tag:blogger.com,1999:blog-70312940705603233092024-03-07T22:43:29.169-08:00TECHNIQUEDESPROSbiltookhttp://www.blogger.com/profile/00364876568322547402noreply@blogger.comBlogger2125tag:blogger.com,1999:blog-7031294070560323309.post-43482829571906001912018-07-30T07:03:00.002-07:002018-10-16T10:53:38.097-07:00ACCUEIL<div style="text-align: center;">
<span style="font-size: x-large;"><a href="http://www.geny.com/partants-pmu/2018-07-31-deauville-pmu-prix-de-pont-l-eveque_c991414" style="text-decoration: none;"><b>GAGNEZ REGULIEREMENT AVEC NOTRE PRONOSTIC FIABLE</b></a></span></div>
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G04C8L2yc12Hwv8ADl14H8J2uparLJc+KtVhjubiRjg2iEARoo6K2wjcevOK2tRvJZgWKs8j4ZmJzxivZhhIyjyVtbmLbjojyTxD4P8AiFpNnfTWN1JrUt+nnX9zb3SSzSy7dpyMZKgcADt2rwDUtAkitbqdo5bfyX2fvFIJPfPHbjr619fQ6ndpK0a7o2b5oz0AYdK87+P/AISh1Xw9Y+M9NHl3zzi11FRwJcqSkmPXjB9citfq0aTcqegoTkpanH/BHwhqUmu2motrWn6BbwlLjzLzaWYZIG0H17fnXUeO/iBpdrqc9vZsdPubK6DeZaT5guXHWR4s7WYkg5I9eted+DdT1jwvplxdaro8dxot/CP3l9EzI+BhNp7HPQ1e8H+G9Q+Kd5JHHYC42IFkmhgCouOMs3bjHvxXz+IpJ15V60vdXb+vzNpRblqZGheKZbvVJJtWvX3swnYs/lhnBznA4B9ABXqk/iK117TbWw0eCBb7zzJDapFskmJ6tJMAAc9uvNaj/By6KBH1XS7G6hgSC4SaFXSYqT5RDdRuBA+oqt4X+Hdxpei6jb+J9V+yzC5MiQiPfG+0sMluCoyOAPyrjrVcHWSqQlt0LcbOxs+DfFulyT3WmX2iNJq8IK2Uc8j3DNKeCDg44PYADFdbb+JG8LeIV05tFhmvdZw11LcRfvIjjhICMkAV5B4Uk0/UdXGoaiJ9CiiuGh+220xdhKVOAScYzj6816J4P0n/AIReJtUWM6jcGEyz3guDILWI9Gxgtu9QOa8vE0eSUpJP/gvzEpXVrnXat4e0HULa8s9UR7axvmxLH9pK+RMVO1mz8xye3SvkW78Hzwrqlok0SXGjy4MqyjaULHDA4znjp1r6RHxd0Gwkli1XQ4LmO5yiXojMTSuD/EG5H481j2ngxPiJBqXivxPdQ6VcaiHWzgjl2qhQYTzFPJ6Vvl9eeAjJ1fhffuLbY800jQpY9GsUurqCSS3ja6MQVWMiNxl2Y5JPXjpTtKktbq61TSNXs9lrbKXRVmEW5GxwuBlnyOCazbXRNU8KapcWOp2FtfF2CMnmcufvbQy8gEHJ/KvXdB+FegaBp8mveJNYkhW6iZjDbxEyW5/hEbNnkd8ivTqYiFJ+9Lfa3/AKT5npoVvDHgW18J2yahq11aSXFxZBbbTbiRPNjjZjjDkHa/oQD3FV/Gmnyvd/2bdQyS2yWscsLXKZwdx2jcSAeuDnFbeg/C5o9WvtSs5LrUNLnRZITcymOZokGdpjzkAHnd6ZxWld6vfSSw3NposNzcW5MDQWt0ZNpYcybR1HPfPPNePKvzVlJS5n9wmrnz3rUktpJdT/AGG1nQyslq7sX+zq38Oxs7/QZ6VaXR4fD+lxpqFlZHXmeSQHzM/uzjKOin5T6fU8VP4n8H6lpci6q630+m/aREbloCp808kfN6E8Vf8Ah78Nr/xJe3z6dI5geCTMm4O