8fdIcUynQlAh1pO83zp+gDA78sGSaqob0FsL3+/e+mMjBYPGaVqakbniEBJNAdCODIVHcoRZqHvmIYqV29onl21ISt/VcxqXX0EegQFScZWOWrwxp94Ck+3UolOUrgqi9tsD6KERjfDWcYUgmfzKCbknA3DHN4YthhP8e/SKCLE+hI23H1rUrBZxlMry8j11vgwdQUQNuyteCLzkgACXRhAjgy1YULr4nq7fm0Rf1XMNiqg//TJA6WrCFHGbjYMzDzJ/3A5gKrS/XEK45yotW0wfEcj5FAlybQgbbT/vxCRyX67eHtD4chkAAS6AoE0JjqCqXU6TpSG0mEz8cUPOwYtVqhcvk5GVu431FHOUJ8/MkUgqOaTaHgWY8gIPUv3MwpC0/3KY8xisCHhOrfMTgq5SY2FEMCXZAA3hC7YKG5VJl+wqJdry1YQcRqMtZx8XmLizlgtKpZ3EddaoGOSKDrEWh326nPYkfDdT1CqDESQAJtEMCRqTYAoTcSQAJIAAkgASSABFojgMZUa3TQDwkgASSABJAAEkACbRBAY6oNQOiNBJAAEkACSAAJIIHWCKAx1Rod9EMCSAAJIAEkgASQQBsE0JhqAxB6IwEkgASQABJAAkigNQL4NF9rdNAPCTgQSFhs0HpXfdebOoVqjWWrNn1e7eDt9qE+Pv7VtGNJ7zJM0+8kzl24MIQzmaRPkmg0fO3mzTtL3I60FcHouEmGF0bwa57edLxD+rYSNXp1EwJTDEcUfb/728Dt23cXyFmaPfdnA5aNLrx+n+Go9KJRgyiyefPu7/fRzq8v0+OsRx8d9p//7Poe6rH0vojZc+cO2Ltz52Uafi6E5TiLUo4rCtrLcXIv/DtOXnNsNxDP/AUzQu/etr/wuwULQmV5s9mseimyPO+bFUeEi4vmBTm2BZpO4o7RV2c/f90vlBSS99//olwO56yz7D534dKQvuQaWVvfpmh+xxX+RUPbMA0TCIIWrli5ffuBAjnMzEeeGGGrLRkZ4O11fvt/xkE+DVI+iSgy02Y9rhMtN4YODFanbnEI8/D8h8N2OzCU46J7mo4+oLzcsDHR6Og+beZjesZW3q9ZOo5CeOzxBHBkyuOLCBX0FAL536Ysz809n19QULj2q6zLVfETIrZ2RDezyfgGhIO3yzfd/puTcyH/h9wjBQUX12Zl5xXHjhtzpqlEx85MptoV58pr+nUsNIbqCQTKDv5uXW7upfyXH4kcIec3P+9cUWJW+VD5fPeClaHn8q4X0fPdC14PLSwsPD9lYvi/Zf+CvB+KRAO8fw4MpB8gLK3LeXl5H/6Ql787ufDijPy8k4/9J+f7bFme7iOmPPRcYV7hhzS+3Nzc/HyQp2EKiwq/PHmRD6BpZmd/W+wYBmSKlj26a1hZuZ9faurVG1KaIDB2/q/DrublFE2BF3o5b//NOXnhBLSpxMU6LfW7lpU4NO27H96lx0VXrzxzDvQtuljylihCuzSIirE6nVh86cKpOqNFl3v5xg69fg8PfuywpfvUUXq9UF2a/39WKxuclVuSHzsu3N5OId+XgCGVo/E22Zbmqq9CGntP50vGpuQH8pGQDo3LbBLvzi0q+1Kv3yl/faJJcDzxfALNC93zdUYNkcAdIcAypLaP1ro8JeVEQsbE7V5Gi2KBKBrYmKkPzhsXG5sYGzsu8ZlH4uw3I7ggT5kS85Ss6IQ5Pw7/YNG99s/eMqRCdnfev6TPiE5JOZlwOj2dtfKqSPnCPC5uiiEW0oibGLPhnUUPSfFMmPurAfNnjtPLccROvW+edDMAh7glbweMmzBx68SJEzd4wblKrbFQufum3jtv4cLXQybGxRmeeOKZEXMejJlK3el276IPfB+cGjPPfoZ/ewwBGGnhzBWL1Rq/NWlXefohc/vGMBVyvaEOIq+w0pf9yptaye6ttKgW7Fk0UqqPDMsUkBXSKBVUQ4GcSssYkpqaOjkt9dTYxMNZO3KO7PrIKniFycaPFGfNlXX3DVY+SY8ZxlRxCuRpmAwI+8bmpBLnNKW06/VK2f6nAqum98oJ+0anS3HlHsqfNlw9hDE0/2QPw7IXNZC/t8+Y91NZL7XKwrKMNFJ7JvkwDDkJJPlkxpN0tHjMgUm7/FSWbenpmQHHkpMNp1NTxvoOHzkE8i56nfrDwWCNdU1K6umx33zz1frMjAymFtrpz6br4iBaUfpQF03AaYvI/uXTWhW3zSaq/WVeY8GAVBATkeJKOrL6dNqpITrdvU0/lu0UD556LgE0pjy3bFAzTyZg/o6T1VPazNpRYX2XBvaLXJZRaDr/3sL4kLHfvT6wutq4WZapLrv288yyqjD53NUebmkV/8iM/uiBB2YkRI2LzfNRWbdJUyhws9NwluKYe+5ZZPMJ3bsjq7CKGk3VV//7TFmVcb4cV21FFf3Mj9SzNqZ+eqOfL7vNP2TI3xtufxBPZXndJzk5By7Q+f1+fiHVRaW2Q7IBVn72n0k+cHHHrWcRGDPraZ0XZ8o6nvTVq7VW5WyoD9J9odnQqROWXkrzMSZ45LS3zyqSnLzA5GLJlLiJhsmTJz8fHz/51R/PmRAO1pJQx6mynjgRMYPKhy9ZH6AiFvLHnVmXRZ6ziqLG/36Qp2HiwNh/R+58OEXuqFd28gGDUdAM1sEIT4jGuvJP21MKnMTtpyLv90bUw2/W8upJexYR31LeBwzD+g3aBT2S862wGmf/nz5noexN90e3by9gGEZU8HWT1kdlv+noJ/j0f+FqjbnJ1yQc/emxWHNt3V/C+/zCpglZ+f4F5TLqxgeEVhKiIQ9Mnvj8z+bOHkA7Zhs3bmwyBUjlcOsaBNCY6hrlhFp6AgGWq71uVKyKjZ2YqMsw1IZobcvpOoqgEQt2nL9cObfs2jkDvSpfMVm9Reli3WDGgCtTo2JZc1vZYFnuisViDvJWaz6sgV7/L+fHhsFNSOR6R+xJy819Tai4Kn8nkQGzqRYsupqGOOtHvMZ8NeNXQRrzmj0HkxP37fk4xwo9+XoZCGOpkHvcf9341tU6Tp314+n33E+nZjR8XeSnh87ubIgPD3oEAbH02/8bEej9IjUWzKyq4MfTo37kTsatoq1P5pdbD5t4r8j1S54MgM4AGAeNm4pji5VKZSnHMSUcy0l1n+sX8dMfymyfUykx57M3+2iZ5Y0heKIAeXsYrthfEcgzXE3DuqtGuaZHgv/gZ6nLo+EVf2vq0/Rs5tqXzOagux56++yopBHQaXBsnQ2S0A5YGKUa9h5Yec6b5Cc281NoArIZwja2Q6dwUQvfC6FGox7WSnH9dP8sMbErqEjO+8+Xa0KjR5abxCfO5V0t0usT+fvjoqSpR6co8LQLEKAdVNyQABJwg4Ag8N5apbh3yKABzw0NCICFpBuNIxft8b2S8buq/gFeT+juGbNu17ffX7GYy1SMugZsIFY2YsCWUtS2lQQj8v7TBlT97n93pknrKsbETSewkuPFqAefPFCZl3Lo7oH9I8aHTn/zg5QPv5PiEok3y7AN8dpXx4IPuCsZct11ek1vIYoBE+dduHTo1IRJM97SamxrnBfFu44DXbsNAZiOViXqI8+VkCQY3SFEsJG8ciu9oY8lCk2yxVylkvNKxyx9wYJv3Ox9cQFGpz5M/+9ppcNSIbom/eA3yesbZe1HOXs25sB6JPLBouW+f8v6atkSndJ7nzSupYH2Yq348vDhHXKYb74hZOSiX5T5kETZSdrTGmwxmyS9dIsTtSTjt59otSHLP0g13wAvRwWbhoPhMobZkRih032uunr8VypXBhCMnllAv9cXjB1MyJmCJhGAnxX81i6KCiYks+HhEL7m6sNAokVjis/d+wJLVISOnpG8AxClkrw5N3IAHZFL3vXPC+AwmaYTByN1Fan/dwNGyKCTBgBx61IEcGSqSxUXKnsnCdDG4q3gMz6CJ5aoIUV10RhPBhFSRxIPH99h2LChTjTXPkbXmZwJefqqKCr86dTBFLhhsabSNxzXn9Cwzhu9SRRafOmDRWQpLHRlTCUrvBXMWWvtjbhAMHQ+3rMvZ4etVssIfBiVIb36771h5n9MD+MXvhWiqndngkI/K6tjnqfudMGsQhT96bF9a3qvydr15wsWoiYWY/GqX446+1tZCvc9g8CY5Mcf9VGa92bA2h/pl57OmXl1ZO5Soma8gj47XmT7UiahvvzVb7VKZq98Lu9zYHSqVmDDWEEIk92oTZO4OEErwhSaAUZ0Gt3BXtP4r1mf9VWVhq0rSNiY0TCtBW0F2guVN7Cwl8Kc3zSnmide5Nd0hBY2uq7PC+rz5IC6q/TcDCPEI4PJtKSkg6tNrHfB9LgIA3VvbRP6RMbUmqqXqWBkt14OGgX8X2m3Blmfvi8cyhXzN4D+1J/qHzVh/Fa61osBo+3DbFuxaJgiDUTEzv9lmNp0Y9mk4dw6e1wM2ftsAqhozzfds6ayFb+N9OolM7ZCHMlFwurIuW8OmP1AbEK9DoQvvQzp0auA60EzWQ73nkmgSSX3TBVRKyTgGQRcdRXP0EWwjKaC9jp1+mheAaNLkrZrh5stnFeWXq/jqxOjre4MATOs4mJGEcmmcZ048Zu6EI24cvfRnC1+I+auKTWpl1F3a/qnp+VGe/aux3PqYIqFulvOfpYqU8rZveGsmfGupO5+EA9Nm+NN0hoR6PE2jpbVBxC8gv+m5izHEjaShhubHBfuuzcBseLihnvDfJY25BJGX2wqn22v5oxdkHN095Y6xleqR7QuqS035h2bfvYRWVa67defqAfqIhxtAOmhuIwrtXp48i1Rr+enx0e8Kofjht//Dj0eHKh6RnYj0lo9L2KXT+Rhz8sGlKrPqJhDudZ8qkNd1vqqPr7iwjmbzldHTJ71vA9Xl7X1y8zDNJ5vZ6UMv25Srli/JDygMd7mR2f3bUq3sIoCuT1HjL/3CAvGlD4xEtZtESb7my/Wi7C2aSPoT9Ok+vvANB1d2J6ddGA1rw7cqE+shkEqaI+5SfkjQhTxb2y2j1Q553va5Pt+p2DMFXMcXkuivOeFdTUWbkH/0X2qi8qsn9N46M+St78oOtR7JI4ONy8zdEECzQhER0cnwK/hvSjNBHqgA1xIfgAmb3TlrBsMBpf2Eu2Zdla+6AJVV3G1lEZL7s5xjIYLuXzjcvbztHOoJy9CfWmYYvE0/W6nPsDiclRU1Mu3Ok06HAL47AAAQABJREFUMtNS3bvVaTvG31Ibc5Tp7GNoQy22OXfbV1s60XhaSqetsK78qWEG9aLhwRRXMujW+QRcVpTOTwZjRALdmwBc6KUXGzrnki7qdXbr6HnDSwOdImgpjZbcHYPTxbFexExafArKURiPeyQBA4xWtVT3bieQltrYrdQB2pA8gNUkGdq23GlfTQK1cFIfl8t0WgiCzh5IwGVv2gP1RJWQABK4BQQyN79ER3k6bfTsFqiIUSIBJIAEPJ4Ajkx5fBGhgkgACSABJIAEkIAnE0BjypNLB3VDAkgACSABJIAEPJ4AGlMeX0SoIBJAAkgACSABJODJBNCY8uTSQd2QABJAAkgACSABjyeAxpTHFxEqiASQABJAAkgACXgyATSmPLl0UDckgASQABJAAkjA4wmgMeXxRYQKIgEkgASQABJAAp5MAI0pTy4d1A0JIAEkgASQABLweAJoTHl8EaGCSAAJIAEkgASQgCcTwDeg36HSGT16tM8dStoTk6Vv4FYhE08sGs/SCb5hpoLPbxCsK1K5YLvxrOrpMdp05rf+PCZTHq4IfkbiNhcQfJw0AZL8F9wQ/G5z0pgcEkACSAAJ9AACgiC8l5mZ+T89IKsek0UcmbrNRWGz2U4pFAr6RW/uNiftycmFQ+MvYVn2micribrdeQLQ4w4BLQZAZ+TMndfmzmoALCLhdw3azfU7qwmm7kkEoE7oQZ/dnqQT6oIEkAASQAJIAAkgASSABJAAEkACSAAJIAEkgASQABJAAkgACSABJIAEkAASQAJIAAkgASSABJAAEkACSAAJIAEkgASQABJAAkgACSABJIAEkAASQAJIAAkgASSABJAAEkACSAAJIAEkgASQABJAAkgACSABJIAEkAASQAJIAAkgASSABJAAEkACSAAJIAEkgASQABJAAu0hgN/maw8tlL0lBKKiohbBJxBY+ERIr1uSAEaKBJAAErgJAvAZsM05OTnlNxEFBu3mBPDbfN28gLtC9uDbYm+CMZULuoZ3BX1RRySABHoOAejkwSWK3Qs5RmOq5xR7u3OKxlS7kWGAW0Tg2OnTp6fforgxWiSABJBAuwnAqHkk/ag2fJyebXdgDNCjCGAF6VHFjZlFAkgACSABJIAEOpsAGlOdTRTjQwJIAAkgASSABHoUAZzm61HFjZn1ZAKRsXGJCqtpdl8f6wtffJO9Xjd9QRwpuZBEiI2kp2dxDEOEjug/d+HSkOuX/nufUGcZJQjWft4q5uTBKap/M4ajNuf4JsyZG66uLNGFBthOfLQr+YKz/60+dzfPU0FPW2WZzmKzjGEBS4iPaveuA0eTHfUbtvQ9de+cxAWipXYCx5JqVzLuxNMQpygyk6ZNm8uBQ+wg5ZG3N+8vafDDg2YEFi82aG22Qu6noaGm+wyGZnWtWQBwiNDry5Wi6D99qG3gH3dmXXYl48qtXeXoKgJ0QwI3SQCNqZsEiMGRQGcR4AXbINogeYF40zitteUTlFLkN/HQLTwl+b1eX+w4BG02k8X6xLrNby8JD3z9ffsTSrOWLAmozSvWVRXlHbJAmtds1pWwM0jJ38Y/7uR57Pxfh5XnHsp2VKvQZF42Pia84FRazhDqPnLRB77aE+urzA5CVGbiuIhjJ1KzJ1Nnd+JxCE4iJ0z6vNZqnE3dMuvuDB9HfTz9+PjpvZe9wDC6ciHVvboEdZXV6/1pvnhOY6/6bmSyveXoRpQoggTaTQCNqXYjwwDdlcCTYFD4kUry/vtby2c+8sQIwVTW+7VYW8p9MIIzA0Y5rLn7YoI0bPEnu/Y1jNjQ3ndx1Xe9LVVVwZRLsDd79aOdext61IsWLfdVq6sV8/r8t5rGQ9OIVSiML61dK93np89/KoxUXBs4ZMiQc8fTT/s5sn302P41ZxYs2OlF6gisge3QqJQcn4+a3dg7pP/fC8sqf24zVS8jhCHfnGV+Af6rqUxBauoNL9gz9AQ2liG19qOW/9rzVqSgvGbA6Jd4NXfk8H6+59du3imN2EydMydcYa7127//8Al5VM0AN8xz837er9ZSGSiYzX5+Gk3xc5GRefLIhft5Fkmgr9dCpbbf2aslRTtZwRZmE1Rhv54fG/an7SkF6v9+tMFuQIpkeJ+gmO+rxNmiqXyFmVdOevmRyBF/3pVVX4atxyPnPiL+gVcVxjLJkJLc3OAjh/X0vWMdXUlWEEXKO7Healvlnj2Hc6judGSzGsp27BDu3J/e/6LhiTZal03XboSYTJW91Wq2cmRQ34JVmzZV0zAGg6jY9UVsBRFt/lai9DFAOwlUn+JfWrtfqve03RRdz7yLWK3qu/p4X6yvMyINSzeOZ6wPLXrH13LlSGRff1K0ZfuBAsmjxT/ulWOLwdEDCdwkAfnaeZPRYHAk0HECOp3uB3g1wgfwNN9bHY/l5kLS3i2Xeyi/eSwC0Wh815hMtWCA2LdeasvGIydyniVgGETp9bzjqI9dAqblErKUjIHYxsC0hRp65wpWLICbCmHgph+isa48kJxtiBwXe0bBWyPleOV9iNa6/EBS9upGnQSY5svs8DTf0qVL1WvrjTfQmYnW6wXa8OV0aLpxD86a6sXbAksryjZwoK+jn6xXkz3EA3kXmuedEF+NZk2FybSMTofZN2maEt4jRsSI+OmvKo0lq2QfeT+qDxfzr32p6e7kGeoKqM+AgUmkm++whe+F+GV/WEzjig21jVz3nzO5Y0E3mn4QsD4IrGm+ZTc5b23GU29wRc38qZ69/m0aPM9VYBUZf8YdPnLGusBerqNEwtl4S1ByYhbPai8JMPUsZ0PiC1way0n2se+1Kuu2pJPZT47S6URNUy8SqDGvOZR89pWxE+K3chbjAkdvBVtXcCr17FC5jBz96HFDm3P2gHN3y9FF0Dad6NN88FqEMyB4T0ZGxndtBkCBHkvA1bWwx8LAjPdcAiLPWeXcw/qaAo5THbOfs4QaUmqVahtfL1Bl5haLIqFth/4t6Bfk89Dw4cOHeAf0f8LetVaQ2UciFkvirOIi3dsEJowaUpIb/Bk7edbzsiGlUTHbegUEPyHHL8s06mSPVXZv777BkIKAUYveDpZvl3CzbFjzk/zlF4cPH/5yh61eX3fSaNRKIGqVept8Xg2GlJojWWwDQwV58dHI4TROliMlfhrlymGhoSMD+4TFCKyigLpfKDHtpHt38gyPqouyIUXDaHM/f4HuaXFMD1EUwYGcxcYRNgjDM0yFJFb/x414pOlCBgwpmHgiKanpd1lYVZPpRcf4uuxxQ5kzRK3k9pL6MrHyTKRgrZ2tgrKV83b2mmigx3xAaCXHicf6hwTEDx8ePoSoNJKM0cItEEUD2yuo30NQSPW8eeLn67ewd5Dvh7Tey4aUFup9/5D+8SKnzLIJJIzG27hBJ0at3igPxzq0uUaR+iN3yrFZIHRAAp1MAI2pTgaK0XV1Ajw5lZoxNDX15GRr/c2AjmScOHnyybrQ2JFNcgc36L6xP7+7SvDSXCwsfL2uqvgF+S4ur3uS5WmPPT09naO//UlZv7MaS1+lfkrOkpV8Mv3JI9SQgZuKLH9L9kv3qcXsz6QRHEIsJPFozpbOSGfacHHIiZMnnrRpQ5bT+BSsBUYZMsamnToxRTYQfdUauhSLnDl6YAvXa8DeiyUliytvXF4BJo60RgaMo0rq394t6sF5U5UwfUfDBWlsKxM2ZhjhULbrmkQn1hsNgmhfk+bo6TIeGHlUZ62vomU6OkQdDzdtAfQNpeEEkfV2DN8djqV6npKaUB2WECfnZ3KoaeRJKFurSisZS3U2cQL1y3n/+fLBox98vNwkRuRfPP8WbzHVjzRR9AaScnBvoqWeN32g4uujX2/5eM/JHMd6nwT1PvFAYvLp1JSxERGjestp0j2tU8knTjzLDtRFOLq3deyyHNsKhP5IoBMIoDHVCRAxim5HQLKJYNTkomPO1Ar/JuuIwpesDyg+8WFdbXnpJxazeTHMOvm5vItDJL1UJFm6GdMbsv0nGQ/+auZjxzRu1XH8wrdCok78ps4+9caT30800SVSnbTVR8VyEp/WDCP6tNaN6wVpVhi9Ijw/hk6ZUSVEUWiyXswdxaKnzHyKLf3hEJXVKG17pek8e0DZpiUwymgvM5jmk0cCndeDtRTP2AWvhyrrFTlXYkuC6WhRVT+6WGbiVuj1YxrWD9WLdYvdhb5PlMojQiq1v2QEs2r/g/bM2X3GwnRtXvbBYlNNxTqbxbyAY7mCljLPC1yD4Ql132W931y/zq4xDnudsqlCbjS6tX7UUjm2Hgp9kUDnEEBjqnM4Yiw9kABz9nO6gBs2K6xpymBPpaaOtbYwuuQ8UiXf7UtN5A17HDAFJortNijksK3tY2H0xggjUvbGbiOLdYO8Z7yXa6HTMc7hZL2c3dtz3pJhFAUGHX3sncalG0giUtPShtT59K2fomtPCjBdCetumOrrm2koOuqXnJKVYICRJClPYKzK04elRiKNANLpTTmzXmqmwUhuLR5fTa9agc7ksmyB/dfUYFApuOT2ad1FpN8bZnHuFAiioHXU3lpX/jw9p2uZMjJOM9fDHmoYzXKUcz6G9U1SHXes92BJs/dNjZ3nLNue89bKsT3xoCwS6CgBRUcDYjgk0OMJaHp9R4wlgEFJ7p04/mPdODKKOC0ob9E40Yb8lVRf2SyKSn+9XlcOU0/+sKaq05FGzn1zgDXvgDR6Y49cQTZmXKndqNfDKZgKIpEWtkeAcaKki4J5+9KxEqNyFYzErOrrw8M7r86s76BiTbKfOfj18ujsz6QFTVlXyb/GT5j4ra3mWpOFyO6kMwZGRVhjSUM4o0W5AHRdkAh52suY6TqdABIw+CVS9sPnNkEZJvHN/szfroxAVt+TtWf3YULaiic9/WwAxNUkD+Hw0IAKylh+F5g7+nq6TJMMuqmsPMJUZVYsnjhxIqnL22VfI+gQXjacSoyKVePGTZgdqDF9ct179FxyPSuN1nudLkpUKr32WvT62dX2ctvpENztw7bKESKi5YgbErilBOTO2i1NBCNHAl2HgNQnb9Ix51i2yfSenJfsLz/5AhZsF9Bzs8W2QE3ESnnRrZJjqZVFGFZxie6d48g5mrjFptTQj6dSg8bfi+OOyWEbpqao5y3dGrMp8tZRrpOSJ3xc+7pyhe/CSlM54Cc2CW1gbIImYCUNY+NJJG+tmyHn2SGMqyibuLH104lNHOtP4Im7i/Qw++CORFEbtJweU752g4En0aHKkcPXEjN1dyceKtd0s+fNeaSxqUzXOmupjtJc9NIom9R9juEKqbvP0NiH7bWHJWaY4ubq2wH1k7eAgfoH7TIMzOhaJtEp5sx9m9IVIUPj7fWChTcjWGbTsunlxX0gh2vvvmPl2N5UUB4JIAEk4OEE6KsRoqOjG6a7PFzdZurRVw+4mjJrJujCgYY9YjD0qBFiA0zr3M4890TGLqraLXGy1/2mo3fOCdFXF9Cfs7sB6j39Obt70jl9NQJdKwe/uz1JL9QFCSABJNCMQFc3ppplCB2QABLoFgTQmOoWxXhbMoHTfLcFMyaCBJAAEkACSAAJdFcCHj3E2l2hY76aE4BpAK/w8PChzX3QBQkgASRwZwjAdWkATdlqteK98s4UQZdJFStIlymq7q0oPHoer1KpftO9c4m5QwJIoCsS4DhuEOh9tivqjjrfHgJoTN0ezphK6wQettlsCnjcGutj65zQFwkggdtIAEam1NDRG1pZWXniNiaLSSEBJIAEkAASQAJIAAkgASSABJAAEkACSAAJIAEkgASQABJAAkgACSABJIAEkAASQAJIAAkgASSABJAAEkACSAAJIAEkgASQABJAAkgACSABJIAEkAASQAJIAAkgASSABJAAEkACSAAJIAEkgASQABJAAkgACSABJIAEkAASQAJIAAkgASSABJAAEkACSAAJIAEkgASQQI8mwPTo3N+BzEdHR98Dnyh4Ej6doroDyWOSSAAJIAEk0M0JwD1ma2ZmZlY3z6ZHZQ+/hXb7i2MYGFIvwi//9iftmSlCw/cCzWzAxOaZGqJWnkIA6goHuiihrtR5ik53Sg9sN3eKvGenC/VCA+3jFGiJxtRtLCo0pm4jbMekMjIyoh3Pe/KxTqf7AS4A/wYmb/VkDpj3tgnAyC7tiKyAuhLStnT3lgAWl6HdrDl9+vSfu3dOMXftIQDXU1EQBJz5aA+0TpBlOyEOjAIJeBwBffx9r06fEvOUxymGCiEBDyMwfvrcuLi48e96mFqoDhLoUgTQmOpSxYXKukMg6sEnp4rG8lX7j6R95I48yiCBnkpg5KI9vraSvCT9QObvPZUB5hsJdAYBNKY6g6KHxDF77twBc51+omhosYxj4yYZnnkkboSj+vcuesd3YlzsuxsWJ2gd3bvK8dyFS0OCSBkZFtp/5KJFC4MMHcjHuJnz9XFxMXespz5ryZKA+fMfDhNFIpVdwmKDdunCuR2e1oqZMu2pB6fGzGtShqLIjo+b+O47i+71ldxFkZk5Z074zJkz9QvbkVZb9cVeJ2cPaJK2B560p+20lOeW3D0wu5JKtJ7dde2jkWF9AmPMAVGV7Sl3OU/3LvrAd8LE8Rsa6pHscZv2M5a+p354/vwwuZ0boF4/DG2no8lPmPPj8Elx4wzO4cdPvv/5p+ZMCJfdZy35dQBtK088MnPEe0uXqmX3VvfQxlxdcwm4O163DYsXd8lrb6t57wGeuGaquxQyXESu6PVFzo9nLnv0wkjI4oVm2QR5s16/4lKpuRb8Vsv+tcbyIM5kXXa+pHCjy3CyoCfuIU/f6/XF1AIpp/oVXidFGvMaOHqFnrq7MQLvxdv4kWDMwPIcIrobrrPkLqal5alF0f/e8WOOEXJ2cv63KcuvmC6tgPidi9etJI21VStE0eQPwjvkAJHTHn/cZqpd9tqmrFfoDdGk11ddr/e8DgfT4yJWHkjONsjyLe1Lqqt6+bZQX0KXrA+4mvpBEQ375tzIgX/cmXW5pXjuqHs7247cRkrKz/8F9DbKusvuXaXtyPWM6l9wPRX+Smv621XHqtTFCo1NuFtQV92Re8nlM/teUhpLVl0i0rMrzPYFr4d6517Kh7bLQdsV5LJxd19bURGvNFmhvZDfyeGjFr4XYsv+cN0jd3n12gIRhU+cvOFa6qHFNE7aZr4vvAb2kHvp1ZlqV1wqsdKgBvqHbmMXvD44Ly+v4YGkPHCb90DEQzsOZidKAvinSxC4Iw2gS5DpakoyjHAabrbjHnlhBF+Ycj5IY115EG6GGRmEREyI36q0GBfQLKk48diJmafvhysmT62EEqNqlU6vf4MhPHksxnvo9lJOaukqtcZC5fVxPzKIpkp6Iyd9fNmF+46mbaHHHrrBNY2QIA2/8sukzN+99NJLyrVr15qprrq4Ke8SU/UyjiUFVOaRMdpxn1wKus+3Jv+nySlZCZFTE+YpKy5uSEvLDoyeznh5CWIvAnYUZae2mSYIBB4iE2xhI0KU8dsOnEr+0dxfDbiRn3SWA6NHyYlZj4zRxL+26Xg1TUveXLGLmBC3VcObRwkw6CTw1si7gsVpO77MPCyHkfas4iLhrf5mXj3p5UfGjThY7f0tPLtWQf3iHnlmRO2lzFOslK6Q9dvx1eNnvpdrGTtufJ5WQU7W8WTUjMHmWV+TH5E60I/Kgd5EwTFNnuwRygs+GeQrLITqQapzdz6nhP1dwSzoknY4YfEG7YDyTwKiFr4VwmRvL85Iz2aHL3or2Dd7Z/HcCJ/eb2xOKpF5krwDVC0i1xfppP6Pf85//kc+T7kq/gqO22XUymFv+b6dbWfsOXsb2Z3vezZap/P34oRjx09l3jd2XmPbGbZ0n9ov7Q+fEqt5NjQ1Ej5QE7Flz8mcW56X9iQA9UwhGiv+NOvR4f8pK+Peey/IyjDnSMwDcxL4sqLPWYZUiAxbERbAv5Q34PEUV3VhGzyFy4tCKE1Wqi85n11QsNxFG89H1nOZMvylfaq2WMQ++NhUc2nBIdoR0qiEbUknMn88dlrCXHXllXcIoyjkedskP41tzdfJWU3rEMvRziBsCvJAXITBGBD6N1O9DUXr8eUzH+5nePMkWgbxw72G/HV7SgFtg968eQDPqS/3UdccTJyS+e+ofbHpLG+LJDXXIC56hWjcbN999jdvri5rzqaMarCaWIVev5hhrBVpaY8GMYxBmDpnZjj0ucRIfUz50+H8iJc2Z5ZE6vXlQ/ytz+4+nLVD5sno9fZIGVKvs/1U5O31Ztpwfsifev2+ODrDUFtlIneDLxpTjcXg8UfSNILHa4kKuk3ArPCXGipcCBsabKCf//phoaEj1b4hCy08M+nx5MhH5Qg1SmFvn97DpvEi63/gTOU62Z3ux0x9bB41pKJD+4xkffsvvF4tbM5dStwb0naM6DYfl5m4FXq9nj9x4kTdy49Ejoh4YF4CNaQGBmkeYv0GvSYIJKzKZPUWrXxwnc0WR9UTrUIwXCfp6A3D19WOsPAELsArGZG3jRLAiBraf/BDPKssuFBiTKLyZXnHinwV1uRx4x4PNPFM5IHvqppMC7pmt1RN47OBERXsH/gbHgaa8sqsO2l8zhvc3yvgsl1w7JLllMZYej8HNzYqU1N4+ryG5bMjIh7obeLZyD+c0hyUwgp8mNliWwC9o0pvn0kWI+inZvmLMUNjBsIdskIUBT85jchHXh6hghvOrik5/6ZuXsGj9tD9D6XCIfokUHnOP//v/dHCdaFGUDFgRNLRObamVsWCAUi5OfJUBvR/goZ1tTGm8hUhWmY5ow1ZXmFil4Gl265RD1dx3kq39radQA33lgbyb+bZST+foZvYqJsX8Tr1h4PEWjv78XHjAm1K3705RTXZjf6ec2QTlGGvJCZaaVuZEf+f34bDaKIAhpS/hqzpPeDuSfBYWFityXZ3S3WBLa3RQlUKqyz39hOgjjAi8fdXk48buYy/ty0WNE0rGFIDobMWMDA8wmRhFzw9K0pH2yQPcQdqNZsFTn2s0l6HXNyzRKJUqveWmRQruLM7f2E3hgwk78zmEwxvnBQzdOhAntMeS8qtgxErUWrTFl6YxPCWAaxKWTZm371fsbw5MhqukaLah47IN24GUaG01CyYOEBhnyaHhmmDdimKSn+9PpHX66PLA8xlUtuiHZcqYEADM3BcZxYHO/IMDY0eKTTG3OzoUC6XrwNDijaS0EClvZfSTAodPJWAi4rpqaqiXh0lUFVV9dPvCwvPW2pK6bQEqYVGLsflp7bu37dve7qFU2bVWsUZsjvdK6x1wXSfean4lFhz9S8i9Ng+KIntR908efPXCGsSdDrvkeNGBq75T1YuMdcOgmElsudgcmLK8AcONeou0I4mNaAIz7AN0zV2f3vvlP5VsNaCnXt25li9e6+kPeBzhnNgZMD8jlUx+1TqpzfgpUcVZhtDe5INm2t2uf3s8VkK9h/cn2gF5hwjSkZSQ8D6AwVruXi3/ufR8Folf8FcAz1htpIqS717qa17N29+u4RXaveaJaPPHqivj+2F1NTUyW9seq+M6uevtn78j53/uMzTkS6HzXb5xA4flW0bY7DPjaTu+vOFAZHzeql9/F8gnCLLZBEXTD1840+EmCAUS6gBfcGnjzRSKUXThOcMB56NiUTCCCkd9q61sVHEVhtFwCh79mHdmEaJrnHUWtuZPSx1y/HDiTt4yMq1GuvUxhx5gdVIjVcF+QymbJU2UxzDcGDQ2tfANcrd+SM6wrIY2kpk5P29Xpv66B+48kLJMPhRv4y/7NvzcU7jzb+FuuAiC45cioFLWyzkNK9U85vLi7KzYW694kqtOM4eNU8OHD26xaIN2uw8YtSYtEB+G/O/j1uBeo2xapXsThsLbbv/2Lnzcp1/P+jsQKtYuZKzt8G6glPQVvYcTEuk+lG5f+7adcGs6nVSDk/34Ucf+glDLOTPu7IuyO45aaeGBPYJi1GoNRt5kfHPK7EmHVm5RU3jvVCtHCLL0b2cN8pz165/XqAyLW1hQcqHhkIniYf8ZxTx2Z7e+WgpHz3VHY2p7l7ycAMW4WYcorUuj45eMaDx4mjPuJVX9n5yydsBShgt8VUxDWtqqK8sGzXIa/zs2atDegWHTHt7W0qhpyODUaX+eeV1AaZrfMjrz8+CaS7em15Ifzl/elhM7sFpDfpL7kryFAzTK80VDzS4NztQkPdgoStXW7yCwIV19IpR0lSoVmnbuyYhQTkkfNqIfsG+yxyDuWYXW8+OmjrSpd0xSJNjuJD6bX3/+XKrxp+u+QI7ShpZkq7FJjBQjkCPmYWbtIIVCuSA0IuHfNo3mkKtTRG1HB4oUAi2wbK7bnGi1gvK+rG7Ff8ju0XEP/Cq5Yf//HR+xKgPNAMi5skXfIbj6ewfeTknZkHMpa/vk+Vb5NkgAMbp1WzQWyQ2kfVViDZfGufZq5a/O4h4/mEbbSft+r2Dx09fEEffIjqwF7fXMUN2hjYyN6J/6IQJP+vbK9DnZ/IaHEc5Tzg+WVXVu7w8t9+G71IGyvqkl8fcO33+L8PkG0SLdUEO4LB35BIa5PNZWyyM9dNc/X3JwvT0DM5/wJBJk0f5wAyiwyYKWoezZocz1840m/tExjh60HRtAhsmGo4o1DU3YLoVthUNlzXplP4RRNHPJnBh7yxa7ut8HWCqr2wOC2AbR1+hTuhiovLv8jZfnfHA718QVVpJz95knNTk8yoUrz0CU/EyNzkRZ56yu/PeVFOugtEz6ODRBZtO843OwnjuUQScy9yjlENlOk4A1gbZp/lgWBpGJgpKjMpVGTCETAucY9mGKUA6JXYeRlcUDF8xf0wYXdcibRxvsmYf3fs+D8PnpwtN5xMTX7FWl16noxD2a2O9nCfujDBNcC7vXFFh4ffnz5y99AvlPS+so1NqSbkl+WJF0QZZZ6/gu2B6iyE5Rdezufo1ZbKf455OhXx44sM6pWAJix/uOwSucqKqz/CYGhiZolMkedkHiy3G2iajLq7ZrZDYQc+70h4/jDa1sWUnHX6VLq2VRqYgXS5kRHyNRbnglUS9VSna/Cfc5dtg5DiWuagNWm60cAu+ytpRRdd1yWlav123nGHMFXRdh5y00jvoZEmNbd2HMNVjgmlEutbl8NTAX58JmXSVjrpcgeldofzSJw3yLnjS+iL7g+XHKKzG2f6wxuVkSkpCSsrJBBsYhWaemyQaYLjGwzdHjq21nW+v16XZSi4kaZT83k37MtPlbHH8VavfmGfieUZZsSPrctUJqDvGiorfy/6etKfTVTm5ufmFMHL9/fdFmWe2/6nABiOml8qFT0pyj+XbzX5CWqoLcl4cy1/molXx2zbuOZbTFosLO/94mfiEvHClmtlMp+fLi/Kya0qrmxhPjFJZKqflak9H/c7v25Rug9Fau7+BSOkSFdHDtUthrlrcP0DxBF3jRP3l9kCPvfpHPgQv1Sc7sr6qUlhNDaPzdDpcCbbXp4eyPqVy0gbXU4FRV6blXS2i10TOUrsgLFg1bbRhtIXAVKQJrgmF0IYoN3qddcWzoX7VRynvCsqsn1/NSytSwhR//HDNENkd90gACbggAG8tToBfuQuvW+rU2isS6DqC1hKX1hm0IdNa+Lb86BvQgckbbcl1hv+IuW8OoOuCfj0/NkyKr418jY4Zn6/Xj2mxvIBNqx2SW8XOYDC0aZQYnHWDc1gwLf5seqS0TsyZZ0u6UndnWXrekrsr2c5yg3ryIpRfgyHYWfG2Fs/NtB1aBreKE7C4HBUV9XJrunfUT8ozlPtYqC/T4yNeleNpLS9j5/86jLatF+ChCVnece8Oi9ZYO8bVnmPaVtqcMnNRx8fAIvLJE8K3tpSWK11b4uNKtqV4b9adlgHUi/k3Gw+Gbx+BVm8E7YsKpT2ZgNwjc6Uj9NJaHW2i/m3JuIrXE91CfIdWcUpur19ArX1UqI28a7V+q301Xm+1lBfgIs/ouRS5VezgBkEHrFrdDM11E++CxbgfHchKdhWwJV1bKvuW3F3F3ZXdbqbt0DLoipzkPCvV6o2+3pqGdUSt5cVbO7yMtq2BfU0ujV13WMjpdmZ9oW2lzSkzF9eBsCFDxhw98dhPWtLFla4t8XEl21K86N41CbTZu+2a2UKtkYBrAsc3PU1fX5CQmuLa39k17ZuD653duuw53DB2EnK5y+qPit9eAlBf0gh5Fn5ube1tW25FegeF9sLCdYaBFoMbEnCDgMvhezfCoUgHCcDQfAIE/Qh6MG2OLHQwia4YLACGx+uACX1kCDck0CIBqCde4KmFunKjRaGe40HbjQlYSG/b7DnZxpy2QSAYPnT858zMzCYPxbQRBr1vkgCOTN0kwPYGh0qeAxe/1yEcsq+HBzeEGGByDfaX2ssT5XscgX5QT8Ig1w1TTz2OQGOGxwOLIjjF0cZGJnhE6DvyyH4EgQSQABJAAkgACSABJIAEkAASQAJIAAkgASSABJAAEkACSAAJIAEkgASQABJAAkgACSABJIAEkAASQAJIAAkgASSABJAAEkACSAAJIAEkgASQABJAAkgACSABJIAEkAASQAJIAAkgASSABJAAEkACSAAJIAEkgASQABJAAkgACSABJIAEkAASQAJIAAkgASSABJAAEkACXZUAfpvvNpfc6NGj+6pUqnHw+RTuNieNySEBJIAEkEAPIMDzfGpWVhZ+Zug2ljV+H+42wqZJqdXqGNjRDx373eakMTkkgASQABLoAQRYll0A2dzeA7LqMVlEY+rOFIVYV1envjNJe16qXl5eWdCT+pfVan3X87RDjTyJAHRGFoM+r5vN5iGepNed0AVYnIcPHa+1WCx/vxPpY5qeSQDqRTV01gXP1K77aoXG1B0q23PnzlnuUNIel6xOp1NBT4ogE48rGo9TKDo6msCNQoV1hRBgoaIFhCw8rpreUYXo9VQQBPaOKtEDE0fgPbDQMctIAAkgASSABJBA5xFAY6rzWGJMSAAJIAEkgASQQA8kgMZUDyx0zDISQAJIAAkgASTQeQTQmOo8lhgTEkACSAAJIAEk0AMJoDHVAwsds4wEkAASQAJIAAl0HgE0pjqPJcaEBJAAEkACSAAJ9EACaEz1wELHLCMBJIAEkAASQAKdRwCNqc5jiTEhASSABJAAEkACPZAAGlM9sNAxy0gACSABJIAEkEDnEUBjqvNYYkxIAAkgASSABJBADySAxlQPLHTMMhJAAkgACSABJNB5BPDbfJ3HEmNCAk0JiCI7+cGZs6zG6snQ0GoUCkVBkJ82Y8fucecYxiDEzn8uzKf0/DiecGRksC31H9uPFtAIhi3dpx703z/P8VHUXUk8kJzsGOm0mY/pTVUlswXB2k/JKb7vHag+sHPP4RwqEzc9IU4rmAMc5emxr8Jy9bN9R9Od3fEcCXgKAbktsKzSJOukZtlyXajytGFjolF2c95HxsYlKqym2X19rC988U32erntKFm2IR4axioImthB5iNvb04qkeOYMGduuLqyRBcaYDvx0a7kC7I77pFARwigMdURahgGCbRBIHb+r8Osen1+Tb2cuX5fWV1NZsT/ZyWcGoyXC+ZajVWrqFdaOU9EkXAMQwSfkmP9qsrLP6lmzBXgJRlH9CbhfeI3dTeuF1BxaTMTC6kxGldNj49YfiApe3V5WfG/TIItrN67YVdG6ugx0+CAB0jAwwg4tgVH1a6A6fPw1Mgndh/O2uHoLh/zgm0QvYnxAvGmbnLbkf0d9+l15jVw/sqsJUsCavOKdVVFeYfo1+av2axSe3SUxWMk0F4CaEy1lxjKIwE3CNTmHspXgRzDCBXDegdPq+sVVFp8rWyKqfrG5obgLFfbcAyjU5MmjNlDyNkEkees1J1jRGpMSZsmZeV3cmNVK8neIP+Qd0przRMs1BgTBelGwjBMJRVWcGKWt9b/r7zIawlhiZdSWWqPBf8iAQ8l0NAWRNInwOeJKqtXsLGmbB3tARRV8Btg12BMTZ//VBipuDZwyJAh546nn/ZzzJHcdqibj5rdyKh8T4rQDgRB8O4dqDpA3QtSU294wV7uXbAMcWiHVAI3JNB+AvL1uf0hMQQSQAKuCcD0HqfXS34cGFNRfQedf23Tpmpw2EJ/S5bMCiDJ2ZK/4x+jVT371/PHhn2q6VPreIcYMffNAaq8A2FUVquybks6mf1kfbhk3eIN67yLPhpVfy7tgjXCxi+Ofr3F0Q2PkUDXICCQfYePSYbTGJ1unRqUVrDkoqx75LjYMyW5OZH0vKSkhChlDxf7CaHc23/a/nWBs1dAcN9pXrwtsLSibAMniv7O/niOBDpCAI2pjlDDMEigNQIwHGXT6yvohdomKMJ2ZGVV6XQ6GDEiWX0DlK+8//4Xhx2DMzACJcAIEgPyh3Jt+eGhOSMLHQQ0tgpp5Ik63TuYfSPpZKNnxsZnjRmENFkPda2GWwfprZOlQrRWaRpQPsc9EvBcAhzR63XlMOXdYOT8TFd1X0oqIWMnz3qeq7kmGVIaFbNN6R20u7y89BOuhcwcyrXm03Zn33iSnn5GmkZP/tLe/saMi32D460N6bQQDTojAbcI4NN8bmFCISTQPgJDI5aE8k5BbDyJLCq1Hro/LuJdRy8Va83uP+TBMXY3NSksPH3e0Z+vvjxWPreYRTp72K7Ni2Nh5QluSKBrEHA0pKjGm9IC8kSDQWE1lr5Kz5WcJSv5ZPqTRw5/ucPGKbOoW9ubPKnXtiRKIIGOEEBjqiPUMAwSaIPA55uerj6TkcGMHDcu0Ceo90OsUr1XDlJjFh+Tj+meF4XQvTv/eNmi0m5zdJePuYDRx+XjUhPpLR/Le1EUm9wpgjTWlRmQdnp6Okt/u4+e2SLL4h4JeDYBGEFK8FXS+isGhT1EdRVFhf+yrMND5TWB/mrmY3fyoBtIIhrbwWmWPtzhTjiUQQIdIYDGVEeoYRgk0BoBMG7G6qLEp+ZMDd/6/vvl3xzcn5iWciLB1loY8Ms5cewnzqNZNEhW36dKxfqw50qYpLcWzgihpwZYmxUV96N3H4yPXFHvLe3kBbVw8xHpz9EPj5FAlyFgsQTJuprhQO4xQIfiDdmdFUXH5YWys7QP1PB0nSI8BOK6HcjxNQmEJ0iggwTQmOogOAyGBFohAJ1gluQUlWfDmg1xXEwMXbshygsUe3tzK12GhbVWTPDIac381g43C779F9rdOfJZdnExjS9Rr+dZU+WyZvLogAS6LAFYM5VYbaX1m6m+Uv/kK09mDbx2kWhD/kqzJYpKf7quKhpklC5eBdKYdfrMXvMtYkL8Vhq/irfaF7Iblavo+azJY59vLo0uSMA9AmhMuccJpZCA+wTAKFJqfFdCl7iCBuIFIYzu6ULzsGDNtESnaTeOYQupP90yv9x62FK/DoRhWOlVB9T9zNHELcrgsGnOI1ccSwoGh3htpTLyxrFsrXyMeyTQdQmIhL4GZLFukPfMtd+bc6AN2JQaabqcrqvy4rhjMPQqtTFoB27XeZG3Nnn6tZEPzgI2ssAjJODhBKKjoxPgV+7hat5W9aBX+AMwaRi6v62J3+LE6FScARbP0l9nJQVrpKQ4RdHQ4zpDUE9ehPqCC+qhMgGLy1FRUS93Vr3qKvEsXbpUfaQT21NXybe7etJRNqgX892VR7nOIdBpF/jOUQdjQQLdi4ABRqkgR53a5YU1IFKcBkP3YoW5QQLuEFi7dq15rTuCKIMEbiOBHtezvY1sMSkkgASQABJAAkigBxBAY6oHFDJmEQkgASSABJAAErh1BNCYunVsMWYkgASQABJAAkigBxDANVPdtJBPk/gQf3K+2JswBTYi+PcnygEMuWJsK7vfkv5b+xJ+AshJT5KZCD+4PykNgneydOq6n7b0QH8kcKcIuNt20kmCthc5dbkvYS46vkOsjhA/eCi/UkmYSh9C0uDrcn9hSNHlO5UfTBcJ/D97ZwIYRZE14OruOTKT++ImhFs5EpJMQoCEYwUFJCIqCO6h4IoK4u6K4vX/y7C76gqyhyy4sL+A7q4gqIhBQEA5EkLIASQBFKJJCIGQc3JP5uju/1VPOplJJiGBBHK8hklX1/Hq1VdV3a+rqruRQMcTQGOq4xnf8RxEOMlfIimHaeWaiBhoe92dQN+cnQO/FrYYrQs5vajKIQYdvPT9GSElDt+Tc4iCB0igmxBoS9+xkKu9wGjyKiNNP5Zr60Migcd2JxNiXimSXqsYUrium2DCYiABJNCIAE7zNQLSlQ/TydCnckkv8So5Xa0lvPRCuraUJ51cXODMurYQxuFbcm2RiXGRQFcgcCt9x4doLK0t21VC1sKr6NWtjY/xkAAS6FoE0JjqWvXVorY1xKptMcJNAo2k8q/OotwgbLBI+t2WbGdy0Q8JdBYCt9t3aDkGErJlIOntM5B4DfAgmlVNy+Y3qKkf+iABJNAdCKAx1R1qsa4MWsJIa6I4QqS3ArelaHSdSF+Ysmg+jemp5sMwBAl0bQK303caSs6nMSTDwJDL17zIlXX1r6+vj2DBl43Ws0AHEuheBNCY6kb1GURytgeQQqY/KfS+TjTL21I0E8l51T7+QKJaRT8uKm8wTbFRduMeCXQ3ArfTdxpYMENEMlUhkknuRhL4lGdDALgE+FBvOSyhwg0JIIHuSACNqe5Yq20uk8i4EJPdB3Ppg3tX38snbE6DKI6IxLd/wzG6kAASsCdwlbArr5KLlqsks6KI1NR9pNcWA6YAPezjohsJIIHuRQCNqe5Vn7dUmu9J0Bhfu5QDibCDIYzoTdwcRqvge+2/t4uGTiSABFpJAOb3ckXi597K6BgNCSCBLkYAjakuVmEdoa6BFP/DUS63iR6PIX0O2/tfJdxSeCIJXjmFGxJAAo0JuBCxzJuwJ+hPAe93sw+vJazXVSJW2PuhGwkgge5DAI2p7lOXt1gSvcKf8PAunIbtKmHibK9YuFza4Etd1I7yC3P0wyMkgAQoAX8ivOlObkyhv36kYLAf6TvAkQydKsenYh2Z4BES6B4E0JjqHvXYilLAe5mdbKfIfx5p48tv1jsRg15IoBsTcN53mhaYcbX305J5+fbHNrcZHrbFDQkgge5GAI2pblaj8jQcGEgOJ3b4pIUfLaocLhdbSareld2t2cOo1WSQ0Ub7qzWSMQ4SuLsE5L7R2r7jRNveItGzIhmmFslY7xyy5T+OcSAHUmx09MMjJIAEugMBNKa6Qy3WlSGRDFp2lfQS6BSdLzGutS8aPGmUbJu66yXIT+VtIlHevYgQ2BBPgBcPjlIOJIWs7beMo69ayCdcWkMcOtXnP7fhGF1IoOsTaGvfcVZi29N8m/irpKL2KikoZYl1kX08TyLkQO+x/4yffTC6kQAS6MIE0JjqwpV366orlTRtCMn9jb0MeHx7PUOOWeGEL9p+evqOBKIk7i/bxysiwmb7Y3QjgZ5DwNZ32l5eAd6NUDK87ekwBRJAAl2BABpTXaGWWqmj/Bbnm0e3SN8UY4nlYce44l8dj21HoeSJY9V2AfTJJJiwcPYZP7tY6EQCXYdAW/tOa0oGH0Eu8yfkxECieCiAFDM4KtUaahgHCXRNAnhB7Jr15lRr+hZnCKC/Vm3jSf64VkUkeuu9+EqE1qHCWF2SQFv7Di3kSHLqGuzARsINCSCBnk4AR6Z6egvA8iMBJIAEkAASQAK3RQCNqdvCh4mRABJAAkgACSCBnk4Ajame3gKw/EgACSABJIAEkMBtEUBj6rbwYWIkgASQABJAAkigpxNAY6qntwAsPxJAAkgACSABJHBbBPBpvtvCh4m7KoGp+qMK77T3h6jVonnHjnG5DGN7p1ZHlCdmqV7rWvFDLyo7QFtTsnbrV5XUPXvevBH79+y5TN0dvokiM+PBx8IYq6Gvt6vLpeeCI7Km6fVNXyAJ8eY9Mn34nj3f3hm9OrzgmEFrCND+0OeHvw/YufPLHDn+nPm/6r9ydG7BNP0xqZ3oRZHNWnBf3493f3eNutMeeWTYF1/s+RHe+SC9j27O/Pn99+3eTZ9wJPMhLceZlbKsEGj3J8kk+HeSvFrX/qUwkLNw0ayAe3YcyP1h0aIAOb7JZFK9GGzIOr76qHBlyQLfbdt2F8lhNJ/YXaPz5ywr8AwgueSDD742NIQ56iz7z1+8wr8PuUE21Mmh5Y3I/auG9kVaTh+IaOYKlTt3HsyR08ye9/gIa3XRSNpfdn4RAeWsO0fU9SXRXDpkgJ86abtdmocXPhz4pR1DWRbd03x03gaDfktsjb3/jNmP6uR+6ZCPfSR0d3oCODLV6asIFewIAnklRu7ajQJ9ZubV7JWP7BnWEXnIMrMvJq7KzLyUnZOTu+HbtGsV0ROCPiFwQs7Py/lGFDv+0froxW/7h+p0QnXxlfVGo3jPj9dKd70c+5UF8m7S/6OXvONXkF+M31+UK6+H7EsO/WEj7QsvzQseIRc5O+tCXmyaYYh8/OWiNQEXsgry6PGXi14PyM3NvTR14tj/yOE5WT/liXp4/xwYSD9B2uyfMo9mZWV99FNW9pfxuVdmZWedevSLjB/T5fh0HzT1oedys3I/ovIyMzOzsyE+TZObl/vNqSu8N80zPf1ioX0aiJNH+2yJwdMzKSm/VMoTIoxb+FpgflZG3lRyzD665P4+49TlhPSswtilYVrqcSMtdkjyDz+9R915+defuQD65l0pelvqj3pRMS4sTCy8evl0bY05LBP6i063l6f9ZdiK/eoQ6EuVxdn/Z7GwfmmZRdmREWPPUTm03FeBobN+RVZkqvMhj31nsiVjU44fDPlQWSbol5l5Jd/odLt5KQz/dDkCODLV5aoMFW4PAj9umG0COU+M1ulmqdQasyQTTobjo6etFc3V0/t6cf+791BiLPWPiJqqZ621YQqWvx5zT9+X6Z31pCXvuntdOzzeYFIMsNaULA7ur37mX3vinY7msAyp7q21rNofd3YdPamGJTxeK5I1v4j26fWMlC/8iXr+HW/T2a8+ZgWrR8gQ1yf/ufNYDs2j1/UDwZXq/uWm0qyZJ04kvPezGVHzAwdOPnopM2753BHi+lj1HEXjdLJMeV+e/nnhGD9hxiffnD1S57du1uLF8D7JM2KTPLa+/t59D3y1RU47afZCnaU4e72CE689Obb3r5+Fu+qYpZu1hRf/+wfGWjvS04399zdHEnfJ8XHfBQmAYc/pQpeqNd7rk/MLqSEdI5WCYcrq+wZ4iLwCXvZLvy9o29RKdl+5WbVo75KRz87deqmSYZkcsloapQJ7QiCnk88OluNKe/EcG6oL20aNH0Zv+6yOWHV947QhygFfw4cWGMZYdjrp4hQ5TWoyIcHzH1DZ5ymF1emVuPPPOUFRM9dM2D86hZAL48TMw9kzhqsHy7JlOXTPsOwVjcrtw3fOFR6AwykuapWZZRlphPhc/BF9SFjI6vhTZ5+gb1YdEzl5j6fKvOP4qYwn6mTopy5cGEj7i8vpSYf8NJb1h+PT5a9CbBoLBtGvZoZFfUzIScE2SFeXrGEXlP7bp7UqbkelWU15uVNe48CA5IiRJCZdlN/3t27p0qXa1NQLDQnR1WUINLkz7TKao6JIoB0I2L9xcaxOxw/Q1h4fN+7XE7NLrR8/8UDIdDqCpOHMheH33rvE6hawb1dabgW9e62uMfjeKDYcdhMrtAqt/7YzudWXqP9NVTL9wNnirCaG4sLD4GbClsZqa5J2l04K9FwRMHreY0mZldn0hEvzyC2qjKvJv/QPURRd10DcckPtpxkZBy/TuyCjaobGWTp7HQKe3+StJGZiZ0hJwQe2bSuCC4fYOI/dhLCGksqvaKTgmb+Kqi24kPzomNFzeM+hm7akXqmm/jmpW6oHuQoH+wSOWlFUwS93eidOI+LWJQiMefDpMBfOmHYy7ttXqi3KOXJ93qwxeyhNJxi/kTPeOa+Ia1xQOug5NWqifsqUKcuio6e88vO5E8YShhFqOVXa4wlBs2j8sdA2VdA239qddk3kORgp1XjdB/FpmqioKP27Sya5N5ZLj+31So8/qK8RNIPCwKDx11jW/HlnYo6zNGAJer4R8vCb1bx68t4lxL2YdwPDsG6DPk5dcrkVlpo5/6fLWCwH0/2xnTtzGIYRFXzt5E0h6W/ahwlu/ZbnV5kafU3CPgbIrrqx8a9wM2LV+K/54LJyJQ3lvQPKCdGQ+6dMXPar+XP6i6Ke3bJli8MUoKMUPOrMBNCY6sy1g7rdMQLB89/sD7fAxARfUMvJ+fw+hUITX1RtmQkXAJHrFbQ3OTPzVaEsX74blU6+Xhrj+kPHEzYlHNu/3Qx3y5CckabUwkLF8PCI7KjIYGlki7BcdUGNYm1k5MTYsFR9tb/WugpOzALLsjm0gJZLW55i4Eb9YqkwtvzasUg6zv91iSqQhrmpa7ckJKVMiY9P1OupB2MuS0k5630iPl7/xfepjzWXjkalm48h1xOyorpJW9CE6E90Op0hInxc/XSEfR4L4LwPuknxrSWX/q1VKvd9m5c3VWst7Ue/ICTCFAg9aVTUCiP6epvLzyQlT5HXzNRlgbsuRkAsvvh/I3xcX6DGgolV5fx8ZsjPWlMEi2jtffabT44YeZfgTc8/4Q3jW2AcNGwqji1UKpXFHMcUcSxHR4IJ1zfolz+VWCVjXcz4/M3eWmZVQwqeKCC+LQ1X6KXw4RmuStkQ7twleA16loY8Mrbs785j2Hxnb3jRZPId+tA750fFjYARoYYxNrtUMDrNwujSsPfBymu8SWFikzCFxjudIWxV4+jyccji9/2p0aiDUV2ub9i/iozsahqW8cEygyYgdKTBKD5+ISs/T6eL5e+LCpGmHuW0uO86BNCY6jp1hZp2AAH5hMpwPJy0eaJWKPLByDEM8HFfM33EkDUhDzwxvTwrMW+or8dHvxi/8H4ry+U0qGHXfeoMkLitrxcPHTJ0QGDgoKjh945YQuMKAu+qVYr7Rgzs/1xMWJjrwbj0dQ0yaASLK1goORqNJofm3b+3T/jmLx+VxvoVdVMRDfFljVtOJ8c/d887eaKo8pLvunX3Dn82NPSZ/rUCCZTjNM3DFsKIvJdGoUhVKFzy1Qrm+rCAPiMZPWNVhC11LbGwwaeTLpWGhQXDoJnDYIEsFvddgQAYxyreEnyhiMTR0R0XwRqYZbDYLuhwQ2E2Gek9hrQZpb/SfUSdj639CzA69VHK92eUMPpTFwANQiCHjsdvOnLkyK5jx45t/7huCjxj75YMHkZjPlyyyp01lq18/l7lRlsaDdy3WMq+gfg0zfHjxzfRKWWjdkKJ41iUbdJP1ouO6qoNWZ9qtb6rPkzyKJXzd7anfeCHQ7tia3hNsDX/5O9YZwYQ3HmYYVTt9UXjBjWRAWEWCNuwJMTPPoyvyn/Y7kxgHyS5+cx9ywlREcpXkXUwj346/s35wf1pYPyef11OTjo1JTU1ldFEPO1TZmRWyn21iSD06NQEWmoDnVpxVA4J3A4BsACkqwIril5Uzjn/p/PhvpmE9a68cvDgwfivvv76zNmaCl9LdWmUj8a6/r9792fsslZrGYEPbDFfuLvfDU800Z/8BBLtZK4KPvVj8NM7Gcbn3PsdtYJx8+WXey/QvBV9pl9a+/RhV+f5NFzMWpUOjJ9aTp02YXzwGTqNsHXr1sotW56tadn+seXBqNx3GWGt2P79X6VQvcrVHmY93J0PKNg9NDkh/tkzcAEww2hV44uLc73RtzMSGBP/2CNuStM+ejGXfikpnIlXB2euIGrGxffzk3nWb2S91de+/b1WyeyTj+V9BoxOVQtsICsIgbIfNYBil8ZoaT+jbabBH+4dNF7rN6V9W6Fha3NitqTWT2uBEQFGP42vh25pS3Np69xKnriQ1xZGSrInLfnQ3QX67BTvWuivMJIMI70j/ciMuLhD64ysa87MqCA99W9pE3oHh1cbK1eqYP+Gk5MAAEAASURBVC1jXTxo8PB/je2BDNatz/LDmWL2ZtCfhlP9QyaM/0Ska720/qs+SrcWivqpdKadRC78baDaWLpy8nCuzihkyL5nY0BFW7npnjWWrP59sIuHzNgCMuLzhHV0NHzO/ZG29Wkgiy++BvlJN0t2d0w0F9y6AgGHRt4VFEYdkcBtE4CTI326jd4punP8CWmdxYbhJq73qPDP02sKqX8YrJ+qLTZEeI6Yv77YqF5J/Swpn52x7zCtPeNJz423oPTZ/VtTRG2fVTpdGE/zuZa2q4IXWReapHEeMKVWP2XXUjr77C6cPhVSy7pepdMIUtlouWGkTJ6eay6PjJPfPVcluHnIaYoyL2ZTudl5hnTZz0vF73hx29ki+/zQ3XUIiGVXNk8KdFtRrzGMvlhVbjteyRi3KOPYl9trGfdyua7V5tIFJ2aenyfHtW836gFhQfatlRrr+tTr1TClLMRCX5oZHfSKnI4bft+71D3IR/WM7AcrAMHpQmzxY3nY87IBpYJ+eTjTkk31qE3bVNHbXVxMF3AHTXlwmRtXmyavB7z4YOLwAqNy9abnx3o3yG3qOg/9zcwqcuR+GTR+0lEW9NXFBtMnXJn0419vEmFt0xbQn+ZJ9XeDaToGFs2nxx1cx6t9tuhiKy00zJIZlz3CXxH9Rl0faFzuGVOm/UHBmMrmbj0pLXan2ijvXb6xyswt6je6d2VeieUrma8560BeaIDrSLqWsanW6IMEkIADgdDQ0Bj41b8XxSGwhx7AyeQnYPLGnS4+vWt0lqd8V2wfRkd17I87xA363FI+rU0nxXNe5pbKQ+/MG7Oix7eka0sZtSIM2skL0F7QeANWwOJaSEjIS63AdltRbPV/B9r/TbTU6/XSaNBNorVrsLNzAc3A1v7b3pecKVcnq93OL9Q4g3ax0Fle6NdxBO544+y4oqBkJNA2AnTBrbMUdHF4Y//6F/Y1DmjPY9AHrDunOrWYTWvT2eK1KMpZoB546BsF1LFru66N5OBh5yfgrP7vhtZgTDV9yWwHK+LsXECzbO7ccSvqYF+6FWqdL027WcOdr2ioERJAAkgACSABJIAEOp4AGlMdzxhzQAJIAAkgASSABLoxATSmunHlYtGQABJAAkgACSCBjieAxlTHM8YckAASQAJIAAkggW5MAI2pbly5WDQkgASQABJAAkig4wmgMdXxjDEHJIAEkAASQAJIoBsTQGOqG1cuFg0JIAEkgASQABLoeAJoTHU8Y8wBCSABJIAEkAAS6MYE0JjqxpWLRUMCSAAJIAEkgAQ6ngAaUx3PGHNAAkgACSABJIAEujEB/JzMXarcoKCgXncp606Xbd33r1yRSaermk6nELQVN/j8BoNtRaoaejPshiw6XTO96woJgoDX9jtcC04/9HqHdehR2cHHSWOgwP+G64Fnjyo4FhYJIAEkgATuCAEwpt4/e/bsb+5IZpiJRACt17vTEOgHYn92d7LufLnCaMN/4LefZdlPOp92qFFnIgAXiYehnTwJOs3rTHrdDV2gz+yCfHfBjdlndyN/zLPTEvgO2saFTqtdN1UMjam7VLGpqalH71LWnS7bsLCwWlAqG5l0uqrpdArByO5oUMqCbYUQYGGGi+ZPZ86cwXNJp2upd08hOJ8SMLAr7p4GPTNnXIDeM+sdS40EkAASQAJIAAm0EwE0ptoJJIpBAkgACSABJIAEeiYBNKZ6Zr1jqZEAEkACSAAJIIF2IoDGVDuBRDFIAAkgASSABJBAzySAxlTPrHcsNRJAAkgACSABJNBOBNCYaieQKAYJIAEkgASQABLomQTQmOqZ9Y6lRgJIAAkgASSABNqJABpT7QQSxSABJIAEkAASQAI9kwAaUz2z3rHUSAAJIAEkgASQQDsRQGOqnUCiGCSABJAAEkACSKBnEkBjqmfWO5YaCSABJIAEkAASaCcC+G2+dgKJYpCAPYGomTFRWsHkbe/nohDz9359OJVhCP3QNRm2Yr964Pd/matkWaMcz0WhyL+nT59La7durZT96N6ZPOrvrjDnf77/WAp1023WivfVNZcO3G+pqZxC75Q4hi84HndqnRSIf5AAEkACSKBDCKAx1SFYUWhPJ2AoKfy3UbAGNuag04WQzBWVLsM3/GhyKzrRt8Jg+LRxnGsFBWR8eHBO4oNpwxk9sdLw5uSVEPqNaMLQP+EPLJhemPDRYepu2EQiimQ9GHBCgx+6kAAhMxc+FWguzR3rpnDJ93Jl8z/eve8a5TJ/8WJ/TVWVilr4Fs6iHKEVStZu/crBuH9oybvuNde+G8+KFs0QT+2Zf9alpekfXrgw0IOvssjyYpbqta4VP/TaseOeXIbRC/byafzoPn2KX9ywwUTdjcM4jlPK6Wi4vDWOZy/Dlt+5XjyvtND4bm7EvG3b7iI5Ld23pP/8xSv8OeNV1507v8yxTyO7p8+dP5Y1lgeqWcHwUqQ1cZr+mNRH5XBZtoZhal29XPJ27PjyCr2Bkjk8e8+NPDkNZTVQw1dvAP0a622Bso/Q1jRhL+eD+85FAI2pzlUfqE03IQBfbS+nRdEoyT5XT7+/Gyqql/Bm4yJCWPLbdO3TELRJ5DnpZE/jeWuUa3gXz4vlFWVvMLw12CooAsP3jYULQIY0uiXLU3BimqvW62+8yGupLBelspimD1n8tr+Q/rlkSCkhzrghAQ+bNAOrM7POzodgaSSMxsMNCYB1zQZHRP5UlJkRSGmUwz9qRUVGjElLTDo/7vuMjMtqUfSiYXS7Cr/oCUE74k6lP0GPx02Zuexa2q6N1E23kpJyMjEi5ERC0tkpVPYVnS6bBdsdjHiOGvFXvk9crqwpWrvyke9HQvTLjeVnZWWR+6ODVh2KS1/XOIzKl9NRt7w1jmcvQ85Pjkv3Ol1QWXJyui/Vp0X9Ie73Gaeg/IKXrH+9HBhJDk7431pDXla918uxhCydGxa0ZW9qBvUMnjhlM7BZSt0G+gd6sE43DlicY4Mn2zi8m2daAyF6mVUeYyqDY29neldrTOsh7GX44dbJCeCaqU5eQahe1ybgqa498M033xy5Me6J5XJJertySbJb3o/vW/qvo0e+2XUm6fQ4i8aLnkDhXKvyemle8Ag5Dt37aYQt3x37bvvx48c3HT9+dNM3RxJ3UX/L9we20j0hPJk2OnhGrkmtMhozXeOPx2+id8W2MPyLBAgZM2HyXgWMmio5Pm1pWJhrTEoKp/Qd8BBLWOkGgLCKK7QdLQvu7+E+PHowZVZj5haBccFSo52rKgJDiieTh3gOiIlJUfKcMs3Es5NnRge9AlEhGt3smhzLVVMflVpjpnubfJE8GjSkl0vvUeHUq6SGXSuKelDBlvdjEX18Jk580iUM9Fv/xblMGsdhk+I5kwF3GHX5jertEt4vbKkrHTYSRaXXykeCh7VC/zr9mg7kjj39p0N09MFTI6xPAWYK/xHRVKfUPD5dYvPAE9MVpiowpGxsIA7rPzx8sMgQaiyBXBsHwrASD/CRWClYBng3hI/wV0RPnDhRKvsb0x97TQrDP52eABpTnb6KUMGuTOBGlXpjeHhEtn/Sh6W2cljI1v1n69c4yWXjOR+l7E6PO7JKPpVfLBbnyv50f6OK2wgXGFH+1V3ACCNYBtriceRQenphQe6PlzIzi7LDwsaJ+1cMU9vLQHcPJiCKjMJSM4fAyNGp2ed0z27ZUjNlzRr21Ddffn3y9CPTGsgwpJdC5Okksp1xJPJZJ+fTOP5aYdVfd393Ta9nrDWD7nuQ+hlqxWV037pNIG/A1NbJob/PaDC7Vtc5OfLV2aKPU1J2bEtPT4VpcKYZkc5kNFhxSmIhVvVAXpYf6OVhuGX9YcSN402TqaH0bdzZVTBSLJw+uCPeDIYkrEwkLzwSNcxiyHqPKho2gA+ibF588UXVgR0f5D4052H/ttzQ5JSKbyWlpGw7d+7sgcSCI+7NFB69OxkBNKY6WYWgOt2NAMwrCHxgQ6mUZMrE4M0Nx05ddXf3TsMcPF04FiYS5AseIXQasI+f3wxGpd1hi8iRv53Vvu6QCA96NAHZOKLr8UZFzdS/HBtr0el0fHj4ZyUNYFiiT71ebcmMy6amTGSA20h7g4BjiTy6Qhj3iApbOvkWoEFK8y6OSDcECQtrqXwvGO0BA0W2ewjPi2OsVusEq5WPguBmrClnMhqMqbQCPrkQpuXoXYq/1rLqxW1xUl+hOt2m/vV6MpzyIpXnrnYzy0qO8THeGDD/T/0TEhJqKdfY2L0WOnJF47Vmswh8kEDLzvOTq4orYToft65AoNUV3BUKgzoigc5GgJ7EU1NTGfqz1Bk4VSZmadOTq7SQXFI/eMH/9OPqCuKj5c7al8lXY1lDZdEpBPr78ti57TRcPpH7aaxbvoZpxZRTcU+YWUUODasyi9PoHjckQOoNFo68OT+4vzlk9jtqd//FlEz9dJOESSAD/AbM4OuQeSkqJeOJqVujV24SZtUFEdW1/46nboaRpgnlpgjHLT30IBKNWrVFo1GvD/DXRH8bn263LognScnJg5Phl5Jyzrt5OS3JIKSft8fj1ro+oKy76WiF/nKxHPWHkSibBcWSD5YF1K8nE801sA4SjDO+3MKwSrq8jBzOdnswb/f/XPPpPTzcZl7W2140uMGQq6sLURQ8pYC6P78aWz6Clv1M6hnmrd1pdDkbbl2AAC5A7wKVhCp2fQIiTK8Ej5/U31aS+utNfcEqTSoVPZi58LnAG5kHs20BIlk0iE34pD4WLLtgbCMC9nfxNFg+Xd+oEjfC4Sbqx9Q9TahWkB/oMW5IgBJg3PstJpXXtx3M4vJGl+96qEDhXUP9wcC3u6iLZO83e4+Mnrkomiu6HHcwi8kT9UTJrN7z2Tidjhgt6jlTo8a/J7j4JlUV/yQ9kRrUV/XLRDA6LOHjcziBBNJwheuAgyXFObRNkgDvatuaLHoAdlZ8wqlnJWeTPyyZHDXxPYGwVRDP7cGxlW+9/kGGoUm0FmUQMmPg1aMv3nvgnlAY/bpeyW1bPi8iYeMXN9G/PpOmOuy42Gc5qbqx8cMkn9K5D9w7I6+88jfEYgKjy1T21u7Ua8Hz33yOZB3Mo3lNj4oIVCq5z+vFgYPpNW4vqTq4saCae2vezJnpueVVy4jZSFfp59rH2/WDz9+jo6echYdMegd4iDt37j/ZZFmAfXx0dw4CODLVOeoBteimBIpqlGvpdAYM9wtKac0FIWrOeqLx3XZiLn+JxivKTM6WR6VG+DPRMVtSpQvdzfBw/ScusMVRwWsVwrJDdTqDvAhrVG9WWtB+MxkY3jMInDsWu5317ve4COOZeSXGryyG62AMgSXlopSMcJkCHT29AOuCrNIDERyJ/HpsJlgOgmvwMg8BRnwqjdaV1YaCT+kA1BBYNC0/0eYSsmS0HG4ozjnMgux+3uzjyxoZRE1HZ+Wc4Y7BaFppNBpXG2FfbnC1M/LkOLZ98zIIuW70cyUbhpuYuoXiibnmS/tfZJQ3098muakO6ce/3kTc/OFBEo7kFRcfBkNqjlop7ktOPu9L06TtfuuaJiB0pMAwZQYjv7og74d0eoFVK9l9tL/TcNG992JYfuWVW1QUB4bUIgUnpD05Tl0/ykflGM38opqaqrUmo3FlWWUljipTKLghgcYEQkNDY+Dn5C6rccyecwxGxE/A5I3uVOIxEZHnpDUhdovFdboww/ToiFfkcsKdbH9ncSZOiPjk9cXR/nI8upflPThlXLOLfMPvnxsTapdfWFio+OgD4dPt5XR1N7STF4BZ/dqXrl6e29EfWFwLCQl56XZk6PV6BR01vRUZerAKaPrm0t4svLl0d8r/dvSzcYOnD5vZbje8GbGt8qbnFGgXC1sVGSMhga5KAE6AaEw1qjzo/N3OmGpUxDt6qNcfVRxt4SJ3R5Vp58zQmGoA2h7GVIM0dHUXAmhM3Z2abPau4u6og7kiASRwuwT0+mkOb2S+XXmYHgkgASSABFom0OwwZcvJMBQJIAEkgASQABJAAkiAEkBjCtsBEkACSAAJIAEkgARugwBO890GvM6dVFpUKi8shSfnG16I17n1Ru2QwN0mgH3nbtcA5o8EuhoBNKa6Wo21oK/S77qONx96iYiF8CK5dY1ivpum0Pb/pbngF9IHORsF1h+yHp/Aa40KJhCRvoCPPqRfPEio1NNHf9vyeuN6eehAAl2BwC31nX6ilq1cDy9VVF5xKCNj9SSiopxhSblIXJLVimF/NZbchy9fdICEB0igexHAab5uU58iy5v+k2wzpJwVigm21lxPZ71+r3cWKvnBxYGIeYuIaAkkxBQMnzeFn9ZL4av/WbNpMAAJdHkCt9h3BNIL7jHgbdi0r9j9RPr5IFOwKMC33ITylSZzah7r+Vb9KzG6PC4sABJAAk0IoDHVBEmX9ZBfgt1yAXi31STgHW9nkbiajLoXPzqGCmaL9AFPR188QgLdhsCt9R0LfEm3tZvArSXDCH5wurW8MB4S6GIE0JjqYhXWgrp166MshOF8FwveS30E91dciSIC3tjruHGVRvrx0CabyH/71yaekod7MOmnxw9uOoeDvl2fwG33HYqAYc1bBO9XfATVKwMIG7LKEQtL1GX6QY5+eIQEkEB3IYDGVHepSfgSG6saOkOofJPhy57eTnK9DOQ6UyMYpm4SWf8T9sUURWuY/bHk7iPCG7ct9R/wdAxnCWu0POXoh0dIoLsQuM2+U4dBZI1pJJcxkBLmmlA+o/GiRWLSqvHN7d2lyWA5kEAjAmhMNQLSlQ+tJY8eaY3+nILZ1zgea/z6VQc/dojjnbXVutEhHA+QQDcicDt9px6DoBpCpooK4ie6c14nn6r3lxwVhOS+bnD0wyMkgAS6CwE0prpLTTZXjgDRmxGKJtsHqxWC49NHBB4FFy6ubIhTBetmH32PMNqcBj9fovH9U/+GY3QhgW5OoFV9x46BoFnJpq6zsKZ1FSJ/cptdCBHUZg/7Y3QjASTQvQigMdW96rNRaUSGNawrtfdkmMp9VTfecZxu6E3GOMap3UHfS8UopjuMVpmtVb+3j4duJNB9CbSy77QSAGtyyyV+H7q3MjpGQwJIoIsRQGOqi1VY69UVWdb9bw6GFCFVhK/440ONZTC12/9h78dwPpvoMe828rC9vyholsJx3WJd+xB0I4HuRKD1fcex1EIZw2pP0B9h1DmOYS5erOkyzPXhhgSQQHckgMZUd6xV+jJB93W844JyExHcWVcoruNj4LDGo/E0oGBl41j3tWLjUS1CNETp96emi9e7I0MsU88k0Ja+05iQovJNvvyFKfQnVPxmsPRUn0MceCMJPhXrQAQPkEB3IYBvQO8uNSmXw8+sYyvXJcuH0p6pzhEq1gwllU3fYs6lX3rE0bpySNnkQLDUrAfPKU0C0AMJdHUCbew7TYoriPRmpWErIfmk8cSeuYZ+VgA3JIAEuhkBHJnqRhXKen2tZ01/czSkCIxIaZ+LIAGiJ6GvP5B+lfAaBNsmWo+8K7tbsxcF18n48sHWkMI4XYnArfSdpuVT9IaBX5YME9XQ37xZj//8xzEODBaPWWt09MMjJIAEugMBHJnqDrVIy9BHDCTV61Y3LY6asNX/LiTV9iECHaLiJAPLsC6wIQSe4gtboyTHCJz1pQ3WRzEC4775HEPK4ZMZdFMSrlQ/lyf6XbZj/IsEujiBW+k7zr5VKbithOn1laSgGR5MVQ70LWszoeiNBJBAFyaAI1NduPIcVG/Lpy3qvoLBVhz6jYMMlqwnxxg42TMw8yf9wOYCq0v1+Mv28USLcbP9MbqRQJcmcAt9p+3lhRuV0HeGtz0dpkACSKArEEBjqivUUrvrSG0kkYh8zsP2otUKldPPyVjHeh6zj0eImxeZSnBU0xEKHvUIAtL9RStLysLTfcoTjMLnIaHyDwyOSrUSG0ZDAl2QAF4Qu2ClOVWZfsKiTa8tWE3ESjLOfvF5s4s5YLSqiexjTrVATyTQ9Qi0ue/UFfFW03U9QqgxEkACNyGAI1M3AYTBSAAJIAEkgASQABJoiQAaUy3RwTAkgASQABJAAkgACdyEABpTNwGEwUgACSABJIAEkAASaIkAGlMt0cEwJIAEkAASQAJIAAnchAAaUzcBhMFIAAkgASSABJAAEmiJAD7N1xIdDEMCdgRiluq1rhU/9KJeAdqakrVbv6q0C261Uxcd/Uryibj3GMbxO4nzFy/254xG6ZMkGg1fvW3b7qJWC20hYmjUZP3yEfz6p7eevCV9WxCNQUigRQJ6UWQLls3x/OCDrw0tRqSBosjMe2T68D17vr3sLG7M0s3aQMuXrhu2HbitfvHg8695G386E+XKsoYBg30ufPDBJzfXzZlC6IcE7AjgyJQdDHQigZYIZF9MXJWZeSk7Jyd3w7dp1yqiJwR90lL85sJMxpo3IAzeLu+4fZ+RcTn7p8yjOTlXNqSlZxVGRow55xjj1o6MxurVFwxVfW8tNaZCArdO4MtFawKSknJKWyMhesk7fgX5xfTbn0633KwDc65evT7NaWArPYMmRH9yI+lQqVBTE1ZcUfXLpKRLpTOjxuhbmRyjIYFmCaAx1SwaDEACjgRYhlT31lpWJSYmxKRO3OlSY1YsEkU9Gz79gQURkZGxkZERsc/MixohpdKLiqlTw5+SJUyY+/OxHy6ZZPvsLUPKZP/G+xd1qaGJiadizqSksBZeFSyKROqjEVFT9ZGQR9TE8M3vLnlIkjNh/u/6L5wdoZNlRE6ftgDiS0Za1PPveEdMmPjJxIkTN7tABJVaY6bxpk2ftGDx4tf9J0ZF6R9//JkRcx8Iny6nn7TkQ/cHpocvkI9xjwRul4DIKyz0BcGNtwnzn+uvixh/fEJkeOw7z0d50/C4bW8UuXhotshxJ065bxlt89OiJ7xC+5liyKx9Slft93J4+NSZT4VHRJybGhUBA2C2dk/7wGvPP+89ccq0ZT+fO2GsHJfug2f+KkppLl+UmnqGORYfrz+VEP9samoq4963179o+MSpU5+S5Uxa8q671LegH0+ZMn4ZDZc2GD2bBPrIh7hHAjIBNKZkErhHAm0hYPqBk6MrrSbtqMA+K3z6Bq9MzTVeen9xtP+4H14fUFlZs02OU1ly48mzJRWB8rGzvchwZf88G/rx/ffPigmJiMxyU1l2wFSgQKc/NJy5MPzee5dY3QL27UrLraAn/cr8758pqahZKMuqLqugn/lhCFwAapI+K+3rzu7w8h/8j/pLGcgpN9R+mpFx8DKd3+/r6V+ZV2w9LF9ADOf/FedGmn11q5wN7pHAbREYCUa7OSs5b5ifZiXnFfjuZ0k1pZkriBraOWsoqfyKCh87YconGr50yL33hi8p55XDXnhkz7DqoksDiosqXpDCJ07b7Ga+MeGX438x3kDc3SZPGCOlqyyr3Hw46XQpy1uG8BZeba8oX/rjW6P9mWh7P+revfu7azRvU2UF7a/SzUiJoaBvQVn1M0TPWMuqrBvfnB/cn8YNeuDxObyp4ufUjRsSsCeAa6bsaaAbCbREgOWqC6oUGyMjJ062pOrn+GutqxhGL8Bajl2Xvt+5XLAWhtAz8XWjxVXk3RrdkTNVKpY1tSSehrEsd91sNvm6qjUfVRmtq3+7MPKNvzFMDjf/ub3JmedfFcxCeJ0MBk771Vy9pQS+dSNeY76d9TtfjWn93kOpsYTEk9E6nTwSBmnMZSkpGdJIwIl4CIuITPv5zHvvI+LF7zS6kODPDp/fDQYcbkigwwioMz9/zl9jWrNzf2oKzQQMpx1/zAym7TqBYRiprYq8pb9ZZNzVVdmq1JMnnqPrC8ctnBXIskwlvblQ6HRL1W5uy/dd2ne/luEKaiziSiqLhfQpc874M/qmH5QWeNPkEe4km8Yb+/wmb2XSh6U0/gAv4dkvwaaCuxYaJG0uapVZyguOeO/Ax09c/eGf4IwRSn766okgn16JSbZ4+BcJyARwZEomgXskcBMCgsC7apXivhED+z8XExbmejAufd3IJXvdr6duqfZTm6/MGjvm11aN53qzyahiuColw7CyEQOGjqL6JuLh09K814z+5X84duy77fHxx/Qmjf+aC3lVL4Q88MT08qzEvKG+Hh/9YvzC+60slyPJEokry7D1cuu/Ggf+SoYUOM+v4YJBwxX9Jy64XKLYPWHyrJVeGuv6xovinctAXyRw6wQEUYB2S+rbLaPQnK22kn72Es8nJUwxKT1PJGXfOK/ThQnyyFBdHMncV6u5qywsIvd0ZU+NHjJ4gC0MesFqGM11sjFqjy3x+fwzNChj0/Nl44KDPRifQb+qrDVHgJd8DyF1kBrpZsgm5Pzhzz6rsqjmPPjAo9PVpJa8uC3uthbA26Ti3+5GAI2p7lajWJ4OI0A7i6uCT/149+5r+i1bamhGmppTvgROsLFHTu7Sb95cK5qqH6Xrk875P50vigovmEJjp8K0G2ssfkNet0TTOdvoWTzX7O5Dw1as2K9mjEWrXRXMeUt1aZQPGDr/3bs/Y5e1WssIfCCNQzz67Ss18dKUQ/Tit/1Vdf6Mb8DnJbWMtM5jGMhRiKKXFF/64zjslLbnL5fNMMNirilc+9tR53/fEA9dSKC9CMCwEowm6WHdE+xZzq3XkUIjQx/CsG01RWvv8SYnbQe29jl15vSopLij62DtoLcZjKD0QutcOTqYPQIM+0KrrSQHDx6Mp7/r5lqp39THceLwGTnvf4qM6tW/nD1JBzLErVu3Vgqsq+1JPkkmS/5nwQTJqHPNP/o7mMevksRAGK/xWX+jOOfwaH9Fk2lCJ1mhVw8kgMZUD6x0LPKtEXB2u3tu559zLIymLCwsTAzThfIKGF2SpG8YbjJzLmlwV81XxoZaWjOfzrCKK6l5JJ3KSkj431p/jbjmy2MZ2z1HzF9fbFSvpP6WlM/OyJ32/NDHMmp5l2Dqbz7/ef3EQ8aXm8+bGNdy6u8JcmjeHG+k1x96+90wWiYpSojg4vd3NWc+EbOFSAZinTfukEA7EKBr8FyITqcTYnWxPOz5WV65eWal1wHaPumvD7Tzt3anXaOZye2ztMz0qhyuNpcu+GraBWlhujyu6hm8zONyCfOVHMdUUPj2zZSN2/ZikWrA2KDzBbXJcjpSlBE30Ff9kZS31nfVwSxzHg1Tmqum24/6sgPC/0Fg5vDjg2nxN8sHw5EAErgDBEJDQ2Pgh+81sWMNJ6+fgEnDnapdWFdx6vV6p/YSvSNvrzLQJ5qcyWouj+b8G8sYDReP1xZGBjb274zH0E5egPaC0yxQOcDiWkhIyEudsZ5ao5MeRqmaa9NyejqSJbud7W8W7iwN9asbJWvSN5vrM2Oi7ntvdnTQK83J60z+1BiEdlH/YEpn0q0769JiQ+3OBceyIYH2JADGlNWZPFhQK99MOwtukx9d7O4sQXN5NOdvLyNk8fv+LsRE/rwzMcfeH91IoKMJ6GH6rLk2LecNbdhpm29tuByv8V4PfclZ/3DmR9MqjIaVfx+X/n5jOXiMBGQCTu+m5UDcIwEk0L0JnIWpDyhhkzv07l1qLB0SaBuBc/BuquGpbUuDsXsWARyZ6ln1jaVFAkgACSABJIAE2pkAGlPtDBTFIQEkgASQABJAAj2LABpTPau+sbRIAAkgASSABJBAOxNAY6qdgaI4JIAEkAASQAJIoGcRQGOqZ9U3lhYJIAEkgASQABJoZwJoTLUzUBSHBJAAEkACSAAJ9CwCaEz1rPrG0iIBJIAEkAASQALtTACNqXYGiuKQABJAAkgACSCBnkUAjameVd9YWiSABJAAEkACSKCdCaAx1c5AURwSQAJIAAkgASTQswjgZyTucH3Dx0ljIMuP4Vd8h7PutNnB97AGgXIV8JFR/AB0p62lTqOYJ7QXH2gr2Z1Go7ukCHAIBA5lkD394YYEJALQLoZBu1h75syZVxHJnSOA3+a7c6ylnARB+AEa+5/hQHmHs+7M2UWAcjfgBJDbmZVE3ToFgX6gBTUiEjqFNndRCTiPTIDsrwKLvLuoBmbd+QhMAZXiO59aqBESQAJIAAkgASSABJAAEkACSAAJIAEkgASQABJAAkgACSABJIAEkAASQAJIAAkgASSABJAAEkACSAAJIAEkgASQABJAAkgACSABJIAEkAASQAJIAAkgASSABJAAEkACSAAJIAEkgASQABJAAkgACSABJIAEkAASQAJIAAkgASSABJAAEkACSAAJIAEkgASQABJAAkgACbSOAH6br3WcMFYHEoDvFUbCZ3Y42FQdmA2KRgJIAAncKoHTqampNbeaGNN1fwL4bb7uX8edvoTwjbH/giFFv8s3tdMriwoiASTQEwncC4X+oScWHMvcOgJoTLWOE8bqYALwsdZjVqv18Q7OBsUjASSABFpNAG70RsCN3hc8zwutToQReyQBNKZ6ZLV3ykJb0tPTCzulZqgUEkACPZJASEhIXzCo/BUKBdsjAWChW00AG0irUWFEJIAEkAASQAJIAAk0JYDGVFMm6IMEkAASQAJIAAkggVYTwGm+VqPCiEigYwkER0bFKizGOX3cLMu/Pp6+KWzmoihSdDmOECtJSUnjGIbc0rqN+YtX+Bdc/X6aUGseJQiWvq4q5tShqar/MPpj1sYlmjB3/lh1eVFYgLc14eM98Zcbh3f0cWvLPB30tJaXhJmt5jEsYPF3U3255+CxeHv9hq14X90rI3aRaK6ewLGk0lmc1siplymKzOQZM+Zz4BE5UHn0nW0HiurD0NGEwNKleq3Vmsv9MiDAOE2vb9LWmiQAjyCdzqAURa+ZQ6wD3tqdds1ZnMZ+U/VHFYrEv0RajFVBZospmNa1p6vq4L6Dx76FPiM2jo/HSKAjCKAx1RFUUSYSuAUCvGAdSDskLHV1pckt1YYJSknObbzBRBTZH3W6QvshaJOJLNXF1m575/mxPq9/kGGgWTz4/PPe1VmFYRV5WYfNcHzDalkDOz387ujWmjKPW/haoCHzcLq9YrlG08rx4WNzTidnDKb+I5d86K5N2FRhsotE40yMCDqRkJQ+hXq3Ro5dchI8YfJX1ZaaOdTvbO3d4WOvT2d3nzyz75oLGEbXLye1ri1BW2V1Oi9aLp7T2Jp+KwpZ+u27v1PWFK21j2qEutbpxoJXxm10HnuJ6EYCLRNAY6plPhjagwg8AQaFJyknH3zwiWH2vMdHCMaSXq9GWhOnwQjOLBjlsGTuD/fVsIWf7tlfP2JD774LK37oZa6o8KOo/FzZ/I9376u/o16yZJW7Wl2pWND7+0oqh+YRqVDUvLhhg3Sdn7nwqUBSdmPA4MGDL5xMOeNpj/uREwfWn1u0aLcLqSUMc+6WRqVkeW5qdksv/37/yC0pf9JqrFxJCEOOn2d+DeHraJycpKRSF9jLVx6WIdXUv6XNVrY8BeU1C0a/xPzMkcP7ul/asG23NGIzfe7csQpTteeBA0cS5FE1PVwwLyx4sm+1udxHMJk8PTWawueCg7PkkYvWl1kkPu4ui5Xavufzi/J2s4I10CqoAl9bGBn4552JOervP95sMyBFMry3b/iPFeIc0WhYbeKVk1+aFzziL3vS6uqwZTly+YOi739FUVMiGVKSXyv4yGk7+96+ja4hq4ki8d1IV7W1fO/eIxlUdzqyWQl1O24wd+HPH3wtGd/Un7Zl441Sf6OxvJdazZaP9O2Ts3br1koapteLij1fR5YR0eplIUo3PfQTH/Vp/sUNB6R2T/tNXsHZocRiUQ/t7Xqlrs3UjyJxPGN5aMm77ubrR4P7eJG87TsP5lC5zW888fP2eJxT+WcVlOavJhYT1JWKONZ186kxBAncLgH53Hm7cjA9ErhlAmFhYT/BqxE+PHPmzNu3LOQ2E9JRCi7zcHZTMQLRaNzXG43VYIDYNg+1ecvRhIxnCRgGITodbz/qY4sB03IxaUpGT6xjYNpCDXfnClbMgYsKYeCi76+xrDkYn64Pjog8p+AtwbJcee+vtaw6GJe+rkEnAab5zt7yNN+KFSvUG+qMN9CZCdXpBNrx5XxovlEPPDjdhbf6FJeVbOZAX/swWS+HPciBsgtNy06Iu0azvsxoXEmnw2ybNE3J0imXoOiZrzQeRaBxRvXmwv+9PymlNWWGtgLqM2Bg2qZwhi1+398z/SPpSdDIAOvIjV+cyxwHutH8fYH1IWBNyy37yWW7qZw6gytk9i91bMHFZHieK8ciMl5Ma/jYCt4l/sptlEg4Gy4JSk5M41ntVQGmnuWCSHyBS0M9ySG2vVZl2RF3Kv2JUWFhosYxiPhoTOsPx59/edyE6E84c80i+2AFW5tzOun8ELmO7MOou77PNQ6AY2qg6xmm/mYjZPYSqK+0ZBp1WXCVx9NbL0kGnpOkN/WCp/mCWZY9BxHvhZd24numbkqs50Zwdi7suTSw5D2WgMhzFrnwsOYiB17GfsJ2zBJqSKlVqh18XYQKE7dUFAntO/RvTl9ft4eGDx8+2NW73+O2W2sFmXM0aKkUnVVcoXurwARSQ0rygz/jpjy4TDakNCpmh4e33+OyfDlOg071N+xyUJv29YYUpApZ8o6ffLmEi6U0gkSFxX/z9ZEjR77ZZa3TtzUZNGglELVKvUM+rgRDSs2RNLaeoYK88EjwcCqT5UiRp0a5ZlhAwEif3oHhAqvIof6Xi4y76b41ZYZH1UXZkKJptJlfLad7Wh0z/RV54JCLSOpH2CANzzBlUrS6P62QI00XMmBIwcQTSUxKGWpmVQ7Ti/byuqy7vs4ZolZy+0hdnVh4JliwVM9RQd3KZTt/Q9RTN+8dUM5x4ol+/t7Rw4ePHUxUGilOjZlbJIp61sO370NQSXW8eeLp7rm4l6/7R7Tdy4aUFtp9P/9+0SKnTLMKJJDKbdjgJkat3iJbSHZ9riFKnUs2pIIiJh6HGzNRNqT6uPHLb8eQapIReiCBFgigMdUCHAzqiQR4cjopdUhS0qkplrqLAR3JSDh16onagMiRDkTgAt0n8sl7KgQXzZXc3NdrKwqXy1dxed2THJ/esaekpHD0dyAu7Q+WmuJXaJiSM6fFn0p54ig1ZOCiIsfvkP2K/Wox/fO6d3mZSeyxjO3tkc+M4eLghFMJT1i1/quoPAVrhlGG1HHJpxOmygaiu1pDl2KRc8cObuc8+u+7UlS0tLz02mowcaQ1MmAcldPwtm4hDyyYroTpO5rOV2NdE7NF+uSHbNc5iBPrjAZBtK1Jsw90KgdGPNRpmyponY72V0eD8SWAvgE0nSCyrvbpu4NbaueJSTGVgTFRcnmmBBhHnoK6tai0krFUaxUn0LCMD5YZBo1+4DGDUQzKvnLpbd5srBtpouj1JPHQvlhzHW/6QMV3x77b/t+9pzLs230ctPvYg7HxZ5ISxwUFjeol50n3tE3FJyQ8yw4IC7L3b8ktEsFhmrzESOhNj9wlW0qKYUjgtgmgMXXbCFFANyQgnYBh1OSKfdnUCi+HdURjn9/kXZjwUW21ofhTs8m0FGadPJ1exUGIh4rESxdjekG2/STjwUvN/Nc+j45yRy9+2z8k4X9rbVNvPPnjRCNdItVOW50olpP4tGQY0ae1Sgtyki0wekV4fgydMqNKiKLjhbA1ioVOnf0UW/zTYRpXo7Tuk6bzbAnrL6AwymirM5jmk0cC60er6jJpTs64Ra8HKOviXCiyxtFRD1Xd6GKJkVut042pXz9UF61b7C73ebxYHhFSqb0kI5hVex2yFc4WMg6ma7PSDxUaq8o2Ws2mRRzL5TRXeF7g6g1PaPtO2/22unV2DTJsbcqq8i9t8GvZlQFGGUzFMaohkwfQfmjhueA5U4OebzkVhiKB9iGAxlT7cEQpPZAAc/4ruoAbNgusaUplTycljbM0M7rUeKRKvtoXG8kbNhkwBSaKDnfWsv/t7iNh9KYGRqRsnd1KloYNdJ31fqaZTsc0li3r1di/LcfNGUYhYNDRx96prLABJCgpOXlwrVufuim6tuQA05Ww7oapLNhGU9FRv/jEtBi6dkYqExir8vRhcQ2RRgDp9KZcWBc1U28ktyTHXeNRLdCZXJbNsf0cDQaVgotvm9ZdJPb7w8yNbwoEUdDaa2+pNSyjx3QtU2rqGaYg8KH60Sz7eI3dsE5NauP27R4saXba9MgFjeO29lgXFaV/bv6c/vXxzdU+7dGO6+WhAwm0goCiFXEwChJAAs4IaDx+IDVFEKIkkyaO/29YBBlFGi0ob/akrvX/G6m8vk0UlV46XZgBpp68YE2Vs1xuyy94/pv9LVkHpdEbmyAF2ZJ6vXqLTgeHYCqIRFrYHgTGiZIuCuYtUrSiGuVaGIlZS9edfH383KZbVMKh+GcHvW4ITf9cmndJyyf/Hj9h4kVr1Q2HhcityWcMjIqwNUX16WrMykWg66JYKNM+xkTX6XgT70EvkpKfvrIKykCJb/rnXjZlBLLu3rS9Xx4h5GZyUlLOe4MshzKMhYcGVFDH8rvAWqNvZ4/jUMBWKiuPMFWYFEsnTpxIarP22NYI2qWXDaeiGsXaiIgJc3w0xk8LXEfPJ7A4nLb7sLAQUal02WfW6eZU2uptt13yVjuNJsuTyVn5q6ENSGnMean1aZcONf376+P1h+hAAh1GQL5Z67AMUDAS6FoEpHtyhxtzjmUdpvfk8qR/8+nXsGA7hx6bzNZFaiKWy4tulRxLrSzCsIqrdN9YRsax2O1WpWYfDQODxsuF407Iaeunpmhgh24NxRR5yyjnWckTPs5DnfkyDCuvfxIdUusZq6DxXkPTWHkSzFtqZ8lltkvjTKSDH1s3nejgWXcAT9xdoc70Q7tiRa2vtIaL8rUZDDwJDVCOHL6BmGic1sih8Rw3W9kajzQ6xulaR821UVoKD43Soe1zDJdL/d2GRD5saz0sMcEUN1fXD2iYvHkP0D1gi8PAjK55Mp1iPrt/a4rCf0i0rV2w8GYE8xxaNx4u3IdyurbuFWrN543TwOBkWWiAZuTc23iSr7FMPEYCSAAJdGoCcEf5U2hoaP10V6dW1oly9NUDzqbMnERt4kXTHtXre9QIMZ2Ou5Nl7omMmzS0DvKwtX3H0bvGWdFXUNBfY389tHv6a+x/q8dU1u30RWf50lcjwPlJhN89zsLRDwkgASTQaQh0dWOq04BERZAAEmhXAmhMtSvObi0Mp/m6dfVi4ZAAEkACSAAJIIGOJtBuQ6wdrSjK7/YEpsEI1avdvpRYQCSABLoMAZielAYcYD8IlMY3oHeZmrvziqIxdeeZY46NCAiC8CacrGCNNntLT/M0EoeHSAAJIIH2IqCFc1MYPL34fXsJRDlIAAkgASSABJAAEkACSAAJIAEkgASQABJAAkgACSABJIAEkAASQAJIAAkgASSABJAAEkACSAAJIAEkgASQABJAAkgACSABJIAEkAASQAJIAAkgASSABJAAEkACSAAJIAEkgASQABJAAkgACSABJIAEkAASQAJIAAkgASSABJAAEkACSAAJIAEkgASQABJAAkgACSABJIAEWibAtByMoe1NAL5C3g8+TzAJPk/AtbdslIcEkAASQAJIAD7NlZCampqLJO4cAfw2351jLeUERhT9ztO/4Od5h7PG7JAAEkACSKAHEIDvnS6CYqIxdQfrGo2pOwjbLisR7hpwVLAOSFhY2E8wWvfhmTNn3rZjhE4k0IRAaGjoC3Ajshr6j3+TwB7mASyuQb9Zf/bs2b/0sKJjcVsgAOdTsYVgDOogAmwHyUWxSOCuEtBFT3tl5tTwp+6qEpg5EugCBMbPnB8VFTX+vS6gKqqIBDotATSmOm3VoGK3SiDkgSemizWGtQeOJn98qzIwHRLoCQRGLtnrbi3KitMNYP7RE8qLZUQCHUUAjamOInsX5M6ZP7///EY/UdQ3W8eRUZP1z8yLGmGv6qQl77pPjIp8b/PSGK29f1dxz1+8wt+XlJBhAf1GLlmy2Fd/C+WImL1QFxUVftfu1B98/nnvhQsfDhRFItVdzFK9dsXi+bc8rRU+dcZTD0wPX+BQh6LIjo+a+N67Sya5S/6iyMyeO3fs7NmzdYvbkNfN2outTc7p75B3JzxoS99prszN+XfC4koq0XY29MbHIwN7+4SbvEPK21LvcpkmLfnQfcLE8Zvr25EccIf2s1a8r3544cJAuZ/roV0/DH3nVrOfMPfnYydHRegbpx8/5b5lT82dMFb2f/D517xpX3l83uwR769YoZb9W9xDH3N2ziXgb3/e1i9d2iXPvS2WvQcE4pqp7lLJcBK5rtPlNV6ItfKRyyOhiJebFBPim3S61VeLTdUQtk4Or64x+HJGy8pLRblbnKaTI3bGPZTpR52ukFogBqpfbgHJ05jWg+tletjajRF4F97KjwRjBpbnkDu+/uBKcnKWWhS9Jo0fc4KQ81OyLyauum68uhr0b1y9rSpSTXXFalE0ekHkXXKC4BmPPWY1Vq98dWvay/SCaNTpKgrqAgvAMTMqaM3B+HS9HL+5fVFlhYd7M+0l4PlN3vlJH+bRtG/ODx7w1u60a83Juav+bew7ch8pMlz6K+hdI+su+3eVviO3M6p/TkES/K2lzja1sQp1oUJjFe4R1BV35Vpy7dz+F5U1RWuvEquk+85Frwe4Zl7Nhr7LQd8VqGdbtuqysmil0QL9hfxBTh+y+H1/a/pHG+cNdfHYDsLGTpyy+UbS4aVULu0zP+beAHuodfnVGqtXXy2y0KR6+odu4xa9PigrKyvbdkRIFjgW3B/00K5D6bGyH+47P4G70gE6P5YuqCHDCGfgRBgxb/kIPjfxkq/GsuYQXAxTUwkJmhD9idJcQ5/uICpOPJEw+8x9cMbkqZVQVKNaG6bTvcEQnjwa7jpkZzEn9XSVWmOm8XVRP9OLxnJ6ISe93dnF+48lb6fuTrrBOY0QXw2/5pu4s3948cUXlRs2bDBRXcOipr5HjJUrOZbk0DjzxmgjPr3qO829KvuX8YlpMcHTYxYoy65sTk5O9wmdybi4CKIHATuKslNbjRMEAm+yEKyBI/yV0TsOno7/2fzf9S/NjjvPgdGj5MS0eWM00a9uPVlJ85I3Z+yCJkR9ouFNowQYdBJ4S/BQP3HGrm/OHpHTSHtWcYXwFi8Tr5780ryIEYcqXS8ytaSMhkXNe2ZE9dWzp1kpXyHt9+Mrx89+P9M8LmJ8llZBTtXyZNSsQaYHvyM/I7WgH40HehMFx6TZ5yEYcj4d6C4shuZBKjN3P6eE/VA/FnRJPhKzdLO2v+FT75DFb/sz6TsLU1PS2eFL3vZzT99dOD/Irdcb2+KKZJ4k66AkVm4v9nl4ZXzxG/k4MV/8HbjbZNTKaTt838a+M+6CrY98me1+PjQszMuFE06cPH122rgFDX1n2Ir9as/kP31GLKY50NXI2AGaoO17T2V0eFnakgG0M4VYU/bnBx8Z/kVJCff++74WhrlAwu+fG8OX5H3FMqRMZNiyQG/+xaz+jyU6aws7CLHyohBAs5XaS8bnlxUsd8XK88F1XKYOf3G/6mYsIh94dLqpOOcwvRHSqIQdcQlnfz5uRsx8dfn1dwmjyOV562RPjXX9d/Fpjm2I5ejNIGwKcn9UkL7GO+Dvxjobirbja+c+OsDwpsm0DqKHuwz+287EHNoHXXlTf55TX+utrjoUO/Xsf0L2R6awvDWYVN0AWfQM0bBZf/j8765cbdrcramVYDWxCp1uKcNYypKTH/FlGL0wfe7ssXDPJQbrwg1Pj+VHvLjtbFGwTmcY7GV59ssjabtknoxOZxPKkDqdbYcib2s3M4bzg//s8cfC0FR9dYWR3AOhaEw1VEOnd0nTCJ1eS1Sw1QRMCi+po8KJsL7D+nh6bRoWEDBS7e6/2Mwzkx+LD35EFqhRCvt69xo2gxdZr4PnyjfK/nQ/ZvqjC6ghFRrQeyTr3m9xQaWwLXMFad2Qtr2gO+wuMXKrdTodn5CQUPvSvOARQfcviKGG1ABfzUOs58BXBYEEVhgtrqKF96u1WqOoeqJF8IPzJB29Yfja6hFmnsAJeA0j8tZRAhhRQ/oNeohnlTmXi2riaPySrBN57gpLfETEYz5Gngk++EOFw7Sgc3Yr1FSeFYwoPy+f/+VhECCrxLKbymu8wfW9DE7bOSeumk9raorv4+DCRuNU5Z65pGH59KCg+3sZeTb4T6c1h6S0Ah9oMlsXwd1RuavbZHMN6Kdm+SvhQ8IHwBWyTBSF+ldxBM97aYQKLjh7pmb8h6Z18Ru1l+5/KhYO0yeBDBn/+r8PRgsFQpWgYsCIpKNzbFW1igUDkHKz56n07vc4TetsY4yG1f5aZhWj9V9VZmRXgqXbplEPZzI70q+tfcdHw72tgfKbeHbyk7PCJjbo5kJcTv/pELFUz3ksIsLHqnTfl5FXld4Q3nlcVkEZ+HJsrIX2lVnRX/x+LIwmCmBIeWnI+l7975ksCkJgtdF6T3NtgS2u0kJTCiw3uHoK0EYYkXh5qcl/G7iMn3QzFjRPCxhSA+BmzXvA2CCjmV309IMhYbRP8iDbR6vZJnDqE+W2NuTkmiUSpVK9r8SoWM2d3/1rmzGkJ1nntiUwfM3k8CFDBvCc9kRcZi2MWIlSnzbzwmSGN/dnVcqSMfsnfcvypuBQOEeKajc6It+w6UWF0ly1aGJ/hW2aHDqmFfqlKCq9dLpYXqcLNXibSqS+RW9cKoABTcyAu9YkDrLnGRAQOlJokNzEdTiTyw4DQ4p2kgAfpe0upUks9OisBJw0zM6qKup1qwQqKip++WNu7iVzVTGdliDV0MllWZ5qy4H9+3emmDllWrVFnCX7073CUutH92evFp4Wq/L/KsId24dFkX2pX2fevDTC+piwMNeRESN91n+RlklM1QNhWInsPRQfmzj8/sMNugv0RpMaUIRn2PrpGlu47e6U/lWwlpzde3dnWFx7raF3wBf0F8DIgPkdi2LO6aTPSpVgrJisDL2TrN+cs8vsa5Nnzjlw6ECsBZhzjCgZSfUJ6xwK1nzlHt2ToaLIeQmmKrgTZsupsjTYQ23Zt23bO0W8UrvPJBl9tkR93KzLk5KSpryx9f0Sqp+X2vLff+7+5zWejnTZbdZrCbvcVNYdjN42N5K05y+X+wcv8FC7eS0nnCLNaBYXTT9S+mdCjJCKJdSAvuzWWxqplMQ48Jxlx7Mhk2AYIaXD3tVWNoRYq0MIGGXPPhw2piFG13C11HfmDEvafvJI7C4einKjyjK9oUQuYDVS41VBPocpW6XVGAXv6AWD1rYGriHe3XfREZal0FeCg+/zeHX6I3/iDLmSYfCzvql/3b/3vxkNF/9m2oKTIthzKQQuN2Mh53m9kt9myEtPh7n1suvVYoRNNE8OHju23az13dZ4xKgha4H8Pvx/HrMA9aqairWyP+0stO/+c/fua7VefeFmB3rFmjWcrQ/W5pyGvrL3UHIs1Y/G+9eePZdNKo9Tcnq6H3vsoV8wxEz+siftsuyfkXx6sE/vwHCFWrOFFxmvrCJL3NE129VU7uVK5WA5Ht3LZaM89+z512Uap7kt0Ff50BC4SeKh/Kl5fHpnv/lorhw91R+Nqe5e83ABFuFi7K+1rAoNXd2/4eRoK7iFV/Z64vl3vJUwWuKuYurX1NBQOW7IQJfxc+as8/fw85/xzo7E3M6ODEaV+mUZar2NN3j/15c9CNNcvCs9kf524czA8MxDM+r1l/yV5CkYpleayu6v92/iUJD3YaErV124msCJdfTqUdJUqFZp3bc+JkY5eOyMEX393FfaJ3POLrKOHTV1pFO7fRIHN5xIPT/5YJnBovGia77AjpJGlqRzsREMlKNwx8zCRVrBCjlyQriLh3LaNppDtVURsgoeKFAI1kGyf9jSWK0L1PWj9yh+I/sFRd//ivmnL365MGjUh5r+QQvkEz7D8XT2j7yUEb4o/Op30+S/yOimAABAAElEQVT4zfKsjwDGaX466C0Sq8i6K0SrO5V5Pt/8D7sond95k76TXDBp0PiZi6LopwwGeHD77AtkY2gl84P6BUyY8Ks+Hj5uv5LX4NjH6wzuUxUVvQyGzL6bf0gcIOuTYgifNHPhbwPlC0SzbUFOYLe35xLg6/b5zVjU1E1z9XMni1NSUjmv/oMnTxnlBjOIdpsoaO2Omjhnb5htMvUODrcPoPlaBTZQ1B9VqKtKYboVttX1pzXpkP4RRNHTKnCB7y5Z5d74PMBUXt8W6M02jL5CmwgLD8ke6mrKn3X/H5eLKq2kZy8SIXX5rDLFq/NgKl7mJmfSmKfs33hvrDKoYPQMbvDogs1G842NI+NxpyLQuM47lXKozK0TgLVBtmk+GJaGkYmcohrl2lQYQqYVzrFs/RQgnRK7BKMrCoYvWzgmkK5rkTaON1rSj+37gIfh8zO5xkuxsS9bKosL6CiE7dxYF68z7mpgmuBC1oW83NwfL507f/XXynuXb6RTanGZRdliWd5mWWcXv6EwvcWQjLyCdK5uTZkcZr+nUyEfJXxUqxTMgdHD3QfDWU5U9R4eXgUjU3SKJCv9UKG5ptph1MU5u9USO7jzLrfJh9Gmm2zpcUdeoUtrpZEpyJfzHxFdZVYuejlWZ1GKVq8JQ93rjRz7Ohe1vqtqzNyib9N2VdB1XXKelosbVzGMqYyu65CzVrr6niqqsm78CKZ6jDCNSNe6HJnu89o5/8n5dNTlOkzvCoarn9bHd8KTthc5HCw/RmGpmeMFa1xOJSbGJCaeirGCUWjiucmiHoZrOvlmz7GlvnOxoDbZWnQ5TqPk923dfzZFLhbH51s8xzwTzTPKsl1p1yoSoO3UlJX9UQ7vTHs6XZWRmZmdCyPXP/6Yd/bczj/nWGHE9KpB+LQo80S2zewnpLm2IJfFvv5lLloVv2PL3hMZN2Nxefdb14ib//Lrlcw2Oj1vyMtKryqudDCeGKWyWM7L2Z6O+l3avzXFCqO1tnA9kfIlKqKDc5fCVLG0n7ficbrGiYbL/YG6XfoFP0SIkuxK+7ZCYTHWj87T6XAl2F6fHU77jMaTNjifCoy6PDkrP4+eEzlz9aJAP9WM0frRZgJTkUY4J+RCH6Lc6HnWGc/69lUnUt7llFi+ys9KzlPCFH/0cM1g2R/3SAAJOCEAby2OgZ/BSVCHerX0igS6jqClzKV1BjeJ01L6m4XRN6ADkzduFq89wkfMf7M/XRf02sLIQEneTco1Onx8tk43ptn6AjYt3pB0FDu9Xn9To0TfWDc4hgXT4q9mBkvrxBrzbE5X6t84Lj1uzt9Z3Pbyg3byAtRfvSHYXnJbknM7fYfWQUdxAhbX4FufL7Wk+62GSWWGeh8H7WVmdNArspyWyjJu4WuBtG8th4cm5Pj2+9awaIm1vay2uGlfuemUmZM2PgYWkU+ZMPaT5vJypmtzfJzFbU7u7frTOoB2sfB25WD6thFo8ULQNlEYuzMTkO/InOkId2ktjjbR8JvFcSa3M/r5uw+p4JTcPk/vatuo0E3KrtV6rnPXuLzdXFmAizyj5zRKR7GDCwQdsGpx0zfVTRwKi3E/PpgW7yxhc7o2V/fN+TuT3ZX9bqfv0DroipzkMivV6i3urpr6dUQtlcVVO7yE9q0BfYxOjd3WsJDzbc/2QvvKTafMnJwHAgcPHnMs4dFfNKeLM12b4+MsbnNy0b9rErjp3W3XLBZqjQScEzi59Wn6+oKYpMT/b+9O4KMoD/6BPzO7m83mIDcgZ0AOD0KOXcKVAFZQEKKiRcFWK9iCgPj2LUo93tbl/VetHG9bKVjSFqxtBUGrEEQuFUjkSAiQACqgIYYECLmzSTZ7zfyfZzaz2d1sQgIJZHd/w2eZmed55pnn+c5M9plnZmc8x7uH5hzYs849zGvn6RfGVkJKvLb8KPjNFaD7Sw4hC+inXUNHj612ZXoLE+2gN65zHD1iMECgHQJoTLUDqSuS0K7YPV2Rr5fm2ZuWey41meSl5Uexb5IAvYzSn3564PiRwCNpTwj9MZ526k3ix2q8R+BO7ymqb5QUjambvB3pF0ERXSX7BYj6Jq+6O6/uO/qlcIXaFHfnQqJs3UKAXrLhbHRfudgtSnMLC0EdzlMH1tN46RYWA6vuZgJ0vzhH94sL3axYKA4EIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQi0W4Brd0ok7BSBfv36acLCwmJUKhXfKRkiEwhAAAIQgICTgCAIZfn5+fVOQZjsYgG8m6+Lgd2z79mz52Qa9k/6/qQw9zjMQwACEIAABG5UgH6/zKF5bL7RfLB8+wXQmGq/VWemFGlmYzozQ2/Oi76U8036yeR5fqc31wNl73oBesZ9D/2ieIh+ftn1a+vea6DHzCr62U2Pm73du6Qo3U0W+Bs9Tsw3eZ1+vzo0pm7RLpCbm3v0Fq26261Wq9UOpIXaB5Nut2m6XYGSkpJG0YbUEOwrhFCLwXQDNcCi2+2mt7RA9O/pCNrADrilhfDDleO+HT/c6KgyBCAAAQhAAAKdJ4DGVOdZIicIQAACEIAABPxQAI0pP9zoqDIEIAABCEAAAp0ngMZU51kiJwhAAAIQgAAE/FAAjSk/3OioMgQgAAEIQAACnSeAxlTnWSInCEAAAhCAAAT8UACNKT/c6KgyBCAAAQhAAAKdJ4DGVOdZIicIQAACEIAABPxQAI0pP9zoqDIEIAABCEAAAp0ngMZU51kiJwhAAAIQgAAE/FAAjSk/3OioMgQgAAEIQAACnSeAd/N1niVygoCrgCjyE+9/YLqlwTCRHmh1SqWyMCosKHfLJ8lnOE4vjJn9bGxI+dlkG1GQ4dHW7L9s3l/IMhiyZKe6/zf/91CIsvFSxq6sLOdMpzzwqM5YWzZDECy3qRTK73pGqndt3bbvFEuTMjUtJUgwRTinZ9OhSvPlj3buP+YejnkIdAcB+TjgeZVRLo+a56u0A1TH9ekZDXKY+/7N0kSEKi+8t3VHiZyGjT3lZ483kT17DmQ4p5WPJ0KEEBpe9+RdESsWOK3TOS2mIdCWABpTbekgDgLXKTBm9kuxFp3uQl3T8qamcY3BQKal/mc5ndU3lBTOsjTUrmBROVU2IopEwXH0r3rZwdtqq6o+MHCmaholNY5YAyv40G8aK0sLWXJpMBEzqWtoWDE1deSyXZn5K6sqrv7TKFhjm6IdowrSyKY5RwAmINCNBJyPA+diXSoj5OHJ8Y9/si9vCwv3tH+zNFptIkkaEDz8rx9nnWPpWsuPENFxjA2f9/dQTd66WufjiS17tszwPh1J+bB5DBBorwAu87VXCukg0AGB+vN7L7DkHCdUD+0VOar/0KGD1KGRcwXnPHhFffOsgkwYO2IbmxdtCgsbKziRNaakQXNk+bfymY9aRXb0iYlJDQjqsUyKFIVgNuY4roaNlQoxLyw0bG5ISMjikJAei6MjQh9n4Rgg0C0FHMeBSHpFBD+uCYlaLDYVtLjatl4us7x/qxXCwaioqAeV6uB0exxPjhcZz74xNzVGmnfKr0dQ0DL7cRCyOChIzY4XKesA2pBSSIkFEhutmZKcnBwZQvOc3K/+B3ue+B8CHROQ/z53bCmkhgAEWhegl/cUOp0Ur6CNqcTe/c/+esMGAw14l30WLpweQbLypXjn/xos6hkvzU6I/VDTqz7MKWLYrFf7BhTsimVBQQGWTZmH859ois7Szl+/Nrj4vbua5qVRtEZI/3T/F+86h2EaAt1fQCA79x2UeqFGaLVr1bTASp60aNxEaGwffLpnD7tclzFm9i/ftJzPlE5cPvumZgMNS2uup0C+OJi5ivb2ym0zesJBe7Iemh9HinOlZLdHB09p6DH4m8orV2L2797zKesZbl4eUxBovwAaU+23QkoItE+AdkdZdbpqhSiGWwVl7Ja8vFqtVkt7jEhe7wjVC++88+k+54w42gMlEJ5wNP3e89YLcQNODS9ySqCxVks9Tyxo/ED+lczDzZG56Qsa6NeCy/1QV+oUa+n61sqpYoIs0mVAeR5jCHRPAQXR6bRV9HJ3uFy+p7S19xzJlufsY5tAHMfDkc1/LIxLHpMXYLPEm222Ea4ppfwEeuhJg0phyjuSfTrBUlk0VdWU8Pty415Sfkaao+smc6aS1E27crOaojGCQLsFcJmv3VRICIH2CwweuXCAzS251Ubii8ste+9NGbnKOSqAt+T3GXR/0xeBmhQVHT/rHG8zlCTI82aTGCBPt3ccqODpnSUYIND9BZwbUqy0G3IiCkQ9afukX7AObE/NRJGzd/g6XQYMD1Evdr6seK7MmtmevJAGAu4CaEy5i2AeAp0gsH3DM4aTubnccOlejJ4P8ir1DjnbOpP4qDzNxjZRGLBj6+sl5oCgTc7h8rQi4u6v5OlyI+kpT8tjkX5LyNNsHKWxLM+l6z527BjPPp/sP/muczymIdA9BWzkWFqoiu27YlTsg6yMoqgMX5oXP7it8so7P8fx0j2DzWkFotf2CZaPgyPZ+VI+zV96Avn8wKF1WQf2rLOG9F5sX45eExRpNzEGCHRQADtNB8GQHALXFKCNmwRtovj0Q5Pj3n/nnaoDez7LyDlyKM16jQVPHTr4U/feLLZIXu+ny+WbPs6UcZlvzJ0m3Wirp/dmJab8aNX9qfGvOWfNc6SezdMbdkX2cY7DNAS8QsBsjpLLKf8SVp6Xx/Pnrw9KGpOSoaKXx1lY7x78G3KcfSySGeszGuXjQD4WBHXgRXu8grwxN1E6lkRLXbzrspiDQMcE0JjqmBdSQ6A9AvQ+Vp6cKq7Kp/cuicmjRl1gY/laRc9gxXKPmdB7rbjo4VNaxK0ZahJC+8y1hyvIR/lXr7L8MnQ6G2+sWdoiPQIg4JUC9B6nDIOF7duc4dJGexVsZLrbL+zKGlQrWJrc3PR6zmKcwdIFqaw75EcoXKvq+bs/3CGftHyUz11NTh57IMBUN58t10NtS8dN6NcSRLwnATSmPKkgDAI3IkAbRSpN6HLaNSQ92sAmCLEsO3ajOfsZdobbZTcFxxfJqzux+/19ZoUqz56++bLFyf0Z76qiY6fIXwJyegVPCgfGBLJn4zgGBc9LPVOOAExAwOsERMIeATJf2z/4gTXftdI5JUo/6uhHj6nMI3lOv+KTKyuwX++1/HUePRBDkn8caZOOT47YbOYJbIkQtZj+5aFTC+SlMYYABLqxQFJSUhr9VHXjIt70otGzzO+pySs3fcU3YYXsUpxer1eyT2etjt4jJeUpinq/Oxmi+8lzdH/BDfV0Z6IWJYmJib/qrP3KH/Nhx+eSJUvU7vcderMF67Wj+8Vsb66DN5a90/7Ae2PlUWYIdLWAnvZS0XW0PDu+gRXTez+kPPX6G8gEi0IAAqTp+DStWbMGGhC4IQG/O7O9IS0sDAEIQAACEIAABNwE0JhyA8EsBCAAAQhAAAIQ6IgAGlMd0UJaCEAAAhCAAAQg4CaAe6bcQHxl9jhJjQknZ68GE67QSoTwPkTVlyOXGq5Vv69Jn/d7E9tYmk56AJ6R2Ab2IeVR9MF4nXrfz7XKgXgI3CqB9h47x0haUA9ytKQ34X5wfoZYIyFhgfT4URGuJoSQHPqGuT9wpLjkVtUH64UABLpeAI2prje+6WsQ6R/5s+TYXrZxTUSMpT/Kp1MCe3J2If20MaQFBZKjc+pcUrDOy6gfEVLh8j45lySYgYCPCHTk2LGQiz1poym8mtgfGulMYD+GREJ/tjuBEPNSkfRcxpGrK53TYBoCEPAdAVzm851tSfLJ7U8XkZ7iRXK0PojYOvxE33zy9WOeWtcWwrm8S86HyFAVCEgC13PsRBKNpb189JHbK+ij6NXtTY90EICAdwmgMeVd26vN0jYQa1CbCa4RaSSGP3hKcoXw8SLpc0N5e8oXYRDoLgI3euywevQnJL0/6RXZn4T360E0y1rWLXpgyzCEQAACviCAxpQvbMWmOgQRTronSkGI9OTtjlSN3SdyG71k0foypqdbj0MMBLxb4EaOneaa2/I4cqqKI+dKwskPK93eukuTWfCw0WYsTEHApwTQmPKhzTmSFL47gFzl+pKrEZeIZnFHqmYihb92Tt+fBCxzfocDvUyx1jke0xDwJYEbOXaaHbjBIpmkFMn4UCOJfTqsOYJO0VebkBp6CxUGCEDAFwXQmPLFrdrhOolcIDE5vTCX/XDv4qrLhC9szkpBRBLVt3keUxCAgLPARcIvvUi+tlwk52vLSEPTi3rtKeglwB7OaTENAQj4lgAaU761Pa+rNt+QkSOinJbsT4RNHOHECBLi0ltFiPhbp2SYhAAE2ilAr+8ViSQ6tJ3JkQwCEPAyATSmvGyDdUVxq0j5n13zVaxj8yNI773O4ReJYj79RRJ7zgIGCEDATSCQiNURhD/IPkr6fDfn6EbCh18kYq1zGKYhAAHfEUBjyne25XXWRK+MITb6LJzm4SLhMu2PWDhX2RzKplg7KlrrGoY5CECACcQQ4dVQcmUi+/QhpYOiyW39XGXYpXL8KtbVBHMQ8A0BNKZ8Yzu2oxb0ucwehsPkX4908OE3qz1kgyAI+LCA52OnZYW5YOewIDLzsvO8fdpMf2yLAQIQ8DUBNKZ8bIvKl+FoA8nlDzt9pUU0q6ocL1dbRerekqfbM6a9VhNoHh1sf7UnZ6SBwK0VkI+N9h47HkrbSyR6XiRD1CKJiygk6f9yTUPXQMqNrmGYgwAEfEEAjSlf2IpNdThCBi66SHoK7BJdFDGucK4a/aVRjv3SXU9B/lXeOpIS0ZMIsc3pBPrgwbtU/clV3v5ZpGCPWrhMFHnNadilvpiHmucxBQHvF+joseOpxvZf862zXSS1jRdJaSVPrHOc04URoZAePc6v8XOOxjQEIODFAmhMefHGu/6iq1Rs2URS9F/OedCfb6/myH4r/YMv2j969owEoiKhLzinKyPCeud5TEPAfwTsx07H6yvQZyNUDO34clgCAhDwBgE0prxhK7WzjPJTnK+d3CK9U4wnlodd04p/cJ23zyWRJ/bXO0WwXybRCxaeXuPnlAqTEPAegY4eO+2pGX0JcnUMIQf7E+WDA0g5h16p9qghDQS8UwBfiN653TyWmj3FmUawT7uG0eRyQrsSEr31TjwSoX1USOWVAh09dlglh5PDJXRE20gYIAABfxdAz5S/7wGoPwQgAAEIQAACNySAxtQN8WFhCEAAAhCAAAT8XQCNKX/fA1B/CEAAAhCAAARuSACNqRviw8IQgAAEIAABCPi7ABpT/r4HoP4QgAAEIAABCNyQAH7Nd0N8WNhbBSbpv1RG5L09WK0WzZs2JRRxnP2ZWl1Rn7T5+qDg2m97srwHBDVUrNiw3cCmH5g5c9jOjz8+x6a7fBBFbsr0H2s5a9VtEcGBZ5+NTy64R69v+QBJmm7mI5OHfvzx5zenXF1ecazgVgi0ts93tCy61NQXcw5mrqLPlWCPj3cMzvkH2Oos/9iy45J7GkfiDkwkpUzQLx5mW/3Mhq+kY7QDiyKpnwugZ8rPdwB/rX5xhVFRcqVUf/78xQtLH/l4SFc6XPj6yLLz589eKCwsWvN5Xklt6tiR7xPaaLlcXLhbFLv+p/Wpc9+ISdLphPryH1YbjeId35VUbnkhY7uFrrvF8Z86783o0svleP9iV+4QfpC3x33+OuptMja8Qhdr8fiJ5vwL15y+cOW0TpcgeNqfO7pKo7H+tTNVdbd1dDmkhwB6prAP+KXAd2seMNGKP3G3TjctQK0xSwiiyI9OvWeFaK6ffFu44jfb9hzJYOHJKZP0vLVRq+Rtl9LuuO2FX9OepfHz3goNL9k7usqk7GdtqJgb31f9i79+nOWxN4fnSH2vIMuynZknVpIl59XaQ483imT5T1Mje/5CWi/9L2XhmxGmE9vf4wVrj8TBwT/7y+b9hWwdPS99Fm9Q960xVRZMPXjw0KofTUmZFdt/wpdnz2cufmiYuDpDPUPpvpycpzyuyf/o6ohoYcr7u0/sawpbOW3uXPo8yeNii3VseHnVvfdvT5eXHf/AbJ2l/MJqpUIs+Vlcr58vSM9oSJu/Pujq1//+X87aODwshP/n7n1HtsjpMYYAE/C4z4v6nyZPOfxjrq7mSZ4IJO62gKXSMaMXlZP2J/90//6cd9myYx/6SdzPowoLpd4hjlSzMPeB5d8nxLw448CJdSzubq1WfHnOmAGEHCn0dLySNtbBjj3zyYy1So4YjCYTkf8ejJl8z2OTht6x9+DX386JDA07q7CUcNt250jH0Ph5fw8NKfrLtN37crDvu28cP51vcWbqpw6otp8KOJ/yxul0tn5BjQcSEn4+7kKl9b0n7k+czHqQNArz1VF33jnPGjJgx5a8olrWm1TfUBV1pbxqb4hYG6QMitl4vKj+bLt6mUzfKuzUr5Gq8qt76TSnnZ8R1JC9tXJ8bNiSAXfP/HH2ecOFbfOGh7J1FJUZMhsun/2zKIrBy2namqrGD06d2nWOnQUZA6ZoPC3nvCkHLFwXoSJm4tSQkqI/27ixjF0WcV/HVvo9WFVh2M4SxU99KqWx9EzOoyPunmELu31deu4P0oPwC3PT6wcGC7t6x961pKzWtrgzegScy4xpHxNw7PP01VRWU9Bdsb2XRN4WvzS3yHj27bmpMQnfvtzPYGjYKNfaUHHlZycqamPleY9jXlV/qU6x9r777ksbNW7i+kC6j/9+85HC1o7XVtdBG1kN2R9W3hbKbwqPGfRn52uJhmrD+r3ZRyt5m2VwAM9bisute+VjvOr0XzNDCN5Z7XHb+Gkgeqb8dMOj2q4C8bNe7ass2EVM9A1qhYUf3atUarLK6qumEo7bp5j17Lac86d/LZiFUU1LSW2wcI1x9Z4DudKZcZwuib2Kh6OX1KLr8z+8quCVhWqF6XTWkbw0wivqS+uUa8eMGTfBkqufERNkXcZxnBA3SlvI8rOcTX9aRd9/+3WlEEfIfmKjYZ9WBMQSDTGEqBvTDxw6s4Cly6INnSTOXH3s2KkINl+tiFjkcTlCTrF4NkRWFYXRVTnO7keOTX0/wGKcxnPW6qPZJ29PpK/ibbkOTkpvrTj7zx4q1Y7Pi4snBQmcppa+QUikXz4JGTr6Kl9h2KAIc+4n2TkT2XtSMEDARcDjPq8XaK/mlrPfbF4sWK8mst3mktESLNpC6OutnJsxXB1tvLCe4zYGgSh5vtBqNkcFKvjvDCSApE1KejqD4971dLy2to4Rn0/77yiNafW2Pbm0FzqL0J5qx7HCc1z1sRnHYzi9/eXUdyePyfvJ1DvvJeLXX2h0ifEf7j29Fft+G5vIz6LQM+VnGxzVdRWQ/4RzCpuK0GaMWqm8zPN8Vb/I0OWThw1ennj/E5NrCo4U3x7V4x8/HT37PiuvKGzOwenwoX94WXjmhpfLbx98e7/Y2IEpQ+8cNo+FCYItOEgl7hjWv++zaVpt8K7M/JUs3DEIlmAlTwo1Gk0hW3ffXpGj1n/y6BkWr+Q5gyOdNCGXmM60sZy8zMk73iwWxYBwufdId+fQBUlJv+jbKJBYOU3LddhjONEWrlEqc5XKwMtqJXdpyIDewzk9Z1Vq5wdXWPj4o9lnK7XaeNpp1vKeFjlvjP1TwNM+P3zettBLtFczWm3+YVrciJ9bNWGrzSZjAKeoU3Ec72jEEE4p9YC2KUePqahA67ov9u9/NzPzy5WNQ6cMumQwbWzteG11HSIJVnGk1PO66HveX6PXI5sGZd9xj52rUG4dO2Ha0nCNdXVn3PAu542x9ws4fRt4f2VQAwi0V4C2AKT+FF4Uw9kyJ2OeuUyIgmh7GX7YtWtX1vZPPz1+oqE2ylJfmRJJ/3D+e9vOU1us9UGcYIttcx0cJ27durWEfTZu3FrG0rKDLFhpy32PhunT0xvcl1eE9vnSShs3n3yy7Qxbt7L35LMrntkb7J7OPt/cDdSu5Wjjp1Ghzhs7Ov64KOr5DRs2GNLTFzS03f6xr4MLCN1ipPeK7dy5/RgrV426h1lP7yvrV7r19pxDWQuO5+ZyZtpbtWZeYrTnsiLUXwU87fOahsNRhDSSjH1fbdGvX98omuofZfcnsWNPFJVSg38S7fnkjeWvyPcttebHWjgmke/F4tk+qS46+rJKweW1dry2tg4uasBHFY3cIpbPkCU71cqmvwds3n3I+/j/zpmJmpgbrq745V2nf+sej3n/FkBjyr+3v3/Wnv7xZb9u09KbVkMVtoPSvRZrhpoUve4a9VF+w1UWrqX3TzWWVyWHDZu1utyoXsrCLMc+PO58wDj1EbXp6Di1bSXViZ0bjolBvZfpdFobW09J3pZam8gHsuTu66Bnw44z+LaWc17VmaOHExv54Is6XYaUP1tHKO0po3lJRWttHae++uLZOiGkB0vPPmXnv77A8r1QXJUvh4UH2DY9v/GE1Gh0Xiem/VvA0z5/cvPvCy2cplrad3RJNiXt+ZSU6LFnVgTmsf3fkJFkac+9Jzy9jFhtVC1leWXQYzXYWn3H4aOnk1o9XltZx6lP1p82ccE1LJ+wQ79pZOtW2Iz0sqPnQQiM/pNaYT6Ylk5anBR5XgKhEIBAlwgkJSWl0U9Vl2TupZnSP2TfUxP2E+ibOsi9U+4rpeHObSYpmvXquKfr9HnaW3Zd62nvclI6e49cR8rOzvzdrdj8dZW1Iyv2kJbuJ8/R/QWNN2pDLUoSExN/5YGpWwfp9XqP7SX3fexGKtHavtnaOloLdy8D+9XgS7PHxLqHd6d51jCk+8Xs7lQmfyiLx53aHyqOOkKA3gTu3ikjobCbw911uvKhno510fLQC2wey+RI42mivcvZ03nKoc0wPfXQu6Vosut4Wd3ywaz/CdDGVMuHxVKG1o7H6xFq7XhtbR2thTuvO3Hu2zF8fjr91WBuoXM4piHABNCYwn4AAQhAAAIQuIbAiY3Psx7R5psWr5Ee0f4l0PWXLvzLE7WFAAQgAAEIQMDPBNCY8rMNjupCAAIQgAAEINC5AmhMda4ncoMABCAAAQhAwM8E0Jjysw2O6kIAAhCAAAQg0LkCaEx1ridygwAEIAABCEDAzwTQmPKzDY7qQgACEIAABCDQuQJoTHWuJ3KDAAQgAAEIQMDPBNCY8rMNjupCAAIQgAAEINC5AmhMda4ncoMABCAAAQhAwM8E0Jjysw2O6kIAAhCAAAQg0LkCeDR+53peMzf6ctI0mug9+sFbx5u06HuxejIP+rLRuqYgjCDQmkAw3V9C6L5S2loCfwmnDr1oXeuoRb2/1Bn1vLYA3S/60H1i1fHjx1+8dmqk6CwBvJuvsyQ7mA/d2Vd3cBGfTU4P/ldo5Y5Sk899tpKoWKcI0H1lPN1P7sPxI3H+ljocoFPsgwECkgA9Rth3yyVwQMCnBVjPFP1U+XQlO1g5rVb7PTVhDSoMEGhTgO4nz9H9hb1w1u8HalGSmJj4K7+HAICLAD0+RLpfzHYJxEyXC+CeqS4nxgogAAEIQAACEPBlATSmfHnrom4QgAAEIAABCHS5ABpTXU6MFUAAAhCAAAQg4MsCaEz58tZF3SAAAQhAAAIQ6HIBNKa6nBgrgAAEIAABCEDAlwXQmPLlrYu6QQACEIAABCDQ5QJoTHU5MVYAAQhAAAIQgIAvC6Ax5ctbF3WDAAQgAAEIQKDLBdCY6nJirAACEIAABCAAAV8WQGPKl7cu6gYBCEAAAhCAQJcLoDHV5cRYAQQgAAEIQAACviyAFx378tZF3W6pQMrUtJQgwRThXIhApXh526d7czmOiM7h8vTweX8PDcpbV8vOcqYOtvZ7fWteyZjZz8aGlJ9N5nmVUU5nH5vInj0HMpzDxj40K05dU6YdEGE99N7HWeec4zANAQhAAAJdI4DGVNe4IlcIkKqKq/80CtZYdwqdLpGcX2IIHLrmO5N7nGgo6CF3F9sUGhWLbygpnGVpqF3hnpbQ9pgoEgVtmAnTFy6MqC+4qq0tLthrpgmvWC3L6UjfchmEQMAuMHX207HmyqK4EGXg5fBg/vJ7W3eUsJhZc+fGaOrqAljL3aKwqIYFCRUrNmw32Jey///gvLdCG0q+GM2LFs3gsKDjf2lalsU+PHt2bA9bnUXOL22+Pii49tuemzbdUcRxesE5f5Y+tXfv8ufXrJGOBfc4hUKhkpdjaeXBPZ1zHvb1nexps6ksLH1ICDFv3LjV5eXYbZV/1twlMQrjxeDNmz8plNfnPJ5MT1h4Y02smheqfjXGeuQe/X6rc7yct4bjGoPDA4s3bfrkB3byJDssuONKsbwMs+qvsdWvoeVzL7eF1n1YUEMLe+d1Ybr7CKAx1X22BUriYwIcx9WwKtEm0Y7gsOg/VdXWz7OZjXMI4ckv84OeoVHrpCqLIvfAww+PUBELKa35Nlb6BpAimv7jFfX2KZH0CApeJvC8NC8I5mAaLvVwFWZnVwbSGU5ehCNNyzQFYAQBWUAU+fjkMd+XnT8Vy4Jq6D/WihqTPCLvSPbphG9OnTqnFsVwFseGi/STOnbkpszD+U+w+YSJUxeV5G1Zy6bZUFFRQ8YlJx48lH1iIm3d8z/odBd4Ijga+j98c2SxqqFsxdJHvhlOk59zz7+goIDclzpy2Z7M/JXucSx/eTk2LQ/u6ZzzkNcnp2VjnW5kdU5OfhQ78Wiz/DTtN6cO0/oL4fKJiiOfJTvV8Yd+01hVXOAIeoH2C89/SDsyfVvuKRYYP27iemozn01Xsf9oE06nS6AWJ/n4CXaHt4pN9hOdJqtizlRNU0Z4Kne9xrSaxr3AssLQvQXkk+DuXUqUDgJeLBCmbvxs9+7d+64kPLFYrkavYEU2m45b+GZEok4nlBYX5xcXl+ZbKgq3y2lajgXyxcHMVQcOHFjHPpmZh1fKlwsjontPiYiIftzGcewPMwYItCowYuyEbUraY6pS2PLma7XBaceOKVRR/R7kCS81/gmv/IEQG1kU37dH6NDUQSyjBrNiDm1c8Ilz34hR1JXRhpSNTBgc1i8t7ZjKplDlmWz8hKmpI1+kSWkyNjhdxW46GQhQa1inKT2XYPmL5NGRg3sG9rprFAuqaOBXiKKeFsG+7h8n944cN+5ngVpavtX/OXmepXEZWs2Dnqk0re+uXoGj+mjnB7NuI1FUhS99JH5IO8rfVD7BZXVsJu7o7/aw3ocwjbD6GDVTxgxLZeG5xbZ8yeb+JyYrTXW0IWW3oWn4mKGjBokcsR+T8kkRZz8ZootKVkqeox50aIofFqNMHTdunFT3Vyb/+CUpDv91ewE0prr9JkIBvV3gSp167ahRyRdisv9eaa+LhWzYeeKYNJ3zUYH9IBRJTGjQXKUmlJ2JtjIo6FmuVqBfMCL70J6Ek3LCrN2f7tu3b/cWq/QlI4diDAE3AdoLqrQ0zCC05+jwAyd1C9LTGyYuX84f3v3Jp18dfeSe5tQc6akUbY00wKlxJNoKvprF0sQECcv+sPWLEr2eszYMvHc6C6tqFBexcfsGgbxCL219dftvTzU3u15rmlSQ7SfK3jt2bNPG/PzcD5r7W91z9pRHcyuO9fRa1f1tcv6x4T2qrrv8tBdJYTNNYA2lzzNPLKO9zsLRXZuyzLQhSYiCPPdIyhBLVcEqVkJtP9tIZvP8888HfLbpnaIHZzwcI5/0uNfA03xhpfh69rFjG0+ePPHZkdJ9oZ7SIKz7CaAx1f22CUrkcwL02oJgi22ulopMHBe/np6X8oqmyynDo8Upu/Znvlsx9JG3mtO1PUW/F8PaToFYCLQUkBtHnJ5Y70qZqn8hI8Oi0+lso0Z9WNGcmif63Ev1lvOZFzgaOGZAyHDnBoGCb76MzIUm19qXa9mb05yf+5SCSCcFh2Y3svzDaW8PbaDI7R5is4kjrFbrWKvVlkKjWRIPg6c8mhtTeaW2nKv0shy78TAmyLLs+Y2Z9KKbfbjB8jvKySlUX7McQ9UhZrmQIyKNV/rN+l3fQ4cONTLXjIxtFtZz1bTqa44sgm2kwOpus02oKzcEXXMBJOgWAu3ewN2itCgEBLxQgP0hz83N5djHEhC0iVWhzsTNn/NLesmkqT6DegjfsMngutKApiAPI4HotX2C2eUD9jmSnT/YQyIEQaB1AUeDRUFenRXf15z4wJvq0Ji5bAHH5SZpaYH0i+43xdaUU7jSUM8mOZWqnI1rTMI0NmZDQMm/R7Mxx0mXCeU2BZ2n3V+tDiLRqAPSNRr16gExmtTPs/Kd7guykeycnEE59HPs2MmI1vNpKw9C+kT0eJz21BayIqgUvNSQakf5HSV2WS/tibK3oHjyzqIB4XIi0dxA74GkfVO2GgvHq9jtZWTvhZDpxVv/pySy19BRdgBH24tFE0dDrmlbiKLgclL0VFzNMFb347nHOfZrXmkh/NftBXADerffRCigrwiItCspfvT4vvb6cGTmH18pf0P3H3qRgJAzVYrxdLTFVn/5ttYPSpHMWJ/R6HwG727j+CZzj8A8BJoEuNA+c4nh0sZdBYriu2u2PFiqjGhgUbT3xOlLXSTbdm/bd/fUOamKsnOZuwq4YlFPVNxrH3+YoNMRo0U9Y1LK6FVCYFR2Xfn39FIcISNvC3jyCG10WEaNLlQIJJbFK4P77aooL1zL4gdE1NvvyWIztJ2VdejwAmmyxX88mZAybpVA+DqaLmR6nOH1l985Jd3P7Zq0rTwImdL/4pfP3/nZHUm09+uSQbFx8czkQ2v/c43yO1bQsgybvu69mNRdWfv37MjKh+6/c0pxjeG/iMVEG42m6te35pbEz3r1WVKwq5ita3JKcqxKpfjIkR2d4HombCN1u9aW1itenzl1an5RTd0iYjayn+MWOafb8m3kn1JTJ56wibZeA3qImzfv/Mp+S4BzIkx3OwH0THW7TYIC+ZpAWYNqBbukQbv8BZV03wUhaoX14GMcZ7M23TB+sYr7gKVRl+blXE/9R45NfZ8tH2CzxLPl5XVOn5jQgftYrmfNWMbbBE7uz3iXj+jzuEivnhVXGLdbqi7RxhBtSQWq7L8ubaoQuzR1ht4XZNWE0/v4FGTMp3HnactBCI5f1EOgPT4Go3VpfVXpB6wDajC9aVr+RVtg4ry75fiq8sK9PM27TwT/+CK3BlHrl77oT1GNpqVGo/E1Ix3XVAU7NfJctVvPg5BLxuhgsmaoiWu6UfxIkfnszuc51bXKb19DyzLkH/h0HQmJWcwsisvL99KG1Ay1StyRk3M6ii2Tt/X1Es2ApOECPaarjLbXSou/zWdfsGoVv4P1crF4MbTXXHp1P7yorCyTNqTmKBVC3s8S1I5ePpaP0Wyb09BQt8JkNC6tNhjuYWEYIAABN4GkpKQ0+vFwluWW0I9maSPge2ryiq9VeUTymJOsgeP8oTeQV01OTX5Rrut4+pDOBEeaJHHUqNEX5PTsMgxLN3Li9EX2sJGu1wvkTOg4zsO62DLTJ470qcYU3U+eo/Vy3PviROB3k9SiJDEx8Vc3UnG9Xq9kPabXk4eetgrY8q0te6341pa7WeE3Uj67G/31YSvDjca3km27gtlxT/eL2e1KjEQQ8FYB+gcQjSm3jUcPfp9sTLlVs83ZJUuW0Ef7tP7Huc2F/SgSjanmjd0Zjanm3DDlKwJoTN2aLdlqy/rWFAdrhYB/CqyhT4BmT4f2z9qj1hCAAAS8WwCNKe/efig9BCAAAQhAAAK3WACNqVu8AbB6CEAAAhCAAAS8W6DVmwe9u1ooPf11DrupVL6xlN643PxAPOhAAAJtCeDYaUsHcRCAQEsBNKZamnhtiCr6ks5m3vMrIl6lD5Jb6VaPt/KUQX2fNJf+VHohp1ukY5bv8f77hJSOJSJ7AB97AlL5QMGgZz/9xf08DiVM+JrAdR07fcQg3rCaPlRR9YOLB2cNI6KyhuNJjUgCc9TKIX8wVtyLhy+6IGEGAr4lgMt8PrM9Rd5m+leOvSHlqVJcvLXhUj4f/lu9p1gpjH45ELF4DhEtsYSY6POKGugnKFwZpf9Rq8sgAgJeL3Cdx45AetJzDPo0bHasOH1E9uogU7wo0He5CTVLTebcYj7sdcfjMLyeCxWAAARaCKAx1YLEawNafQaRS41sIa+RAW9GuIQ1zSgaTj3mKVwwW6QXeHqKQxgEfEDg+o4dC32TbnsHQbGCDCHq9iZHOghAwLsE0Jjyru3VVmmb7o+yEE4RNVeImB8phL4YTJTJ9Im9roPCYGQvD20xiLbP/9AiUAoIjSd99HjhpmcchHq/wA0fO4yA483pQsSLkULAi/0In7jMlYUn6mr9QNcwzEEAAr4igMaUr2xJwgl8wO1TBMOrnK36mXdJUXgVucQ1CFWT1ol8zEHnaoqiVes8L033FmMIsThe4OkazxPeaHnaNQxzEPAVgRs8dpoYRN6YR4q4KlLBlQg1U9xvWiSmIDWe3O4ruwzqAQE3ATSm3EC8edZa8ei+9pRfoeR2uKfjjZ/+2iWMH+x6Zm21Si8rdUmDGQj4iMCNHDsOAiFgMJkkKkm0GKoI/+ppR7g0UUtI0ctVrmGYgwAEfEUAjSlf2ZKt1WOAGMEJZROco9VKwfXXR+wxCsLXS5vT1NH7Zh9dRbigwuawKKKJ+p30rrjmMExBwIcF2nXsONVf0Czlc1daeNPKWtH21UanGCKozT2c5zENAQj4lgAaU761Pd1qI3J81cpK50COM+you/Km6+WGXmSEa5rGTey5VJxysktvldla91vndJiGgO8KtPPYaScAbwopItF/D21nciSDAAS8TACNKS/bYO0vrsjzoX90aUgRUkdstf/vQfc8uMZ3/+wcxiki17F5W8jwvc7hoqCZT+ebbtZ1jsE0BHxJoP3HjmuthWqODzrIPoRTF7rGBYbzpnP0Wh8GCEDAFwXQmPLFrcoeJhi60uZ6Q7mJCKF8MK2u68/A6T0e7pcBBSufyYeuEN17tQjREFX071revO6LhqiTfwp05NhxF1IaXrXVPDeRfYTa/xok/arPJQ19Igl+FesighkI+IoAnoDuK1tSrke0WccbVubIs9KYqy8UapffTgwtn2KuyD/7iGvrymXJFjOCpWE1DZzYIgIBEPB2gQ4eOy2qK4jsZKV5qCCXifuFPXMDe60ABghAwMcE0DPlQxuUD/9Uz5v+6NqQIrRHKujZZDJADCPs8QfSx0Afg2AfROu+t+Tp9oxFIXgCHj7YHimk8SaB6zl2WtZP2Yt2/PJkiKimx1sE3+Nf/3JNQzuLR6wwuoZhDgIQ8AUB9Ez5wlZkdegtxpL6la+1rI6a8PX/vErqnWME1kWlkBpYVStjm2Por/i0y1VkP6F/9aWB3h/FCVzo+pMcqaGvzGCDiigq9Q/ZiH6LfR7/Q8DLBa7n2PH0rkohZCm9vL6UlLbiwdUV0mPL2kosgiEAAS8WQM+UF288l6J35NUWTW/B4Gv3/JdLHjxZTfZz9I89R6/8SR/a5qKtroDHX3BOJ1qM653nMQ0Brxa4jmOn4/WlJypJbw7t+HJYAgIQ8AYBNKa8YSt1ehlZG0kkoq3wYees1coAj6+TscaF7XdOR0hIOJlE0KvpioI5vxCQzi/aWVOe/rpPdZBTRj4oGP6XQ69UO9mQDAJeKIAvRC/caB6LzF5h0aHHFrxGRANJcL75vNWbOWhvVYu893ssBQIh4H0CHT52mqp4vct5nxBKDAEIXEMAPVPXAEI0BCAAAQhAAAIQaEsAjam2dBAHAQhAAAIQgAAEriGAxtQ1gBANAQhAAAIQgAAE2hJAY6otHcRBAAIQgAAEIACBawigMXUNIERDAAIQgAAEIACBtgTQmGpLB3FeLfDgvLdCl8yd5XjaO6vMjFlP9f1SP8nxK1a9KPJPzfpRXxaXNl8fNHv2w7FsWh5mzZohxbF0s2fPjpU/M2fOHPalXq9k+YkicTmOWD4LF06P8LzMJCUr11vzHnR50cjDTeudvnBhBFtWXj8bu5dZjnuYlkc/Py1Inn9w3rJQuW4sjn2WzJ3mUv8HZj4+7L77fpT2+MwHhomi3lHuaUveVk++//7JLO4lt/XLZZPX4zxm63DOR46b8sCjOk/rkeMx9g8Bdgy478+t1lwUuZkz7x3WWnza/PVB7vtza2nbCp++8KWIH913X1ra1KkpCxc+4XKstbUc4iDQloDjj2lbiRAHAW8UuJC3pfZQ/vdXnRs7FwrOFGfkVQ2W6/PJnOUDzhSUFrP5H77JXnz+/MULT03Vpkjx9Ivg+4JCKe6TOS8POH/+/IULBQX/KKCfouKi3Yd/OBrxfeHZrJn3xD0l58fGBcd3lNQXXNJ6XsYW8d25fa/tO1fQ/LR6up6LdL2snBVVYWHZ2ZcrRb39OV4Js1+KvVxwqngSfUiRy0CXKaLlycgtdDzb/rtvc1Z9dKLiTpau4LvvTlyk8d98V/q0tJxeVCZoteLVi+eONjaYtedLKrfodNtsbJ3ah+bHXT30j0aLoXpWXYOg3Zt9pXL6xIRF0nJOZZPmnf4b8cA8HVvHtNT//NYRTNPH0/UYyi/8zWQU7zhfXLFbp9sqP1HfkQwT/iHAjq/s7MLK9tQ2dd6b0aWXy9m7Pz0ORQWfzbh48dI9HiPbGThybOr7V7L3VAoNDdry2rons7PPVk5NGaFv5+JIBoFWBdCYapUGEd4skDj37Rg1Z60WFYEHH7//7umOunBcdYBaY5bnRZvSwh5gah+sJFSjWX2mzJopxxOOVMvTHGesPpqdPTGbfnJzcge9svGzsoB+4++/aBA2ymnIkvPqQNEa/o9dJz5nYS2XySxTcopS+rbbOscytADSC35owJHNvy+0aHouH7vz7mMsXjy/98KUoepBnL7la0g4XigUFcF5j903Mo2l5XnF5QCeN7HphrinhnFcY/W+zOMr2fyIXRM+Dgswbzp27ETEwaws/fHsIwmhQ4cPomsQrcW5+dp+ZOSBQ0cXHMrar6+LX9TjSp1ibcZ8Lev1cpSN5eMylH/9t4igHsvKjMTRMEygjU4lMZIj2ccTDmR+ufJ4ztFBWu141xcAu2SCGV8WcD2+mms6dtazfXXJow+MHTMq482FKVLvUObGV8oCe2jS5VTjJt67aMyYMRn3pI59kfV+KgdP26EKDvpGjh81aerTo5KTT05KSaYdYPRIpcOYyfc89hLt3R038Z5FP3lobJyclo3jpz6VojLXzMnNPc7tp8fA4UNZC3Jzc7nQ23r+lcWPmzTpaTmf8bT3ePYDyTpCT0ImThxtP7FgiWjv2XhaHjaJAQLOAmhMOWtg2mcEzN9+9KfBkdanhMETflZQyb0nV0z6iyvPuI0F+hbnybcF/MGoCD746OQRj9GWkONZpaJNYRFFTfi9Eycumkg/KSkp+rfmjQ/N+/j/ztlIIFm3ME76QhjxzUsPhQTYNnEc/bPbyjJuq20xm5+1S98gaAZqaQ9PjMay/PebjxS2SCQFmEnCiJdTv6/gt7NZWljHEGK8FCyKYrgcoLQ0zPib7tRceZ6N92/eXDhy0TvhSvoy7PRtuafkuLMbnjE00kbnl2XWfnJYizFtNKptxvh9tMHUSN/X+NLsMbEsjS1iQA0hGnLfxHGLnqKXSNmXYHp6ekOL5RHgtwLD5/091FyQUzwkWrNUER771ofZDZXnlxA1PWL4qgqDtC/HjZ34vsZWOfjOO0fNq7Gphjz3yMdD6svO9isvq32OwcWNu2d9iPnK2CdH/3R0FQkNmTB2hLScodqwfm/20UreZhlss9jUzsi2yu9evzuGS3UOY9Nbt35RwtZtMtSykyLpT0RFVeltpdX1vyB6ekZWZ1376qx46XL/yPsfn2Ez1f7EPQ/MQwCNKewDPimgMtfNeTI28POTm94ssonq8KZelmvWtU5xSfV1wsvTCquUH7y9ZKeaNoocPVO0qUCUKlW5in4UCsXVcGWkdPlK0ESu3n5KlN5zKFYVfjB2oOKV5hW1XEYQyTV7aoTwgQtYHo/EVf+pOS/XKXqSHL5hw0MGoyKINv7iH1Mq1FflFKIthPa4NQ30i4KnTa0hbxNHj5wcpagqCuM40amO9hhepflMTuNpHHfqxTkhAcImFqcK6bP4q0LDGjZ96p1FVZoBScOrjOLjZwouF+t0GbZ7UxJXsTgMEGAC6vMfPRujMS3fvHP/saxdW7PMAaGb/t/5+FEsjqONeDYWbZa+Zis3XF13ISD3q4PPrv0471ygOsDM85yB9Q4pTbXz1aqQvB1nd9wXRHt6GyziDLYcT5c/lnZclZWV9cLmndlS7y4LZ4NgM00YFkousOm4hesikujJik6nq3p4ctJjNIj2wIosShoc66JztojYxw9etP6FRQgV329/4u7IKVIi/AcBJwE0ppwwMOkbAnH0HiB6GY3oc0m9VqezsZ38L2ctT0u1U2qyzCZjgDRN/7O/Qqe5v8psUgeQ9LSGRlXojo9yf/e2giO0p4UNGvqH3lK9e9++Lfvo58CBA+sWpGdIPS6KoWlvsUtdCxe+GRFIXyL9+80nC6VFWllGFRyZRVs6IfY09H/ammk6IZaCtPMzgtRVBR8EBUUt+3t2jzbuN7GX29744z5Qm6qmSdf4HBk3TdAeNjO9R/7lOQkD3aNOxjxzWRRVjh4sOV40N8xxvhwqhzvGdcV/qDMHzGG9Z4q6S2sbLKoZ8iWSrI//ei4n+/BEdglFk/xMZLWRW8ruzXIsiwm/FmA9wDxHHPf6cUrNiXor6eOMcjr70ESTKuxg9oUrp3U6rSD3DDWlkXZ8tVpxkef5qrBg/vDdgwc19aLS/tnXXDppHdly6h7pWZdtv2ABp9YtrE6Ij+/BRQ58ytBoTqZB9LxJGqQWVYPTycjpvR9+WGcJmDH9/kcnq0kjeX5jZpk9Kf6HQLMA/sA1W2DKRwSEy/n/vD3K8iD7Mmcf1dApg67UiWtZ9bjAqI++KrbulquqLvn8t0Eqboc8L4/PjNrw4zqTab4gCI4GCG0QhNNLZ5yeXrqiY8exc2Lj82UWLrA6O/vDypggskzOg409LtNnTF61Ubl055Ih0mUILb2Xg6e3RNG/5tKVOlOuvn54NJmSmblnpZEPLpyaMlLvnGeLadr4s2iiVgsW04xQNSf1PnGKOpVzA40P6b1473nxwvqmX//pafkTx45+X4z6t62RVxfeMy5hvZzvqMkPP6amvXBvbjrygz2MIzsWpAXa6y7y9//33yIDRHO47MvGjZyy+mfT4sfHz3q174z7xkj3cLFlbeUl9L4r6ftJ+k9eB8b+JMCueTcfN4qQnvuuGrnm3tuGshV3RJCv7CL2Js2kqZNTstk9d8eORZhpIyj/qvUhhxg9OWDdrmpiILt27cpin0vmxkhHfCsTkcNn/k+ZUf3akw+M17ETmA0bNhgEPrhKSi7lyZP/eWys1KgLvvzlfzvua6RxNtr7fKW8cO/dMcoWlwlbWR2C/UzA8YXgZ/VGdX1VgP7RDrCZ4j/Ynf+pXEXppm4SQN6emxpzav8n7zZyoTWsR4V91ObKxw5OPT1TTusYrxlqog2U5bRnqukSGOvDCiT0soCQQS9d0bFNvk+ILcOF96OX5UQya6hJuhxgz8fzMqzxZdNEL//NobBGVgZSdjozdWjQILbMyInTF4UoGvPe331iH5v/evqRoaVG1WvyPVksTB6cL0HmT973kv2eqUDWguMIvXGdlXdc8sgDLH3+gU/XiZqY5em5l+rZOjNo+UPoVT9Or7eeoeuotKjvk00Eeqnyx8khkTT/plYQR3v5LtXb666z1R95970YjbBcLgcbK6PvSjtXaftzY+jg2uIKy3Y5L3PBHc9HLgAAByhJREFUZ8VJA4KHy3k5L4NpfxBoeQxMCy8qNqvCP5P3kd4acfnrW/NKmIa8T1dWm34tx7NjdPs9Z9JZvNwiD6M/kjhXwTn2M1Pp1TdYfFtDJj3uAvrFjTxd2pgj503KTmX2j1L/gy3H0Z7gXQXmYhZHbxOYzHO8o/eM7zfqz4Se8Ly3Ky+rrXUgDgIQuEkCSUlJafRjPxu6Sevs7quhf7y+pybNZ6o3ocCsZ8bT85Fuwqodq2Bn6849XI6ILp5obZ1y70FnrL6r6kb3k+fo/oLLLHQjUYuSxMTEX3XG9roVebTnGGxtX5XLe614OZ37uKl3mXMPZ/utexibH5Fy76oHUke+6Cmuu4WxxiDdL2Z3t3L5ennQM+XrWxj18yigp133HKd3/gGcx3RdGUhvthXp56aXobV1svLoO8nkVtWtK7cX8u5cgfYcg63tq3JJrhUvp3Mfs/2c7aPu4Z7CWBqlsWrpnxLy33ZPj3kIyAKOJ0HLARhDAAIQgAAEINAscJI+m2pobvM8piDgLoCeKXcRzEMAAhCAAAQgAIEOCKAx1QEsJIUABCAAAQhAAALuAmhMuYtgHgIQgAAEIAABCHRAAI2pDmAhKQQgAAEIQAACEHAXQGPKXQTzEIAABCAAAQhAoAMCaEx1AAtJIQABCEAAAhCAgLsAGlPuIpiHAAQgAAEIQAACHRBAY6oDWEgKAQhAAAIQgAAE3AXQmHIXwTwEIAABCEAAAhDogAAaUx3AQlIIQAACEIAABCDgLoDXybiL3KR5+pLSD27Sqrr9aujLRXvSQs6mJvHdvrAo4K0WGEL3l1AcP9JmiOB5/klqMfpWbxSsv9sJDO12JfLxAqExdZM3MP0iuExX+Rl9oWbgTV51t10dtbhKXRpoAVXdtpAoWHcRaKQFuUI/2FcIKaXHjREW3WXX7B7loPvEJdrILu8epUEpIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAL+K8D5cNWVtG6iU/3keRZmcQrHJAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAA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			<wfw:commentRss>http://abricor.fr/2024/05/27/coupe-abricor-phase-12-finale-mardi-28-mai-2024/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Coupe Abricor Phase 2 série EF 1/4 de final mardi 21 mai 2024.</title>
		<link>http://abricor.fr/2024/05/16/coupe-abricor-phase-2-serie-ef-14-de-final-mardi-21-mai-2024/</link>
		<comments>http://abricor.fr/2024/05/16/coupe-abricor-phase-2-serie-ef-14-de-final-mardi-21-mai-2024/#comments</comments>
		<pubDate>Thu, 16 May 2024 14:09:19 +0000</pubDate>
		<dc:creator>Alain</dc:creator>
				<category><![CDATA[Agenda Coupe Abricor]]></category>
		<category><![CDATA[Non classé]]></category>