7Fs5VlI5J2j0PPFfRqvD2V3KyIi3blDTvEi3It0ure2On209uLazs4g5dt33cEjcOSTxk4xmr3iPQJ9Y8RX/iLRfD8rWcBVbSPCQxAIDukdAQwHBwP1rjW06bRGuk1iVdMv8ATpiNNkijMcsjjAzjHK4P3utewaNa6Jpv9kQ+KdLv9fmFvGt47Slbe3ZhtVV7MBkknOOe1cleSw7Uoa3/ACKiruxytgzfF6y0+K+0aPSLDS55jeXlmI0V5JQu0YJ+UbU6nOTXZDw3Z/Cy/gn1XVJbq41GNrWwuNXi8y1SE4OVCknODjHQEVW8TapH4P0yS/8ABljp1ta3xWCez8sTSrLGzASDtjbx6E/SuY8SWt34g01r+4vNPEMcS7p7q53sXf5vLU9A+1RlAOOa4VKVey+Gm+nX5jclGNlub/iOytPFOjwQw6jcyXSq0bTeerAshLR704Iyu4jrtJxRXFaRqdqQ0uuwTDTZrgCZYwF2kAlk3DqSOB7UVrThVorlhe3oPmTPM9NuNOtbe4/tON5QkaonknlmyGOSemRuXj+lNgvUj0i6j0y1ZrqS6UxzqpykYDcD6krk+1aCalZSWkz3QFveTB1nCxqVLYBUr6e/ua9P+E3i3QPB+hSRap4bFw+sNshlnUbpNsZGE77d5GT269q9/E1pUYOahzPsVotDw7UbW+F7eXN0HW48zMh2EYZic/TnNdJpPhTVda8Q2+k2sUMmpa1Gi2qlwisX53buijAIr2HXbW+8UadcaNLY2+m20WGvJUtsyqmSctjqquQP+BV5xfeFLjQpYdR0ydr2JvNWBYmO9WB+6B94feJJ+tTh8Z9Yjro+xV7nD6/pup6BezaPr9n9mvrdyRv5bk9c9wcVc03wn4i1W53po93dNCgdozEwCrjg+2QPxr1iHxHqV1dWMvi3QYGuNDRhBJLbqy3VyfueYx6KquPl5+7V7w38ar/wTq+p3/jKY6l/akKNbRWikpHIgwrBiMEAcYzxmrrYjEqDVKCcku+/oVueJXN/9qvXjfbHHklYIgQA2MYI7mvX/ht4R1bx7ocjah4hTTNFtAbMQsAWbJ3HaDx179awNE1Tw9cXeo+JJbGS4WGRZZproqimQ/dRVXktk/pXeXnxF0H/AIR3+ydE0iC3ikjhWLzFJCPu3Nx1JC5+buTXNjJT5EqcddPkROMUk2dnPb6dpE1tpl3YR6oqxp/Z9vGQlvsAALOp4ds/N+PtXI6lrcOjXTXuqab9kmNjIJr60iV0ZwSFgjAPy4BGWXvTvFPiK60/w/b6EuvWf9pXPl+QXj/eWsTKMKWx8pOeSe1cZa39tp63H/CUebcXNjch4ZoIA0Ehx13HoMjsOa8+hSlGLcuv9XFzKKsi9rPi3SNQ8IXli0t4mqzomya+cho4lX7v4nOAKteE/Cmhaf4Pubq41uzttZ1JPMWGRiPIhBABVSCdzHp0rs/EPhPQPE9hpWoQ+R9oNukhJBZmkwDlyOQvrxXN6j4UuI7VtSj0+HUoNn76TfsMzg/dXI428cdAKiOIouHs4txd9UF+ZanL6mNQvtIh1vXW862kV7dZE2pKyg7RlT/MU7QdOeZbOz0m5/s21fEV3cPHvFp3DE9Tx6d6r+FvBdx4gt2n1i8e1gRgr3TIzIhLcKrHg/yr2/UfCfh3w/4cB0iSdbN9sd9dycNMCcHPoM9xTxGJjQfIvef4GaSTPJG0mbVNfks3vo9Rvbi4SNbxSVR/K5EhHccdK6K88czX+t2Uuo+I10u1DSFjaMY13RDGGXH8RHesS+nbSHurA2c9rbX6EWT7wh5+6wPoe9cBeeILixtH0G5sbOWOGYMZWiDTIwPI3A4INaU6P1qzlsiOuh75N8SLXxBaDT/D2pWtrcXDBbiIx7I0LKcNk/QZx0NN8IfES58QmPRbybSdOtZR513deUYyY0BRgx75yMHgcV414U8Karruoz7IZI7G5URvdPHmMMcHIPY4/lXe6FDFoNrc6C402/mv5HiS+lUHfbk9Seg2sBwOtclXCYanFwjq/wATVyl1PIfGPhj+zPEBXw/MdXtLtPOgnjUkyKTjkdjkdK6f/hRXiG98Opf28dv9oggkmmxLzIuQQB78ngele7+A9EltLbxBpNzrWm2BtGR49RSNXC2kwOET+6xI79M1oT3Phr4Q6aunX17quoR3FuxgjmIcsXwCoHQYzn0wPeqq5rXhy06avJfO6/QFdHxG0MsAkjkTa0Y+YHgjBrZsPCmqXukT6nDD+6SRY1VuGkznlR3xjn6ivdb/AMI+Arnxnb6nqH2lbaSJZHtFjyHchiXYdlVV59SRXpGjzeGbmJ4tP0WSTS4mxaW7QMZJWH3WUfw545P9K7K+c8kYyhBu/wCHkPmPm/w78G9a8VeCNY1rS4dtzpNyqPbyHy2cMN3GeuMnj2NYniD4W634c0CDWr1FMEkcM0ij78KyZClx2yQR+VfVt945tNBg/s/XNJn85gXFiuX3zP1IA68vgt2AGKwftkH/AAhviOT4i2NzDf6nYPd6daXCsYVhjZysbN1BYnjPIBFc9HNsVOd3D3b/ADfp/mbK1tD5Z8LwXF9rNvYWzMs1w+wNkjBx3+hwa9Y0bVdQ+xafpd3p+mM1xdsLrUrphjI4kaQnsAnPTHXvXJaFa2z+LpH0+2im+1yssNvYOzKpc5CBjztGQM9eK+oNA+H+p6bFqE/iRtNMs05vHijtdz3WVUxwuCPlXk5A5Oea3zbGUqFlU/4Jg480izbz6hP4N+2QQHUY79wyXaMfKMG5YzgfeMYAJDd8/Wn2GjaV/ZMGnXcyS3EkzXlxLLJthh2MRGu4dCFIXHcKauX3i+bQ9Ms5tCsYvsdnCRcWigDy48OxKjsVbB29wRWLN4vt21zSLrRrR1j1KNjd22zeZJAynaVPAIWRuPYmvj4xnUg3Baa+vzL23Rr+J9E0x9Kima/nkjmWPyFUBBOu3K7c9cenrjNcLrfiC30Pw4JNDuJjqWoqZLucgqzkEqIM54ADngcYFdzf+Xr2natqN3auzaTaGS1PnDEcRZuFAGA21c5A64rzzxtcalf6fpNpZW6SmSYyWJjlWUXUhYfITjIYBhhenU1eAUpSSlshVWkrrc53wJqdwul3z2c1xbyxvGnki28xSjt84B5I4UjtmvVfFHg4LZ2OvaZfwaeLKzmncTRli8hPyKoyAFz1zzXk3hTwZrlxdzX/AIk1C60CyluQWmLlBJtyVQAd9xGMjua7/RtO8QQ+N49Mt1v7vTi6kwXrBo0EzAKTnqDh3wO1erXpc9deykr/AIMwg+gkPiex1HwxpdjqC6peakkSvLFbR7VKg/eZQPu8+vNalp4ItdWXULzWPFTXWoRBW8sLtSDcCwUx8fLjqAOK9Dup/Dvgq3ni0m0i+0Ttm4upCS8pzx34UdlHAFcsNb0vxXfLFrVvEkpIEV3AoSWI9juHUexzXpf2POMOaErPex3rDuMbs4OSzm8QaZLE+k+HVig/dMBAIigBwCzccHGfWvLPid4N0RtHi1nwx9n8qO8+z3jW7OYlLDIPI9Qeele6eJfCH2i2gt7i6ku5I7ofaJJsQiZU6g9iehGBxUunaFpsGp3WmpbvDNrcX7xNym3jiA+X5MY/GvJo476tLmbej2/M59W7Hyno2g6bdTPb2c0l/MFLyfZlJCgY49wajuU03RdbPm6cL6K3cia2lztwR/eB7Zr1q9+B/wDYOrzNFdzq7zAw3MMojUofUA5/CptE8Hr8PdQ1CK/tLfXbe/fZcstszFYs7gQTxu9q+i/tGj8UZXutERdHzxfTbl2iKJbRpmePaPmUZ6Z6/nWcyr5jLH8ynhc9TX1f418BeG28OzXN14Tu9PvLqUSW01oPMdYSeDIvRW74rl4fhn4LitHsdKbU7/VTgmZrfCyK2CUweF2j+Kt6eb0eS7TRSmoaM8RtbPFss2orOISNkSLlQ5Hv0OK9x+HWkap4ftNO8UeIZnj8M6daM/leZsDOwO0BT95iB/nFcN8RPDl34f1S30xGigt441kjjimMiw7hwGY8Z965i71jxCsH2aW/urq1iwgjZ964HAwPxrSqvrtNKMlZ/kQpcx6r8SrvwrefadTs9TuIbG8jhntIgjPJu43KCT93JbB9q8s0G0j8T+JtOsYVu5I5ZwJGji8yTyw2SwXuQKdpdpc3hLavJJJZ6fGQm4b41HUIP++icVk22q3ekapHdadO1u6yHypANpxnv7VtQw6ow9nB3sWl959K83+jWFj4Q1KTRdH06SaNLe9mIlbadzudoGAeOD34rp/7Q1GTQCvijwrBr+25aGFQC0Nv8oUqzd2I715T8OvFeg6No15feKNRXU9a1a7M0dpbxZlRgxQkn7oVgzED8a9gsNOTTFih029ubCDUVaZES8DpGhcNvCc4OeN3vXxmOh7Grytdd+/fU57STPk7XrlNL1y8S2hd7YER7J4/LaL1UY7gcZru/CkM2veHbu3hjFppa3LujE4G5sAgE/QV2/jbwvo+ueIbzWBfwXFvZlm1O2jBKiRickEDGSFBJ9q8zg0ixgt1F7cyJCblZ7dyXEPll8FdvTHU5/2K+koYuFeEWk0ztweIVCrexLcaLpdvOzXuprHtGPLjG85AHp610XhazGq6z4f0rQrGaRtV1GC0S7m+VLfc2C5A59T+FC+GY4oZ0WQPZzYeLZgDaemCO1e9fBDw94c0rRodW1GORLjTb0XCygDaixj7o9SSxJ+grtcvd5pH0sZ1JtygrJHhT6FeeLtWe/1+1k0rTrKaWw1G6h4WQRN98d3P3CB/skVU17wtD4Ou47f+2pYdPmaG7mEsaPFNG5PzADOH27gUxnpXsE3g7WtItNbifV9R0HRtQIYWt3ZiSZLadi29X6Avtw2OmQK4Pxj8DdVn0y3sfCUMerz2UJmkmluiZpEIUlMfdyu5RgHNeNDHUoYt06s7Lt0+9nzLTcpOW7Zc8RftES+KNRlj8CaG0Nu0hT7ReMASueAEH4d+wrqPiF8N/Fmp6Z4f8R+CtZ1O50nUtMWe7g2gGC4Bw4wvQZGMdsV5f8EotL8F+MoZvFdo0l9Y3MqtbnkQuMIHIPBAbP5e1fbWka0+i2+paRommXGpSNO9xbeXKscaxz/OVLHoA4fp6162IxslNKL0Pdw2ApSpqe+p8QeIrX4pfDO5h/tbzr+2LKFdk86PcVDhSR0bBHFauoeLr3xZ4Zs9B8caTd6DY3s0V8l1GpdJYlJBAAGQSDx74r7M8RaYdE8Pxal4pjha4nVleCNm8uMupB292cdNx/CqLeD/AA7480G609Lm00+GCOKSO6BXfE+3KgBsc4JzXpwlOeCdV6PZHj4qlCNf2cFc8H8RaRPb+D5PDum29vqnhuDThLcQ79tw7Bf3eSeAQTngZNeXa94lj8Atp9v4S0y60m3l81tUtZr7cshIG1lI7Ff1zXQ2OiavbeLtYsNQvhMpgkO77Q0m+MAr8pX+IAAc9K8a8a29xDqUliN7WMao0TXHyyfKMHOffP5V8lgaScnRqSTtr63OVyfNZ6HZ+D/iPp9jqQkudPuLqaQnMjkykc5UqO23sK9WuvHuh+MLKWXxFZzQ342tFsZkTTV/heRjw+cDgDvXifgbxLD4d1pE0IzNBcxRxTQPCrvM+MthsHAz0xXpVn4I03UoPEGtXNrciJFhS3t7eUDJfojA/wAR9uM5pYuhQhWTku1nciV03Y8n8R+I7jU57a2NzBZ2q3PmSRLFk7yOZWP8eecelW9F1jUdPi1O1tdWuls7VftKpCh2ysGBBbPbNYHi2KG2vb2yMbw3lrdGHa+dyqO3Pb3q/o/hDxUuinVvsF3Fpcw8uS6ALDaevHevWlCDpq9l5EbI63S/iVJ4t1fTr7xTp0uuajp9yJBbxqqp5CjsO5z616ab7xdqNw2p29vp01qWW6WxEis+A3MfHQ8gkmvH/C/hCPVlW80W/u7VomCTMkYU7c84J65HrS+MPHHiLT7vUfCdrfpJp8f7uSRbdI5ivXDMnTHqK4KmGhXqKNGyt3uHL5h49vNT8N+N5oxFb2GpPNHdiSGQSNFkZ2lu+O9dhof2DxPc6faXfijUG+0QtLf4AEkjnJ8tCf6eteJJZvqGqwpJcLdNO2ws0rM2fUnr7V7V4B+FGralbSXENjdW91YzKLcyyqiFQcsqnqxxg4rfFwp0aMbys0v63K5bJGRrXxC/s+607TNLXUJLOBjA9reymN5t2cjev8A6EZ6V0fhX4ua54l8WW9hpmm6Xoel2aM995OP3qJ3DY44wOO1cP8U7KO/l01dIne5ZpLhPLJG9NrnJKj7uTmq/hnTJPhtJDrWtyylzas32JH2F2J+UHruXGDjoRSWFoVKCfKuZp/8ADlwelz3/AMVS2/ifX7jSbxo5dFt7FJLq4hvFYxh3yrLGTweeT1Aqv4UstJ0rT76Gw024X7XM76dslzPdFAeR0IRePrXy+fEU2o3GsXF80SX1yi+XIp27drAgKF68fyqP/hJPEer6hHqB1K/uL/aIopUlIcDGNoI6DHGK55ZPNwUOey/Urltqeoa3pPiz4k67Hod/fxvqGhwtCZn5QhjuALqMZy2Pwq1oVnq1p4oh0HXpp9esbKzCg2k7m3RYwTkkcMc/rXLeH9W8Q+FJCbrVDpz38pMjPuZwGGwgrjliBn2rvfCHiSzhvLnT4hZWs0DtK91NcuGuA6j9yAOMsQw+uKmr7WmnFJOKWlvxd/0RMYp6XPN9W8U3IuNTisDcS2Md7JNbxBthAcjcWIGeQPw5rnbzxZPJYx6XrSySWdtO00Qjb5gSOoPTk9+teq+MfHdlqGo2uoW1hBoML2g329tagGZGY8EngnqefSvGbmH+1byNbSNlZ22IpT7js2E/PIx7mvWw0Y1Lc0bCSTdmNm1mA2ItdNnnjaRmacSfd+8NgH0Azn3oqrZeG9Rnub2EWrq9gd13GVw0YU/MOe/B4or0rU46XNGorZmz4VaxsdTivmsV1q2t7nC2szBfOzg+vpux712HivxbceLJmuIIRottp/neTFtEbRxsQwij9xtOT6V5pp8Gmpd2smrXEkUAYtNiPdyBwMdwSMewzUs8tzqJDMwW0llAKKSFDYxwOpwO9ZzoRnNTe6NWk9WdpZ/EzUdC0GHT7fWLpswSzSqj/M0kuBsL8kgABiOmazdHXXNfvvtJuxDNCZbjO7CpvwxYe3rXHs8Npfs9sCyEny1bjbyQAffgGuo+G8cFxrIt9R1xdEsnA824MRdgB/AoHqKidGFKEpxWvoCSR2Gt6fJo1uyahPc3F1qUT3EjzKZFiYKrNIMdsnAI7Vx/hvRLzxSJJr2eSPQ9KO+RmPMZZv8AVoD/ABE//Xr2GTxz4Rhu9Wj0xL1LEp9ltUZ8XK70UFvmzhT8v5GuRE9kdJuLNLgWjSXCvIrJukmZiCz5HGNw/IVxU8RPla5GmS30MG8sNT8VyNb6Bpkz6bY7tkccYUY6b3Pdveuw8E6FJoV1pt34osY5r+6uUgsLaTO8A8eawHUALx64r074c+DtH1jwhb31wkdpqAaWWL7Orlrx0JIDjO3acYx6Vj6He6l4wvrixh1C3sb6yiuJ3tXi2sHKbQ6ORkKv93p6VxxzCMqjg9FHcuEXHVngt/4c8SX97JM1vPc3E0hYjerSOxPXbnJr134Z6RrMOmXVrew28l/dTKbh7seakCEbVDjseeFHPrWHbWth8PdCsbfWJFuNSv3uW+3WUod22YVV39QMkn8K9Q0fxH4e8M+HLPToHurq/wBwNxOQFPlN8w2r3Kn15xRj8RKVLlpR5r7MlJXOXfR5PCT6vba/qFpLPdWR+w3UYeMgiQKxGe/tXRXGnHSodSey1a61KzjsPOUR2++EOMbtx7kj07UvgXxBY+LdRuJr+zOrahpsDQ2nmRF4mDSZMhB6nHGO1VvFnirUtGklu7SW4+zycSQz2Ygig25G1QPv5BIryW5zqKEl73XTQznB6Mo3974g1TR/DelRvHJfartuFhWLEFpZhvlAXuzdya7XUNBvb/xDZnxw9lFpdtEtvFbpclY5Q3Khge4bjNeD/wDCeeJItbvjpAiu2ZUMjSYQrABwqn+ED2rM1z4qeINatZbW/uI5I5J1lKuu4oR/dPXsK9F4CrKaasl+OpPLY9Q+LL3VzZXdhP8AZS2hlCsduDhYyMEMx+vrXmnw2sdBl1y/n8WXUf8AZFpAGLM+MsWGOOrHg1nXWta9rNmVmupGt9SKiRZHAE208N7YPFc1e2Nzp00a3G3GRwCGBGa9Cnh406XslK1ypWTVj3/RvH62FvdxabYvb+HdQ1GMxzyIzRwIuVUup7NnnHTmu18aeEfB9z4VMlvqY02a3/0iNosAfP8A3c87CcAelfOF/wCOtfs7j/iZ+W1u1r9nazXHkvHjgbR055z61kaXImuWl1/wkOo3Plwx+XZxo5kO/IIQ56IBnmuKeW6qopctu2tynJWszutKZtZt49M0aAwTQYeS4lPFwAwyJGzg7QwIGK6saFfeM401W4e83JfkXerpGZo0A4URp6Dv+FYPhe2i8J+K7aLSp7HUnFmT9nuLgmKQyLhU3jowHXjjpXp8eoXnguG30221ixsotPmaNrUFhEk8jlhwfvqD8uTXNipuMkqe5y2u9WO0DSb22sNZuNEvYr/UpbbyI72e1UbACoKkdPmZWHHUYrS+HVl4v0S/nHiNTe2draSSSNHMsflKf3rEd2YZK4PCg1ieN7+08P8AguSe11X7PbxFk05dPxIZLjO6QSsO2QxH0rD8KeJ5/iKYNBsNQnjtLOESySyHaTAwAfzXPLfM7DHZVFeVKjVq0Jylble91sXs7o7bW/iR4UvLGy8TS28Wn31ncyraLIpYtGw2tsx1wa8w1H4u2l3e2EN9Zz6hpcMlvLMl2Q5Y7t0mBn7r5Iweny+lebePbVtD1yfSIXkaCykdEJzhhu+8B6HiuUuNTX92Q527BnjHOOfwFfa5fkOEw9KLd22r77X7G0VKWrPfbDwJ4f1W1tvFHw71NtBttKut9097Ll8IfMxj1AC7R35qxafE19S1CPw6mvTX8d3crKt9LgShXXOwMekmQi56Akivnu9vJkiFr5jbCFeRQxCs23IJHfAOKyt5V9yEqRjBBxW9TI4VL+1nzdtNvmPkcnc+yp/ibp+i6jc6Pp+lT24tYXLK8eJJcojBgpznLCQZ/u4xUGreILWTSbk6ZBJb7VS8ivXfOyYl9yL6FlcqCeuK8V+H3ibxR4kuLTRbK8DzRDbGxRTPICNqoHPJ25yB25Ney3SeJNF8Oz6zqWm6ZLd3qEAMdz2wSRsqY+hYk7t3ouK+TxeAhgavJ19dzNtpNM5ebxXBqAnii1TUrO4vLZY5FWZVgVVYsFYjnAAY8etcZL43vvD+sWcy3kes6dp9wLi2QP5amQhcnIHUBQOfSpra1W8utTkupIUAjdi7AbSd3Khf4up4Fc/rtp+9+zravDKZHmYgYVkKjbhewHNddClSTs18jnbbRv2nxA8R3viG11a0jhupopAywsGePbk4Dc9RnG7uK9h8BfFKHWNX0t7rxAv9rGK4+0WkmI4ETJwC7fxjoOwFeM+HNY+yaBf+RiYExQTwuoCsgJIyfcmu40nwfN4t0eKz0Gy0Gz08z+YgupcvKpzuXf8AewCowevNFR4elLmnHlS6mlOSUkeoeJJ7W4O+bU7C3wP47tME/XNcvaa34X0idpdR8TWIZVyy2oaZ8DngCvNP+FeW1pZSabrUcf2zTLlo5HhfcrjIZWB9CGH5VIdI0m0e6v0XPkW75OcDAHTFfRwkpxTjs9T2bNrmPcU8XeGvGtnb6oiXFvaSFUhvLy3IYqhwWUZwuTj3qyJoVmW2uXd2k3SWt7bncssY6g+nbH0rxrwd4c1SKytdJSza7zEr287yt5as43tEo6ZPoa76OfVtM0jVbixhIu4UANpJiI2QbqwH8WMdBX57jsOpYiXK93+Z5XP7zbO51TR7GKG11PU7W3vb4xbBc3B8vyFByMjsfrWJ/aFrPeO2sahFb2cqIsdrCDIkshG3a3cDjNeZa78ZbpZb/T7JkWwleNVmnhMhMIUbmJPHJzSGPQ/E0ezRIrq41S6dVhj8wpG8o6ISOgxzkVnTy+rStKs9Pvt8+gSqLojqtO+L8lr4i1fRtRtHvdQdyiSW6AIUC8FFPqODmnXGu+LtdnjvPA+i22k6ZC6qlzcsvm3EgXlMdOcdvSub8WfCfVNM0q9vmkuZNegjWK3NmctyvzRn+9n1HNec+BNX8Sa++oWE+pTxyWKiVYnm8oLKoCg/UDIx7160MLh6kHWo203vcylGUVzM6vxl4evfF2lT3EVuouLIMbxoyW86YsAoPGB1OAK8imtLrStSeLUopSbebY2RtDbeqg+1fRuh+KrTQrK1k8TzyR6hInkCCP5XGCcOyt1HP44rh/GHhjXfEuq2sNlf20uk3U3mG8uWRFiHXc3cHHUd66cDiZxk6E42j0ZUYKpZR3F8NwaP