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		<description><![CDATA[Coupe Abricor Phase 2 série EF 1/4 de final mardi 21 mai 2024
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			<content:encoded><![CDATA[<p>Coupe Abricor Phase 2 série EF 1/4 de final mardi 21 mai 2024</p>
<a class="downloadlink" href="http://abricor.fr/wp-content/plugins/download-monitor/download.php?id=1110" title="Version1 téléchargé 494 fois" >Coupe Abricor Phase 2 série EF 1/4 de final mardi 21 mai 2024 (494)</a>
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		<slash:comments>0</slash:comments>
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		<item>
		<title>Coupe Abricor Phase 2 série B: mardi</title>
		<link>http://abricor.fr/2024/05/10/coupe-abricor-phase-2-serie-b-mardi/</link>
		<comments>http://abricor.fr/2024/05/10/coupe-abricor-phase-2-serie-b-mardi/#comments</comments>
		<pubDate>Fri, 10 May 2024 14:47:19 +0000</pubDate>
		<dc:creator>Alain</dc:creator>
				<category><![CDATA[Agenda Coupe Abricor]]></category>
		<category><![CDATA[Non classé]]></category>

		<guid isPermaLink="false">http://abricor.fr/?p=4526</guid>
		<description><![CDATA[Coupe Abricor Phase 2 série B: mardi
]]></description>
			<content:encoded><![CDATA[<p>Coupe Abricor Phase 2 série B: mardi</p>
<a class="downloadlink" href="http://abricor.fr/wp-content/plugins/download-monitor/download.php?id=1109" title="Version2 téléchargé 425 fois" >Coupe Abricor Phase 2 série B: mardi (425)</a>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Coupe Abricor 2024 Phase 2 série A: lundi</title>
		<link>http://abricor.fr/2024/05/10/coupe-abricor-phase-2-serie-a-lundi/</link>
		<comments>http://abricor.fr/2024/05/10/coupe-abricor-phase-2-serie-a-lundi/#comments</comments>
		<pubDate>Fri, 10 May 2024 12:54:09 +0000</pubDate>
		<dc:creator>Alain</dc:creator>
				<category><![CDATA[Agenda Coupe Abricor]]></category>
		<category><![CDATA[Non classé]]></category>

		<guid isPermaLink="false">http://abricor.fr/?p=4508</guid>
		<description><![CDATA[Coupe Abricor Phase 2 série A: lundi
]]></description>
			<content:encoded><![CDATA[<p>Coupe Abricor Phase 2 série A: lundi</p>
<a class="downloadlink" href="http://abricor.fr/wp-content/plugins/download-monitor/download.php?id=1104" title="Version1 téléchargé 443 fois" >Coupe Abricor Phase 2 série A: lundi (443)</a>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Coupe Abricor Phase 1 série B: mardi</title>
		<link>http://abricor.fr/2024/04/18/coupe-abricor-phase-1-serie-b-mardi/</link>
		<comments>http://abricor.fr/2024/04/18/coupe-abricor-phase-1-serie-b-mardi/#comments</comments>
		<pubDate>Thu, 18 Apr 2024 14:15:42 +0000</pubDate>
		<dc:creator>Alain</dc:creator>
				<category><![CDATA[Agenda Coupe Abricor]]></category>
		<category><![CDATA[Non classé]]></category>

		<guid isPermaLink="false">http://abricor.fr/?p=4501</guid>
		<description><![CDATA[Coupe Abricor Phase 1 série B avec l&#8217;équipe Air France 2 joué les mardis
]]></description>
			<content:encoded><![CDATA[<p>Coupe Abricor Phase 1 série B avec l&#8217;équipe Air France 2 joué les mardis</p>
<a class="downloadlink" href="http://abricor.fr/wp-content/plugins/download-monitor/download.php?id=1103" title="Version1 téléchargé 446 fois" >Coupe Abricor Phase 1 série B avec l\'équipe Air France 2  (446)</a>
]]></content:encoded>
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		</item>
		<item>
		<title>Coupe Abricor Phase 1 série A: lundi</title>
		<link>http://abricor.fr/2024/04/18/coupe-abricor-phase-1-serie-a-lundi/</link>
		<comments>http://abricor.fr/2024/04/18/coupe-abricor-phase-1-serie-a-lundi/#comments</comments>
		<pubDate>Thu, 18 Apr 2024 14:13:59 +0000</pubDate>
		<dc:creator>Alain</dc:creator>
				<category><![CDATA[Agenda Coupe Abricor]]></category>
		<category><![CDATA[Non classé]]></category>

		<guid isPermaLink="false">http://abricor.fr/?p=4496</guid>
		<description><![CDATA[Coupe Abricor Phase 1 série A: lundi
]]></description>
			<content:encoded><![CDATA[<p>Coupe Abricor Phase 1 série A: lundi</p>
<a class="downloadlink" href="http://abricor.fr/wp-content/plugins/download-monitor/download.php?id=1100" title="Version1 téléchargé 478 fois" >Coupe Abricor Phase 1 série A: lundi (478)</a>
]]></content:encoded>
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		</item>
		<item>
		<title>Agenda Coupe ABRICOR</title>
		<link>http://abricor.fr/2024/02/27/agenda-coupe-abricor/</link>
		<comments>http://abricor.fr/2024/02/27/agenda-coupe-abricor/#comments</comments>
		<pubDate>Tue, 27 Feb 2024 10:19:28 +0000</pubDate>
		<dc:creator>Alain</dc:creator>
				<category><![CDATA[Agenda Coupe Abricor]]></category>

		<guid isPermaLink="false">http://abricor.fr/?p=4404</guid>
		<description><![CDATA[Phase 1: (équipes de division 2, de division 3 et équipes &#171;&#160;extérieures&#160;&#187;)

Série A : (28 équipes au maximum) :  les lundis 22, 29 avril et lundi 6 mai 2024
Série B : (28 équipes au maximum) : les mardis 23, 30 avril et mardi 7 mai 2024

Phase 2 : (équipes de division 1 et équipes qualifiées de la phase [...]]]></description>
			<content:encoded><![CDATA[<p><span style="color: #ff0000;"><span style="text-decoration: underline;">Phase 1</span><span style="text-decoration: underline;">:</span></span> (équipes de division 2, de division 3 et équipes &laquo;&nbsp;extérieures&nbsp;&raquo;)</p>
<ul>
<li>Série A : (28 équipes au maximum) :  les lundis 22, 29 avril et lundi 6 mai 2024</li>
<li>Série B : (28 équipes au maximum) : les mardis 23, 30 avril et mardi 7 mai 2024</li>
</ul>
<p><span style="text-decoration: underline;"><span style="color: #ff0000;">Phase 2 :</span></span> (équipes de division 1 et équipes qualifiées de la phase 1) :</p>
<ul>
<li>1/8 de finale &laquo;&nbsp;série C&nbsp;&raquo; : (16 équipes ) :</li>
<li>1/8 de finale &laquo;&nbsp;série D&nbsp;&raquo; : (16 équipes) :</li>
</ul>
<p><span style="text-decoration: underline;">Phase Finale :</span></p>
<ul>
<li>1/4 de finale &laquo;&nbsp;série EF&nbsp;&raquo;: (16 équipes ) :</li>
<li>1/2 finale &laquo;&nbsp;série G&nbsp;&raquo;: (4 équipes)  :</li>
<li>Finale : à la convenance des deux capitaines avant la date de l&#8217;AG.</li>
</ul>
<p><span style="text-decoration: underline;">Attention :</span> <span style="color: #ff0000;"><span style="text-decoration: underline;">La date limite d&#8217;inscription est fixée</span> au <span style="text-decoration: underline;">15  avril 2024</span> <span style="color: #000000;">p</span></span>our TOUTES les équipes (division 1 comprise)</p>
<p>Le règlement de cette compétition est dans l&#8217;onglet &laquo;&nbsp;règlement&nbsp;&raquo;.</p>
<p>Une ou plusieurs équipe(s)  issue(s)  de la division 1 pourra (pourront) être acceptée(s)  en phase de qualification dans la mesure du nombre maximum à respecter et de la parité de ce dernier.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>Coupe Abricor &#8211; Inscription 2022-2023</title>
		<link>http://abricor.fr/2023/03/30/coupe-abricor-inscription/</link>
		<comments>http://abricor.fr/2023/03/30/coupe-abricor-inscription/#comments</comments>
		<pubDate>Thu, 30 Mar 2023 19:13:49 +0000</pubDate>
		<dc:creator>Brigitte D</dc:creator>
				<category><![CDATA[Agenda Coupe Abricor]]></category>
		<category><![CDATA[Coupe Abricor]]></category>
		<category><![CDATA[Inscription]]></category>
		<category><![CDATA[Saison 2022-2023]]></category>

		<guid isPermaLink="false">http://abricor.fr/?p=4230</guid>
		<description><![CDATA[La fiche d&#8217;inscription 2024 est disponible ici  ==&#62;: 
Merci de vous inscrire avant le 15 avril au plus tard en envoyant votre fichier d&#8217;inscription à l&#8217;adresse suivante
chpt@abricor.fr
]]></description>
			<content:encoded><![CDATA[<p><span style="color: #ff0000;"><span style="text-decoration: underline;">La fiche d&#8217;inscription 2024 est disponible ici  ==&gt;</span></span>: <a class="downloadlink" href="http://abricor.fr/wp-content/plugins/download-monitor/download.php?id=1094" title="Version1 téléchargé 392 fois" >fichier d\'inscription 2024 Coupe ABRICOR (392)</a></p>
<p>Merci de vous inscrire avant le 15 avril au plus tard en envoyant votre fichier d&#8217;inscription à l&#8217;adresse suivante</p>
<p><span style="color: #ff0000;">chpt@abricor.fr</span></p>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Agenda 2024 de la Coupe ABRICOR</title>
		<link>http://abricor.fr/2022/09/02/agenda-2022-2023-de-labricor-pour-le-championnat-et-la-coupe/</link>
		<comments>http://abricor.fr/2022/09/02/agenda-2022-2023-de-labricor-pour-le-championnat-et-la-coupe/#comments</comments>
		<pubDate>Fri, 02 Sep 2022 14:22:49 +0000</pubDate>
		<dc:creator>Brigitte D</dc:creator>
				<category><![CDATA[Agenda Coupe Abricor]]></category>
		<category><![CDATA[Agenda division 1]]></category>
		<category><![CDATA[Agenda division 2A]]></category>
		<category><![CDATA[Agenda division 2B]]></category>
		<category><![CDATA[Saison 2022-2023]]></category>

		<guid isPermaLink="false">http://abricor.fr/?p=4106</guid>
		<description><![CDATA[L&#8217;agenda  de la Coupe 2024 est le suivant :




















Coupe Abricor 2024


















































Tour 1-1

Série A
22 avril 2024
ou
Série B
23 avril 2024

























Tour 1-2

Série A
29 avril 2024
ou
Série B
30 avril 2024

























Tour 1-3

Série A
6 mai 2024
ou
Série B
7 mai 2024











































]]></description>
			<content:encoded><![CDATA[<p><span style="font-weight: bold; text-decoration: underline;">L&#8217;agenda  de la Coupe 2024 est le suivant :</span></p>
<table border="0" cellspacing="0" cellpadding="0" width="602">
<colgroup>
<col width="28"></col>
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<col width="52"></col>
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<col width="17"></col>
<col span="2" width="52"></col>
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<col span="2" width="52"></col>
<col width="17"></col>
<col span="2" width="52"></col>
<col width="10"></col>
<col width="18"></col>
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<tbody>
<tr height="7">
<td height="7"></td>
<td></td>
<td colspan="13" rowspan="2">Coupe Abricor 2024</td>
<td></td>
<td></td>
</tr>
<tr height="18">
<td height="18"></td>
<td></td>
<td></td>
<td></td>
</tr>
<tr height="13">
<td height="13"></td>
<td></td>
<td></td>
<td></td>
<td></td>
<td></td>
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<td></td>
<td></td>
<td></td>
<td></td>
</tr>
<tr height="7">
<td height="7"></td>
<td></td>
<td></td>
<td></td>
<td></td>
<td></td>
<td></td>
<td></td>
<td></td>
<td></td>
<td></td>
<td></td>
<td></td>
<td></td>
<td></td>
<td></td>
<td></td>
</tr>
<tr height="15">
<td height="15"></td>
<td></td>
<td>Tour 1-1</td>
<td></td>
<td>Série A</td>
<td colspan="4">22 avril 2024</td>
<td>ou</td>
<td>Série B</td>
<td colspan="4">23 avril 2024</td>
<td></td>
<td></td>
</tr>
<tr height="15">
<td height="15"></td>
<td></td>
<td></td>
<td></td>
<td></td>
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<td></td>
<td></td>
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<td></td>
<td></td>
<td></td>
</tr>
<tr height="15">
<td height="15"></td>
<td></td>
<td>Tour 1-2</td>
<td></td>
<td>Série A</td>
<td colspan="4">29 avril 2024</td>
<td>ou</td>
<td>Série B</td>
<td colspan="4">30 avril 2024</td>
<td></td>
<td></td>
</tr>
<tr height="15">
<td height="15"></td>
<td></td>
<td></td>
<td></td>
<td></td>
<td></td>
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<td></td>
<td></td>
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<td></td>
<td></td>
<td></td>
<td></td>
</tr>
<tr height="15">
<td height="15"></td>
<td></td>
<td>Tour 1-3</td>
<td></td>
<td>Série A</td>
<td colspan="4">6 mai 2024</td>
<td>ou</td>
<td>Série B</td>
<td colspan="4">7 mai 2024</td>
<td></td>
<td></td>
</tr>
<tr height="7">
<td height="7"></td>
<td></td>
<td></td>
<td></td>
<td></td>
<td></td>
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</tr>
<tr height="13">
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<td></td>
<td></td>
<td></td>
</tr>
</tbody>
</table>
]]></content:encoded>
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		</item>
		<item>
		<title>Organisation de la Coupe Abricor 2021-22</title>
		<link>http://abricor.fr/2022/03/29/organisation-de-la-coupe-abricor-2021-22/</link>
		<comments>http://abricor.fr/2022/03/29/organisation-de-la-coupe-abricor-2021-22/#comments</comments>
		<pubDate>Tue, 29 Mar 2022 07:34:16 +0000</pubDate>
		<dc:creator>Brigitte D</dc:creator>
				<category><![CDATA[Agenda Coupe Abricor]]></category>
		<category><![CDATA[Saison 2021-2022]]></category>

		<guid isPermaLink="false">http://abricor.fr/?p=4036</guid>
		<description><![CDATA[La coupe Abricor permet les rencontres d&#8217;équipes de 4 personnes.
Chaque équipe du championnat peut inscrire de une à 3 équipes pour la Coupe : le fichier d&#8217;inscription est ici : .
par exemple BDF2-équipe , BDF2-équipe 2, BDF2, équipe 3
Tout comme le championnat, cette coupe permet l&#8217;attribution de PE aux participants.
Afin de mieux organiser ces rencontres [...]]]></description>
			<content:encoded><![CDATA[<p>La <span style="text-decoration: underline;"><strong>coupe Abrico</strong><strong>r</strong></span> permet les rencontres d&#8217;équipes de 4 personnes.</p>
<p>Chaque équipe du championnat peut inscrire <strong>de une à 3 équipes</strong> pour la Coupe : le fichier d&#8217;inscription est ici : <a class="downloadlink" href="http://abricor.fr/wp-content/plugins/download-monitor/download.php?id=952" title=" téléchargé 588 fois" >Fichier inscription coupe Abricor (588)</a>.</p>
<p>par exemple BDF2-équipe , BDF2-équipe 2, BDF2, équipe 3</p>
<p>Tout comme le championnat, cette coupe permet l&#8217;attribution de PE aux participants.</p>
<p>Afin de mieux organiser ces rencontres (tirage au sort des numéros), <strong>toutes </strong>les équipes doivent retourner leurs inscriptions à l&#8217;adresse <span style="text-decoration: underline;">chpt@abricor.fr</span> <span style="text-decoration: underline;"> avant</span> mi avril.</p>
<p>Les équipes de la division 1 ne participent pas au tour 1 mais doivent toutefois envoyer leurs inscriptions dans les délais.</p>
<p><span style="text-decoration: underline;">Deux poules sont prévues : Les lundis et les mardis selon le calendrier suivant :</span></p>
<p><span style="text-decoration: underline;"><img src="data:image/png;base64,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" alt="" /></span></p>
]]></content:encoded>
			<wfw:commentRss>http://abricor.fr/2022/03/29/organisation-de-la-coupe-abricor-2021-22/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Calendrier prévisionnel saison 2021-2022 et lancement de la saison</title>
		<link>http://abricor.fr/2021/07/14/calendrier-previsionnel-saison-2021-2022/</link>
		<comments>http://abricor.fr/2021/07/14/calendrier-previsionnel-saison-2021-2022/#comments</comments>
		<pubDate>Wed, 14 Jul 2021 07:55:59 +0000</pubDate>
		<dc:creator>Brigitte D</dc:creator>
				<category><![CDATA[Agenda Coupe Abricor]]></category>
		<category><![CDATA[Agenda division 1]]></category>
		<category><![CDATA[Agenda division 2A]]></category>
		<category><![CDATA[Agenda division 2B]]></category>
		<category><![CDATA[Calendrier]]></category>
		<category><![CDATA[Saison 2021-2022]]></category>

		<guid isPermaLink="false">http://abricor.fr/?p=3861</guid>
		<description><![CDATA[Le calendrier prévisionnel également publié sur le site du Comité de Paris prend en compte un retour à la normalité des compétitions pour fin octobre.
Une réunion de bureau se tiendra le 24 septembre pour décider du calendrier selon les inscriptions reçues et les informations d&#8217;accès au comité de Paris
Calendrier global prenant en compte les congés [...]]]></description>
			<content:encoded><![CDATA[<p>Le calendrier prévisionnel également publié sur le site du Comité de Paris prend en compte un retour à la normalité des compétitions pour fin octobre.</p>
<p><strong>Une réunion de bureau se tiendra le 24 septembre pour décider du calendrier selon les inscriptions reçues et les informations d&#8217;accès au comité de Paris</strong></p>
<p>Calendrier global prenant en compte les congés scolaires de la zone C : <a class="downloadlink" href="http://abricor.fr/wp-content/plugins/download-monitor/download.php?id=892" title=" téléchargé 779 fois" >Saison 2021-2022 (779)</a></p>
<p>Synthèse de ce calendrier par poule  et pour la coupe : <a class="downloadlink" href="http://abricor.fr/wp-content/plugins/download-monitor/download.php?id=893" title=" téléchargé 791 fois" >Synthèse saison 2021-2022 (791)</a></p>
]]></content:encoded>
			<wfw:commentRss>http://abricor.fr/2021/07/14/calendrier-previsionnel-saison-2021-2022/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>calendrier 2020-2021</title>
		<link>http://abricor.fr/2020/08/08/calendrier-2020-2021/</link>
		<comments>http://abricor.fr/2020/08/08/calendrier-2020-2021/#comments</comments>
		<pubDate>Sat, 08 Aug 2020 13:04:35 +0000</pubDate>
		<dc:creator>Brigitte D</dc:creator>
				<category><![CDATA[Agenda Coupe Abricor]]></category>
		<category><![CDATA[Agenda division 1]]></category>
		<category><![CDATA[Agenda division 2A]]></category>
		<category><![CDATA[Agenda division 2B]]></category>
		<category><![CDATA[Calendrier]]></category>
		<category><![CDATA[Saison 2020-2021]]></category>

		<guid isPermaLink="false">http://abricor.fr/?p=3681</guid>
		<description><![CDATA[Le calendrier de la saison 2020-2021 est disponible ici :
Les calendriers par poule seront disponibles dès que chaque équipe aura fourni son inscription.
]]></description>
			<content:encoded><![CDATA[<p>Le calendrier de la saison 2020-2021 est disponible ici :<br />
<a class="downloadlink" href="http://abricor.fr/wp-content/plugins/download-monitor/download.php?id=824" title=" téléchargé 1091 fois" >Calendrier Abricor de la saison 2020-2021 (1091)</a></p>
<p>Les calendriers par poule seront<span style="text-decoration: underline;"> disponibles dès que chaque équipe</span> aura fourni son inscription.</p>
]]></content:encoded>
			<wfw:commentRss>http://abricor.fr/2020/08/08/calendrier-2020-2021/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Aucune compétition Abricor entre le 13 mars et le 19 Avril  2020</title>
		<link>http://abricor.fr/2020/03/13/aucune-competition-abricor-entre-le-13-mars-et-le-19-avril-2020/</link>
		<comments>http://abricor.fr/2020/03/13/aucune-competition-abricor-entre-le-13-mars-et-le-19-avril-2020/#comments</comments>
		<pubDate>Fri, 13 Mar 2020 07:27:10 +0000</pubDate>
		<dc:creator>Brigitte D</dc:creator>
				<category><![CDATA[Agenda Coupe Abricor]]></category>
		<category><![CDATA[Agenda division 1]]></category>
		<category><![CDATA[Agenda division 2A]]></category>
		<category><![CDATA[Agenda division 2B]]></category>

		<guid isPermaLink="false">http://abricor.fr/?p=3643</guid>
		<description><![CDATA[Pour les matchs du championnat devant se tenir entre le 13 mars et le 19 avril,  les dates sont reportées à de nouvelles dates qui seront communiquées ultérieurement.
Division 2A : les dates concernées par ces reports  sont les 16 mars et 30 mars
Division 2A : les dates concernées par ces reports sont les 17 mars [...]]]></description>
			<content:encoded><![CDATA[<p>Pour les matchs du championnat devant se tenir entre le 13 mars et le 19 avril,  <strong><span style="text-decoration: underline;"><span style="color: #ff0000;">les dates sont reportées </span></span></strong>à de nouvelles dates qui seront communiquées ultérieurement.</p>
<p><span style="text-decoration: underline;"><span style="color: #3366ff;">Division 2A :</span></span> les dates concernées par ces reports  sont les <span style="color: #ff0000;">16 mars</span> et <span style="color: #ff0000;">30 mars</span></p>
<p><span style="text-decoration: underline;"><span style="color: #3366ff;">Division 2A </span></span>: les dates concernées par ces reports sont les <span style="color: #ff0000;">17 mars</span> et <span style="color: #ff0000;">31 mars</span></p>
<p><span style="text-decoration: underline;"><span style="color: #3366ff;">Division 3 </span></span>: Aucun match concerné par ces reports</p>
<p><span style="text-decoration: underline;"><span style="color: #3366ff;">Division 1 :</span></span> la seule date concernée par ces reports est le <span style="color: #ff0000;">24 mars</span>.</p>
<p><strong>Ceci ne remet pas en question la tenue de la Coupe Abricor </strong>dont une seule date risque d&#8217;être décalée. Merci de nous envoyer vos inscriptions avant le<strong> 15 avril.</strong></p>
]]></content:encoded>
			<wfw:commentRss>http://abricor.fr/2020/03/13/aucune-competition-abricor-entre-le-13-mars-et-le-19-avril-2020/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Agenda Coupe Abricor 2024</title>
		<link>http://abricor.fr/2020/03/10/agenda-coupe-abricor-2020/</link>
		<comments>http://abricor.fr/2020/03/10/agenda-coupe-abricor-2020/#comments</comments>
		<pubDate>Tue, 10 Mar 2020 06:59:40 +0000</pubDate>
		<dc:creator>Brigitte D</dc:creator>
				<category><![CDATA[Agenda Coupe Abricor]]></category>
		<category><![CDATA[Calendrier]]></category>

		<guid isPermaLink="false">http://abricor.fr/?p=3635</guid>
		<description><![CDATA[Phase 1: (équipes de division 2, de division 3 et équipes &#171;&#160;extérieures&#160;&#187;) 

Série A : (28 équipes au maximum) :  les lundis 22, 29 avril et lundi 6 mai 2024
Série B : (28 équipes au maximum) : les mardis 23, 30 avril et mardi 7 mai 2024

Phase 2 : (équipes de division 1 et équipes [...]]]></description>
			<content:encoded><![CDATA[<p><span style="color: #339966;"><strong><span style="text-decoration: underline;">Phase 1</span></strong><span style="color: #000000;"><span style="text-decoration: underline;">:</span> (équipes de division 2, de division 3 et équipes &laquo;&nbsp;extérieures&nbsp;&raquo;) </span></span></p>
<ul>
<li><span style="color: #339966;"><span style="color: #000000;"><span style="color: #339966;"><strong>Série A : </strong><span style="color: #000000;">(28 équipes au maximum) :  les lundis 22, 29 avril et lundi 6 mai 2024</span></span></span></span></li>
<li><span style="color: #339966;"><span style="color: #000000;"><span style="color: #339966;"><strong>Série B : </strong><span style="color: #000000;">(28 équipes au maximum) : les mardis 23, 30 avril et mardi 7 mai 2024</span></span></span></span></li>
</ul>
<p><span style="color: #339966;"><span style="color: #000000;"><span style="color: #ff0000;"><span style="text-decoration: underline;"><strong>Phase 2</strong> :</span><span style="color: #000000;"> (équipes de division 1 et équipes qualifiées de la phase 1) :</span></span></span></span></p>
<ul>
<li><span style="color: #339966;"><span style="color: #000000;"><span style="color: #ff0000;"><strong>1/8 de finale &laquo;&nbsp;série C&nbsp;&raquo; : </strong><span style="color: #000000;">(16 équipes ) : </span></span></span></span></li>
<li><span style="color: #339966;"><span style="color: #000000;"><span style="color: #ff0000;"><strong>1/8 de finale &laquo;&nbsp;série D&nbsp;&raquo; : </strong><span style="color: #000000;">(16 équipes) : </span><br />
</span></span></span></li>
</ul>
<p><span style="color: #339966;"><span style="color: #000000;"><span style="color: #339966;"><strong><span style="color: #ff00ff;"><span style="text-decoration: underline;">Phase Finale :</span></span></strong></span></span></span></p>
<p><span style="color: #ff00ff;"> </span></p>
<ul>
<li><strong><span style="color: #ff00ff;">1/4 de finale &laquo;&nbsp;série EF&nbsp;&raquo;</span></strong><span style="color: #000000;"><span style="color: #ff00ff;">:</span> (16 équipes ) : </span></li>
<li><strong><span style="color: #ff00ff;">1/2 finale &laquo;&nbsp;série G&nbsp;&raquo;:</span> </strong><span style="color: #000000;">(4 équipes)  : </span></li>
<li><strong><span style="color: #ff00ff;">Finale : </span></strong><span style="color: #000000;">à la convenance des deux capitaines avant la date de l&#8217;AG.</span></li>
</ul>
<p><span style="color: #ff0000;"><strong><span style="text-decoration: underline;">Attention :</span> </strong><span style="color: #000000;">La <span style="color: #ff0000;"><span style="color: #000000;">date limite d&#8217;inscription est fixée</span> <span style="color: #000000;">au<strong> </strong></span><strong><span style="text-decoration: underline;">15  avril 2024</span> </strong><span style="color: #000000;">pour TOUTES les équipes (division 1 comprise)</span></span></span></span></p>
<p><span style="color: #ff0000;"><span style="color: #000000;"><span style="color: #ff0000;"><span style="color: #000000;">Le règlement de cette compétition est dans l&#8217;onglet &laquo;&nbsp;règlement&nbsp;&raquo;.</span></span></span></span></p>
<p><span style="color: #ff0000;"><span style="color: #000000;"><span style="color: #ff0000;"><span style="color: #000000;">Une ou plusieurs équipe(s)  issue(s)  de la division 1 pourra (pourront) être acceptée(s)  en phase de qualification dans la mesure du nombre maximum à respecter et de la parité de ce dernier.</span></span></span></span></p>
]]></content:encoded>
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		<title>Organisation de la coupe Abricor</title>
		<link>http://abricor.fr/2019/05/23/organisation-de-la-coupe-abricor/</link>
		<comments>http://abricor.fr/2019/05/23/organisation-de-la-coupe-abricor/#comments</comments>
		<pubDate>Thu, 23 May 2019 12:59:53 +0000</pubDate>
		<dc:creator>Brigitte D</dc:creator>
				<category><![CDATA[Agenda Coupe Abricor]]></category>

		<guid isPermaLink="false">http://abricor.fr/?p=3293</guid>
		<description><![CDATA[Séries C et D (8ièmes de finale) :
Les tirages au sort des matchs des séries C et D ont eu lieu ; Les matchs seront publiés le 24/05
Demi finale de la coupe :
La date de la demi finale a dû être modifiée du fait du Trophée Open de France des Comités ; Elle est désormais [...]]]></description>
			<content:encoded><![CDATA[<p><strong><span style="color: #3366ff;">Séries C et D (8ièmes de finale) :</span></strong></p>
<p>Les tirages au sort des matchs des séries C et D ont eu lieu ; Les matchs seront publiés le 24/05</p>
<p><span style="color: #3366ff;"><strong>Demi finale de la coupe :</strong></span></p>
<p>La date de la demi finale a dû être modifiée du fait du Trophée Open de France des Comités ; Elle est désormais fixée au jeudi 13 juin.</p>
]]></content:encoded>
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		<title>Coupe Abricor 2019 : tableaux des rencontres des séries A et B</title>
		<link>http://abricor.fr/2019/04/08/coupe-abricor-2019-tableaux-des-rencontres-des-series-a-et-b/</link>
		<comments>http://abricor.fr/2019/04/08/coupe-abricor-2019-tableaux-des-rencontres-des-series-a-et-b/#comments</comments>
		<pubDate>Mon, 08 Apr 2019 06:25:07 +0000</pubDate>
		<dc:creator>Brigitte D</dc:creator>
				<category><![CDATA[Agenda Coupe Abricor]]></category>
		<category><![CDATA[Coupe Abricor]]></category>

		<guid isPermaLink="false">http://abricor.fr/?p=3237</guid>
		<description><![CDATA[Série A des lundis 15 avril, 13 et 20 mai 2019 :
 Série B des mardis 16 avril, 14 et 21 mai 2019 : 
]]></description>
			<content:encoded><![CDATA[<p><strong><span style="color: #ff0000;">Série A des lundis 15 avril, 13 et 20 mai 2019</span> </strong>: <a class="downloadlink" href="http://abricor.fr/wp-content/plugins/download-monitor/download.php?id=693" title=" téléchargé 1056 fois" >Coupe Abricor 2019 - tableau série A (1056)</a><br />
<strong><span style="color: #0000ff;"> Série B des mardis 16 avril, 14 et 21 mai 2019</span> </strong>: <span style="color: #ff0000;"><span style="color: #000000;"><a class="downloadlink" href="http://abricor.fr/wp-content/plugins/download-monitor/download.php?id=703" title=" téléchargé 832 fois" >Coupe Abricor 2019 - Tableau série B (832)</a></span></span></p>
]]></content:encoded>
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		<title>Agenda Coupe Abricor 2019</title>
		<link>http://abricor.fr/2019/03/11/agenda-coupe-abricor-2019/</link>
		<comments>http://abricor.fr/2019/03/11/agenda-coupe-abricor-2019/#comments</comments>
		<pubDate>Mon, 11 Mar 2019 07:12:33 +0000</pubDate>
		<dc:creator>Brigitte D</dc:creator>
				<category><![CDATA[Agenda Coupe Abricor]]></category>
		<category><![CDATA[Coupe Abricor]]></category>

		<guid isPermaLink="false">http://abricor.fr/?p=3189</guid>
		<description><![CDATA[Phase 1 (équipes de division 2, de division 3 et équipes « extérieures ») :
•série A (28 équipes au maximum) : les lundis 15 avril, 13 et 20 mai 2019
•série B (28 équipes au maximum) : les mardis 16 avril, 14 et 21mai 2019
Phase 2 (équipes de division 1 et équipes qualifiées de la phase [...]]]></description>
			<content:encoded><![CDATA[<p><span style="color: #808000;"><strong><span style="color: #008000;">Phase 1</span></strong></span> (équipes de division 2, de division 3 et équipes « extérieures ») :</p>
<p>•<span style="color: #808000;"><strong><span style="color: #008000;">série A</span></strong></span> (28 équipes au maximum) : les lundis 15 avril, 13 et 20 mai 2019<br />
•<span style="color: #808000;"><strong><span style="color: #008000;">série B</span></strong></span> (28 équipes au maximum) : les mardis 16 avril, 14 et 21mai 2019</p>
<p><strong><span style="color: #ff0000;">Phase 2</span></strong> (équipes de division 1 et équipes qualifiées de la phase 1) :</p>
<p>•<span style="color: #ff0000;"><strong>1/8e de finale « série C »</strong></span> (16 équipes) : le lundi 27 mai 2019<br />
<strong><span style="color: #ff0000;"> •1/8e de finale « série D »</span> </strong>(16 équipes) : le mardi 28 mai 2019</p>
<p><span style="color: #ff00ff;"><strong>Phase finale :</strong></span></p>
<p><strong><span style="color: #ff00ff;">•1/4 de finale « série EF »</span></strong> (16 équipes) : le mardi 4 juin 2019<br />
•<strong><span style="color: #ff00ff;">1/2 finale « série G »</span></strong> (4 équipes) : le mardi 11 juin 2019<br />
•<strong><span style="color: #ff00ff;">Finale :</span></strong> le lundi 17 juin 2019 ou convenance entre les deux capitaines</p>
<p><strong><span style="color: #ff0000;">Attention :</span></strong> la <strong><span style="color: #ff0000;">DLI</span></strong> (date limite d’inscription) est fixée au <strong><span style="color: #ff0000;">29 mars 2019</span></strong> pour toutes les équipes, <strong><span style="color: #ff0000;">celles de division 1 comprises</span></strong> (cf. Règlement de la Coupe Abricor dans l’onglet « Règlements »)</p>
]]></content:encoded>
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		<title>Agenda Coupe Abricor 2018</title>
		<link>http://abricor.fr/2017/09/04/agenda-coupe-abricor-2018/</link>
		<comments>http://abricor.fr/2017/09/04/agenda-coupe-abricor-2018/#comments</comments>
		<pubDate>Mon, 04 Sep 2017 15:57:35 +0000</pubDate>
		<dc:creator>Gérard</dc:creator>
				<category><![CDATA[Agenda Coupe Abricor]]></category>

		<guid isPermaLink="false">http://abricor.fr/?p=2644</guid>
		<description><![CDATA[
Phase 1 (équipes de division 2, de division 3 et équipes « extérieures ») :





série A (28 équipes au maximum) : les lundis 26 mars, 9 avril et 14 mai 2018
série B (28 équipes au maximum) : les mardis 27 mars, 10 avril et 15 mai 2018

Phase  2 (équipes de division 1 et équipes qualifiées de [...]]]></description>
			<content:encoded><![CDATA[<div>
<p><span style="color: #808000;"><strong>Phase 1</strong></span> (équipes de division 2, de division 3 et équipes <em>« extérieures »</em>) :</p>
<div>
<div>
<div>
<div>
<ul>
<li><strong><span style="color: #808000;">série A</span> </strong>(28 équipes au maximum)<strong> :</strong> les lundis 26 mars, 9 avril et 14 mai 2018</li>
<li><strong><span style="color: #808000;">série B</span> </strong>(28 équipes au maximum)<strong> :</strong> les mardis 27 mars, 10 avril et 15 mai 2018</li>
</ul>
<p><span style="color: #993300;"><strong>Phase  2</strong></span> (équipes de division 1 et équipes qualifiées de la phase 1) :</p>
<ul>
<li><strong><span style="color: #993300;">1/8e de finale « série C »</span> </strong>(16 équipes) : le lundi 28 mai 2018</li>
<li><strong><span style="color: #993300;">1/8e de finale « série D »</span> </strong>(16 équipes) : le mardi 29 mai 2018</li>
<li><strong><span style="color: #993300;">1/4  de finale « série EF »</span> </strong>(16 équipes) : le mardi 5 juin 2018</li>
<li><strong><span style="color: #993300;">1/2 finale « série G »</span> </strong>(4 équipes) : le mardi 12 juin 2018</li>
<li><span style="color: #993300;"><strong>Finale :</strong></span> le lundi 18 juin 2018 ou convenance entre les deux capitaines</li>
</ul>
<p><span style="color: #808000;"><strong>Attention :</strong></span> la <span style="color: #808000;"><strong>DLI</strong></span> (date limite d’inscription) est fixée au <span style="color: #808000;"><strong>11 mars 2018</strong></span> pour toutes les équipes, <span style="color: #808000;"><strong>celles de division 1 comprises</strong></span> (<em>cf.</em> Règlement de la Coupe Abricor dans l’onglet <span style="color: #003366;"><strong>« Règlements »</strong></span>)</p>
</div>
</div>
</div>
</div>
</div>
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		<title>Agenda Coupe Abricor 2017</title>
		<link>http://abricor.fr/2017/03/21/agenda-coupe-abricor-2017/</link>
		<comments>http://abricor.fr/2017/03/21/agenda-coupe-abricor-2017/#comments</comments>
		<pubDate>Tue, 21 Mar 2017 11:44:30 +0000</pubDate>
		<dc:creator>Gérard</dc:creator>
				<category><![CDATA[Agenda Coupe Abricor]]></category>

		<guid isPermaLink="false">http://abricor.fr/?p=2529</guid>
		<description><![CDATA[Phase 1 (équipes de division 2, de division 3 et équipes « extérieures ») :





série A (28 équipes au maximum) : les lundis 24 avril, 15 et 22 mai 2017
série B (28 équipes au maximum) : les mardis 25 avril, 16 et 23 mai 2017

Phase  2 (équipes de division 1 et équipes qualifiées de la phase [...]]]></description>
			<content:encoded><![CDATA[<p><span style="color: #993300;"><strong>Phase 1</strong></span> (équipes de division 2, de division 3 et équipes <em>« extérieures »</em>) :</p>
<div>
<div>
<div>
<div>
<ul>
<li><strong><span style="color: #993300;">série A</span> </strong>(28 équipes au maximum)<strong> :</strong> les lundis 24 avril, 15 et 22 mai 2017</li>
<li><strong><span style="color: #993300;">série B</span> </strong>(28 équipes au maximum)<strong> :</strong> les mardis 25 avril, 16 et 23 mai 2017</li>
</ul>
<p><span style="color: #000080;"><strong>Phase  2</strong></span> (équipes de division 1 et équipes qualifiées de la phase 1) :</p>
<ul>
<li><strong><span style="color: #000080;">1/8e de finale « série C »</span> </strong>(16 équipes) : le lundi 29 mai 2017</li>
<li><strong><span style="color: #000080;">1/8e de finale « série D »</span> </strong>(16 équipes) : le mardi 30 mai 2017</li>
<li><strong><span style="color: #000080;">1/4  de finale « série EF »</span> </strong>(16 équipes) : le mardi 6 juin 2017</li>
<li><strong><span style="color: #000080;">1/2 finale « série G »</span> </strong>(4 équipes) : le mardi 13 juin 2016</li>
<li><span style="color: #000080;"><strong>Finale :</strong></span> le lundi 19 juin 2017 ou convenance entre les deux capitaines</li>
</ul>
<p><span style="color: #008000;"><strong>Attention :</strong></span> la <span style="color: #008000;"><span style="text-decoration: underline;"><strong>DLI</strong></span></span> (date limite d’inscription) est fixée au <span style="color: #008000;"><span style="text-decoration: underline;"><strong>11 avril 2017</strong></span></span> pour toutes les équipes, <span style="color: #008000;"><strong>celles de division 1 comprises</strong></span> (<em>cf.</em> Règlement de la Coupe Abricor dans l’onglet <span style="color: #800000;"><strong>« Règlements »</strong></span>)</p>
</div>
</div>
</div>
</div>
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		<title>Agenda Coupe Abricor 2016</title>
		<link>http://abricor.fr/2016/01/26/agenda-coupe-abricor-2016/</link>
		<comments>http://abricor.fr/2016/01/26/agenda-coupe-abricor-2016/#comments</comments>
		<pubDate>Tue, 26 Jan 2016 10:58:35 +0000</pubDate>
		<dc:creator>Gérard</dc:creator>
				<category><![CDATA[Agenda Coupe Abricor]]></category>

		<guid isPermaLink="false">http://abricor.fr/?p=2222</guid>
		<description><![CDATA[Phase 1 (équipes de division 2, de division 3 et équipes « extérieures ») :





série A (28 équipes au maximum) : les lundis 2, 9 et 23 mai 2016
série B (28 équipes au maximum) : les mardis 3, 10 et 24 mai 2016

Phase  2 (équipes de division 1 et équipes qualifiées de la phase 1) :

1/8e [...]]]></description>
			<content:encoded><![CDATA[<p><span style="color: #3366ff;"><strong>Phase 1</strong></span> (équipes de division 2, de division 3 et équipes <em>« extérieures »</em>) :</p>
<div>
<div>
<div>
<div>
<ul>
<li><strong><span style="color: #3366ff;">série A</span> </strong>(28 équipes au maximum)<strong> :</strong> les lundis 2, 9 et 23 mai 2016</li>
<li><strong><span style="color: #3366ff;">série B</span> </strong>(28 équipes au maximum)<strong> :</strong> les mardis 3, 10 et 24 mai 2016</li>
</ul>
<p><span style="color: #008000;"><strong>Phase  2</strong></span> (équipes de division 1 et équipes qualifiées de la phase 1) :</p>
<ul>
<li><strong><span style="color: #008000;">1/8e de finale « série C »</span> </strong>(16 équipes) : le lundi 30 mai 2016</li>
<li><strong><span style="color: #008000;">1/8e de finale « série D »</span> </strong>(16 équipes) : le mardi 31 mai 2016</li>
<li><strong><span style="color: #008000;">1/4  de finale « série EF »</span> </strong>(16 équipes) : le mardi 7 juin 2016</li>
<li><strong><span style="color: #008000;">1/2 finale « série G »</span> </strong>(4 équipes) : le mardi 14 juin 2016</li>
<li><strong><span style="color: #008000;">Finale</span> :</strong> le lundi 20 juin 2016 ou convenance entre les deux capitaines</li>
</ul>
<p><span style="color: #800000;"><strong>Attention :</strong></span> la DLI (date limite d’inscription) est fixée au <span style="color: #800000;"><span style="text-decoration: underline;"><strong>14 avril 2016</strong></span></span> pour toutes les équipes, <span style="color: #800000;"><strong>celles de division 1 comprises</strong></span> (<em>cf.</em> Règlement de la Coupe Abricor dans l’onglet <span style="color: #ff6600;"><strong>« Règlements »</strong></span>)</p>
</div>
</div>
</div>
</div>
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		<title>Agenda Coupe Abricor 2015</title>
		<link>http://abricor.fr/2014/06/27/agenda-coupe-abricor-2015/</link>
		<comments>http://abricor.fr/2014/06/27/agenda-coupe-abricor-2015/#comments</comments>
		<pubDate>Fri, 27 Jun 2014 10:24:37 +0000</pubDate>
		<dc:creator>Gérard</dc:creator>
				<category><![CDATA[Agenda Coupe Abricor]]></category>

		<guid isPermaLink="false">http://abricor.fr/?p=1839</guid>
		<description><![CDATA[


Phase 1 (équipes de division 2, de division 3 et équipes « extérieures ») :

série A (28 équipes au maximum) : les lundis 4, 11 et 18 mai 2015
série B (28 équipes au maximum) : les mardis 5, 12 et 19 mai 2015

Phase  2 (équipes de division 1 et équipes qualifiées de la phase 1) :

1/8e [...]]]></description>
			<content:encoded><![CDATA[<div>
<div>
<div>
<p><span style="color: #0000ff;"><strong>Phase 1</strong></span> (équipes de division 2, de division 3 et équipes <em>« extérieures »</em>) :</p>
<ul>
<li><strong><span style="color: #0000ff;">série A</span> </strong>(28 équipes au maximum)<strong> :</strong> les lundis 4, 11 et 18 mai 2015</li>
<li><strong><span style="color: #0000ff;">série B</span> </strong>(28 équipes au maximum)<strong> :</strong> les mardis 5, 12 et 19 mai 2015</li>
</ul>
<p><span style="color: #008000;"><strong>Phase  2</strong></span> (équipes de division 1 et équipes qualifiées de la phase 1) :</p>
<ul>
<li><strong><span style="color: #008000;">1/8e de finale « série C »</span> </strong>(16 équipes) : le lundi 1er juin 2015</li>
<li><strong><span style="color: #008000;">1/8e de finale « série D »</span> </strong>(16 équipes) : le mardi 2 juin 2015</li>
<li><strong><span style="color: #008000;">1/4  de finale « série EF »</span> </strong>(16 équipes) : le mardi 9 juin 2015</li>
<li><strong><span style="color: #008000;">1/2 finale « série G »</span> </strong>(4 équipes) : le mardi 16 juin 2015</li>
<li><strong><span style="color: #008000;">Finale</span> :</strong> le lundi 22 juin 2015 ou convenance entre les deux capitaines</li>
</ul>
<p><span style="color: #800000;"><strong>Attention :</strong></span> la DLI (date limite d’inscription) est fixée au <span style="color: #800000;"><strong>18 avril 2015</strong></span> pour toutes les équipes, <span style="color: #800000;"><strong>celles de division 1 comprises</strong></span> (<em>cf.</em> Règlement de la Coupe Abricor dans l’onglet <span style="color: #ff6600;"><strong>« Règlements »</strong></span>)</p>
</div>
</div>
</div>
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		<title>Agenda Coupe Abricor 2014</title>
		<link>http://abricor.fr/2014/03/18/agenda-coupe-abricor-2014/</link>
		<comments>http://abricor.fr/2014/03/18/agenda-coupe-abricor-2014/#comments</comments>
		<pubDate>Tue, 18 Mar 2014 10:55:32 +0000</pubDate>
		<dc:creator>Gérard</dc:creator>
				<category><![CDATA[Agenda Coupe Abricor]]></category>

		<guid isPermaLink="false">http://abricor.fr/?p=1721</guid>
		<description><![CDATA[

Phase 1 (équipes de division 2, de division 3 et équipes « extérieures ») :

série A (28 équipes au maximum) : les lundis 28 avril, 12 et 19 mai 2014
série B (28 équipes au maximum) : les mardis 29 avril, 13 et 20 mai 2014

Phase  2 (équipes de division 1 et équipes qualifiées de la phase [...]]]></description>
			<content:encoded><![CDATA[<div>
<div>
<p><span style="color: #333399;"><strong>Phase 1</strong></span> (équipes de division 2, de division 3 et équipes « extérieures ») :</p>
<ul>
<li><strong><span style="color: #333399;">série A</span> </strong>(28 équipes au maximum)<strong> :</strong> les lundis 28 avril, 12 et 19 mai 2014</li>
<li><strong><span style="color: #333399;">série B</span> </strong>(28 équipes au maximum)<strong> :</strong> les mardis 29 avril, 13 et 20 mai 2014</li>
</ul>
<p><span style="color: #003300;"><strong>Phase  2</strong></span> (équipes de division 1 et équipes qualifiées de la phase 1 :</p>
<ul>
<li><strong><span style="color: #003300;">1/8e de finale « série C »</span> </strong>(16 équipes) : le lundi 26 mai 2014</li>
<li><strong><span style="color: #003300;">1/8e de finale « série D »</span> </strong>(16 équipes) : le mardi 27 mai 2014</li>
<li><strong><span style="color: #003300;">1/4  de finale « série EF »</span> </strong>(16 équipes) : le mardi 3 juin 2014</li>
<li><strong><span style="color: #003300;">1/2 finale « série G »</span> </strong>(4 équipes) : le mardi 10 juin 2014</li>
<li><strong><span style="color: #003300;">Finale</span> :</strong> le mardi 17 juin 2014 ou convenance entre les deux capitaines</li>
</ul>
<p><span style="color: #800000;"><strong>Attention :</strong> la DLI</span> (date limite d’inscription) est fixée au <span style="color: #800000;"><strong>12 avril 2014</strong></span> pour toutes les équipes, <span style="color: #800000;"><strong>celles de division 1 comprises</strong></span> (<em>cf.</em> Règlement de la Coupe Abricor dans l’onglet <span style="color: #ff6600;"><strong>« Règlements »</strong></span>)</p>
</div>
</div>
]]></content:encoded>
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		<title>Agenda Coupe Abricor 2013</title>
		<link>http://abricor.fr/2013/03/22/agenda-coupe-abricor-2013/</link>
		<comments>http://abricor.fr/2013/03/22/agenda-coupe-abricor-2013/#comments</comments>
		<pubDate>Fri, 22 Mar 2013 14:09:37 +0000</pubDate>
		<dc:creator>Gérard</dc:creator>
				<category><![CDATA[Agenda Coupe Abricor]]></category>

		<guid isPermaLink="false">http://abricor.fr/?p=1471</guid>
		<description><![CDATA[
Phase 1 (équipes de division 2, de division 3 et équipes « extérieures ») :

série A (28 équipes au maximum) : les lundis 15 et 22 avril et 13 mai 2013
série B (28 équipes au maximum) : les mardis 16 et 23 avril et 14 mai 2013

Phase  2 (équipes de division 1 et équipes qualifiées de [...]]]></description>
			<content:encoded><![CDATA[<div>
<p><span style="color: #003300;"><strong>Phase 1</strong></span> (équipes de division 2, de division 3 et équipes « extérieures ») :</p>
<ul>
<li><strong><span style="color: #003300;">série A</span> </strong><span style="color: #ff6600;">(28 équipes au maximum)</span><strong> :</strong> les lundis 15 et 22 avril et 13 mai 2013</li>
<li><strong><span style="color: #003300;">série B</span> </strong><span style="color: #ff6600;">(28 équipes au maximum)</span><strong> :</strong> les mardis 16 et 23 avril et 14 mai 2013</li>
</ul>
<p><span style="color: #003300;"><strong>Phase  2</strong></span> (équipes de division 1 et équipes qualifiées de la phase 1 :</p>
<ul>
<li><strong><span style="color: #003300;">1/8e de finale « série C »</span> </strong><span style="color: #ff6600;">(16 équipes)</span> : lundi 27 mai 2013</li>
<li><strong><span style="color: #003300;">1/8e de finale « série D »</span> </strong><span style="color: #ff6600;">(16 équipes)</span> : mardi 28 mai 2013</li>
<li><strong><span style="color: #003300;">1/4  de finale « série EF »</span> </strong><span style="color: #ff6600;">(16 équipes)</span> : mardi 4 juin 2013</li>
<li><strong><span style="color: #003300;">1/2 finale « série G »</span> </strong><span style="color: #ff6600;">(4 équipes)</span> :<strong> </strong>mardi 11 juin 2013</li>
<li><strong><span style="color: #003300;">Finale :</span> </strong>mardi 18 juin 2013 ou convenance entre les deux capitaines</li>
</ul>
<p><span style="color: #003300;"><strong>Attention :</strong></span> la DLI (date limite d’inscription) est fixée au <span style="color: #003300;"><strong>8 avril 2013</strong></span> pour toutes les équipes, <span style="color: #003300;"><strong>celles de division 1 comprises</strong></span> (<em>cf.</em> Règlement de la Coupe Abricor dans l’onglet <span style="color: #003300;"><strong>« Règlements »</strong></span>)</p>
</div>
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		<title>Agenda Coupe Abricor 2012</title>
		<link>http://abricor.fr/2011/06/26/agenda-coupe-abricor-2012/</link>
		<comments>http://abricor.fr/2011/06/26/agenda-coupe-abricor-2012/#comments</comments>
		<pubDate>Sun, 26 Jun 2011 21:25:37 +0000</pubDate>
		<dc:creator>Gérard</dc:creator>
				<category><![CDATA[Agenda Coupe Abricor]]></category>

		<guid isPermaLink="false">http://abricor.fr/?p=1028</guid>
		<description><![CDATA[
MODIFICATION IMPORTANTE DES DATES POUR 2012
Phase 1 (équipes de division 2, de division 3 et équipes « extérieures ») :

série A (28 équipes au maximum) : les lundis 4, 11 et 18 juin 2012
série B (28 équipes au maximum) : les mardis 5, 12 et 19 juin 2012

Phase  2 (équipes de division 1 et équipes qualifiées [...]]]></description>
			<content:encoded><![CDATA[<div>
<p><span style="color: #800000;"><strong><span style="text-decoration: underline;">MODIFICATION IMPORTANTE DES DATES POUR 2012</span></strong></span></p>
<p><span style="color: #008000;"><span style="text-decoration: underline;"><strong>Phase 1</strong></span></span> (équipes de division 2, de division 3 et équipes « extérieures ») :</p>
<ul>
<li><strong><span style="color: #ff6600;">série A</span> </strong><span style="color: #0000ff;">(28 équipes au maximum)</span><strong> :</strong> les lundis <strong><span style="color: #800000;">4, 11 et 18 juin</span></strong> 2012</li>
<li><strong><span style="color: #ff6600;">série B</span> </strong><span style="color: #0000ff;">(28 équipes au maximum)</span><strong> :</strong> les mardis <span style="color: #800000;"><strong>5, 12 et 19 juin</strong></span> 2012</li>
</ul>
<p><span style="color: #008000;"><span style="text-decoration: underline;"><strong>Phase  2</strong></span></span> (équipes de division 1 et équipes qualifiées de la phase 1 :</p>
<ul>
<li><strong><span style="color: #ff6600;">1/8e de finale « série C »</span> </strong><span style="color: #0000ff;">(16 équipes)</span> : lundi <span style="color: #800000;"><strong>10 septembre</strong></span> 2012</li>
<li><strong><span style="color: #ff6600;">1/8e de finale « série D »</span> </strong><span style="color: #0000ff;">(16 équipes)</span> : mardi <span style="color: #800000;"><strong>11 septembre</strong></span> 2012</li>
<li><strong><span style="color: #ff6600;">1/4  de finale « série EF »</span> </strong><span style="color: #0000ff;">(16 équipes)</span> : mardi <span style="color: #800000;"><strong>18 septembre</strong></span> 2012</li>
<li><strong><span style="color: #ff6600;">1/2 finale « série G »</span> </strong><span style="color: #0000ff;">(4 équipes)</span> :<strong> <span style="color: #800000;">à définir</span></strong></li>
<li><strong><span style="color: #ff6600;">Finale :</span> <span style="color: #800000;">à définir</span></strong> (convenance entre les deux capitaines)</li>
</ul>
<p><span style="color: #008000;"><span style="text-decoration: underline;"><strong>Attention :</strong></span></span> la DLI (date limite d’inscription) est fixée au <span style="color: #008000;"><strong><span style="color: #800000;">25</span> <span style="color: #800000;">mai </span>2012</strong></span> pour toutes les équipes, <span style="text-decoration: underline;"><strong>celles de division 1 comprises</strong></span> (<em>cf.</em> Règlement de la Coupe Abricor dans l’onglet <span style="color: #0000ff;"><span style="text-decoration: underline;"><strong>« Règlements »</strong></span></span>)</p>
</div>
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		<title>Agenda Coupe Abricor 2011</title>
		<link>http://abricor.fr/2011/02/15/agenda-coupe-abricor-2011/</link>
		<comments>http://abricor.fr/2011/02/15/agenda-coupe-abricor-2011/#comments</comments>
		<pubDate>Tue, 15 Feb 2011 15:10:45 +0000</pubDate>
		<dc:creator>Gérard</dc:creator>
				<category><![CDATA[Agenda Coupe Abricor]]></category>

		<guid isPermaLink="false">http://abricor.fr/?p=872</guid>
		<description><![CDATA[Phase 1 (équipes de division 2, de division 3 et équipes &#171;&#160;extérieures&#160;&#187;) :

série A (28 équipes au maximum) : les lundis 2, 9 et 16 mai 2011
série B (28 équipes au maximum) : les mardis 3, 10 et 17 mai 2011

Phase  2 (équipes de division 1 et équipes qualifiées de la phase 1 :

1/8e [...]]]></description>
			<content:encoded><![CDATA[<p><span style="color: #008000;"><span style="text-decoration: underline;"><strong>Phase 1</strong></span></span> (équipes de division 2, de division 3 et équipes &laquo;&nbsp;extérieures&nbsp;&raquo;) :</p>
<ul>
<li><span style="color: #ff6600;"><strong>série A </strong><span style="color: #0000ff;">(28 équipes au maximum)</span><strong><span style="color: #000000;"> :</span></strong></span> les lundis 2, 9 et 16 mai 2011</li>
<li><span style="color: #ff6600;"><strong>série B </strong></span><span style="color: #0000ff;">(28 équipes au maximum)</span><strong> :</strong> les mardis 3, 10 et 17 mai 2011</li>
</ul>
<p><span style="color: #008000;"><span style="text-decoration: underline;"><strong>Phase  2</strong></span></span> (équipes de division 1 et équipes qualifiées de la phase 1 :</p>
<ul>
<li><strong><span style="color: #ff6600;">1/8e de finale &laquo;&nbsp;série C&nbsp;&raquo;</span> </strong><span style="color: #0000ff;">(16 équipes)</span> : lundi 23 mai 2011</li>
<li><strong><span style="color: #ff6600;">1/8e de finale &laquo;&nbsp;série D&nbsp;&raquo;</span> </strong><span style="color: #0000ff;">(16 équipes)</span> : mardi 24 mai 2011</li>
<li><strong><span style="color: #ff6600;">1/4  de finale &laquo;&nbsp;série EF&nbsp;&raquo;</span> </strong><span style="color: #0000ff;">(16 équipes)</span> : mardi 31 mai 2011</li>
<li><strong><span style="color: #ff6600;">1/2 finale &laquo;&nbsp;série G&nbsp;&raquo;</span> </strong><span style="color: #0000ff;">(4 équipes)</span> :<strong> </strong>mardi 7 juin 2011</li>
<li><strong><span style="color: #ff6600;">Finale :</span> </strong>mardi 14 juin 2011 ou convenance entre les deux capitaines</li>
</ul>
<p><span style="color: #008000;"><span style="text-decoration: underline;"><strong>Attention :</strong></span></span> la DLI (date limite d&#8217;inscription) est fixée au <span style="color: #008000;"><strong>22 avril 2011</strong></span> pour toutes les équipes, <span style="text-decoration: underline;"><strong>celles de division 1 comprises</strong></span> (<em>cf.</em> Règlement de la Coupe Abricor dans l&#8217;onglet <span style="color: #0000ff;"><span style="text-decoration: underline;"><strong>&laquo;&nbsp;Règlements&nbsp;&raquo;</strong></span></span>)</p>
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