4nvtPTw5o99a2dgftV/GDujYAZZST1wemetUvi/4P8N22o6dqmiLOt9rh8waSME2p5LcDt14r3PQv+Ef+Hfgy60HRpotSkmgY3+odn3DnB9AK+b9Mv8ATvFPju61TVmvprGxZUto7SMyF+SBknovQevIrpoyvVcoNpR/HsexicungqMak3v0NDQvGOkeBPDlpZ2WhW17q09tIb6e6QBk8wso2HqG24I9Kl8P+ItF165lhuZ9SWUl1tGtT5cmxVz1zgZwvyj0rB+JOq2n9s2cGkWkdvJEgAji+Yg9lJPJbnkV2OsfCLxFrPha31O0utMuLiFkmn8lfsz27sFAWQnjj5QMdzWkvYOKnUfK5eZ4yTk7i2XjrRbOC78Oa5qVzB4fBd5lNsouLxcrty3XJLscf7NcB4m/tOLXdU8P6O0k1hJdtHHHENwnVHbYV9O/StjWvg34m0SGK41CGS9VIkjSaDEqxSHJ2yenOefavX9B+FWjaBcaDceIJHstZktzc/b/ALSw2yRgdB05JyPYEVzzxWDwcfawlzXv56rqaQp83U8g8K+O4RbR6Zr+mz7lmEKOASFkJ+6R257dua+q/DWg6vqdloc9xpyaLoUQKxxL8xudhBZ3PdiSAPqfSua8a+HrW81vR2u7ZpLC5lkvY2SBU3TIu7czjruGQB7+1er/AA31++1+1E2vwCxh02NNOtNPTkFowPMmJ/2nLD8K2p11jMMq0Fa57WFq1JNwZr+O/CMnjTwzNYJfSWszgEXZXcyjIyBn/ZyPbOa8+1Ix+C7yS3h1S3hh8lXnjusBUtwQuxB3O0Dpk5r2LUNTZEYPC6wuNu+P5iv4CvFPij4Gt/FsVv50vl6lp8qXFrd7NzGLcGddvckDjPcV5+JwFPEpcz2JxNG6co7nBQX2h634v0FdIvrVHtxmWBbVZftJUs4WRyMqu0M2O26vS9N8V6pd399eWUMdnaSFRbx5+WNAO5HXJJxj614R4pudE0jWNY1QTWm2SJru0h077zgrsCSvn92PlOVHPzY6Gvd/heZpfBek3XlgyXFskv78/dBHA+mP0xXdluGbmlLWKXXucuFxdaEZU0zpbjXdQv2jbV/OuJHUKJEibZj+lcx4qsBrmnywwS+ReRgtBL12SDoSO9a13rQjnaN9Us7aZ+kcKNM3T26Vk3V9Zw3AWW5VmkOIwqkFj6letfVWTXK1oRO7TS3Pk/xFrXi3wxc2up2UsumvHctbTMWBP2hgSTj1xz+IrQ8e2Wh6tpunXGr6tqB1uaNZLlJbY7nbG3I4AC9/WvW/Hvwys/HGoWF7FenSrm1k86bI+SXA7+jDHX0p/iXwR4ZurzRtU+IWr28OljzFmuYp2HmsRuVcnv29q+XxlSlgcRThFa67LXyXmcXJJK58u+EvEEXhLxNpWq28s+6zuN0pXb88Z4woPQ4zXs+o/Fo+Idchv9O0uW10uNEijt4xiSKUt8zZHDdBz2zxXkWhaHpWsePLizstWh0/Sknlks5r4AiRVOVU9iTgV9IeGNc1olpdS0yyms5VEotrG0w0UY6yooH8WO571nmkqMOWbhzSt10NGrtHnWp+DJvGGl+JPGms32dRiIlwYSA652qqkD5jgdK5jw3d6prMn9lW+q3q2XzubJpzsbA6D9eK+jZ/Guj38sEeoyXlhbzMs2nrJamJYwFx85Axgnsea8dg8WWNv8TfETx6JZ3K3B2rIjiNokVfmZO2T61yYfFVqsZxnDZafkZzV2kW/BGm3WoW9xaadprTaNE6PM8XMi4PRDxkn+VcP8VGh0vxhq76cJrdpdgIIORHtGd2Rwa9S8HeLIvEMF5pVoNSEfnosKWqHEikciSQDPFZ3xj1HUtM8I3Vp4fs1uNKmmFjPfOBLKSvO3cRk88fhRhaso4zklGzf9ak2jbc8o8B+JLvwd4qtNb0WOG8miJVYZVDb1I5wOxA71reJPir4i8SeJVvbK/khkO/7PEp8vyS3XGOO3WuRsVufDFzZ3d9ptwYPKZZZAChRmHGD2IBrmZo9txIROS24CMMeSp9TX0awtKrU52ru1jRQ6HZNpV6NNi1a/mlsluSRbPH85mbdhmPcf1rU8TeJtPnvpordJNRitII7e1uGY/Mqx4ckdeSc+2K4W0vrs2jRo7LDC2QSchG9Ae1dP4U8EX+t3OmQ3NqFh1NmEU/nAMWxx/LOD1qpwjTu5vRCS5NyDRbBb2xjksdMV5fOWESebn94eeQeApH8q6Dw5Z6daazDJexq80cJCRQDzI2nAIUsueOmSe1Ymq6Zd6FYXVnHMFjkmEUaKcswVjzIR0xnpVnwz4VvI9dWG9kxNDEbmSBV+V9pBALZxtPf2rGo+anKXNoRprqe3wRXkWnw2vj/wAnUpUs5Zzay2fnAP1jG9fmz9/PptGa4qBvD5uI7LwbbRT3WsXqsUuyN9hjGAp6YyT9ay/EPxB15b5/KvxptneKGmj0vG0KQQwGehIzn1zXndrMkVwVtw+5wDC56q2QQePxry6GEk4tydr9OhKdup13i7wdrujmRdYmiljh8tWQTKdu4sFwOv8AAa46eZ4WaS2eVbp44/OBPG5SSGU/RR+Ir2i11z7Vc2N94phs47aWIwRHULR2jlhILYaQfdO4MN3X5q5fV7XTNavL+ymtrWHW0jEsLaT+8t5lwzGMj+EhcDI9D6110MRKKtNXt1WxUZ8rel0bnwt8aQaroOsaL4gtNs1+YmS5igAE8yOjoJH6gk78seDuAorK8KaxLpr6pJbWNzGLiQQW4iZdsDSkHByMFigwvpyaK4cTCdSq3DReoNuTukeUS2htYJGuYxJbPuWOYclXx0+mDVC2kljUOHwwOBnng9celfTFt4V8Oz2c1n/YcTM8RazmuLhVRowgYllHQgnlx/eAx1rgvHnhXSpV03/hBrCARh547wRS5JlUqOA3O0g8HPNerRzGE5+zasdabtZnCeG/Dtx4n1aeO2iadIlErEHYMEgck9Bz1rs9H+DGualZW+qaYsMtvPOsKQmXEgZumR1xjJ3exrT8H6A3hnT5bzV9Ul0u4mikjhht03tOON0bYJAzwcnoa9h0VRqulxXPhyBrPyoIxd3IiaV1dfkC7e5OG+765rzsfmVWlK1PbbyIu2efp8JbrQ9Pu9Q8mwv7twlp5xlGy1GdrEZOGbJ654FZXhb4XwJNczeLLcSPHOjKFvtqmE8kkjj+tetL4fsr3V5bX+1U1PS9OieOO0S4EbibaGy/GNpcnn261j61Ya74et7WbTp7C9t5Y4lhhkwhnyQ2SDncmDtBHoa8ynjsVVTgpe8/yBXizqLvTZvD3hv7X4K3mO1RbkxCUmbDYwEB4wPlyPSorOxguZ77VvEktsvim8SNI7GJfLMkO0MxJHGSc8eq+9cvquoeItb1Wz/ty2fTJX3u1xbp5KxoDnCk54TOM46CuV+K+nX/AIXOjm11CQ39wHlknku2kkC/wk5HGQe1GDoyu6dSScpP8PU2hNOWp0+p+ItP8OobfxHYyXlrYyh5pILeMiTfktEcjhRlRkc/Kaq6Pp2maxPdaleLHaQ6jOCljM6lhDj7/HTjHymvOZfHWoa/b28l3ALu60+AtO8yqUkA/vDv6+tUNC8e6h4duX1CK3gOoTPhZ3hDx5I+4F6D0r2KmFmov2ektiaujvA+gd2jaTe6DpOlaxNpGqeTKpDwog3EHa3tngACvJdY1LUb+K30y0uLi5uxvQpdSbv3ivyY89c1zOo2+oX8I1PVJi7B5JOXII5yzewzgCpNOvvs+gtqF4txJOSvlzNMOG7AAc5zg1z0sIqdp35v8znbb945s6asutta3nnxzPKyuWcL+8zwMnoKw9WjnsrpoJWVnjZgxznpxWvqrXRknj1CzljvtwmeWXghG9axtPspdR1hLVVLsX+cMDwg5JPpxX0NGEpWbKjtdnRaRqD+E0h1O8hguLyWAi2tZYtyID0cj17gVBBrsOsOF1aPy5t+7zY/uls5+ZfT2qHxPK19qMz9Y1wiAdMDiqNpAAR+7JbAxXtLDUote6Q9Y8wusW80V7cJcYLkhlKDClT0x7V03gCy0m81mHTtZuJtP065YLLcRxCSbdjIVB0GTWPek3d3ZtdhjBFGElAO1iOeh9uK7TwslvoPhiSTXtHjvLC6udy3aANPhQC0aseE7ZOM814WM5aScUw5tEczevceHPEF/YafMbG3vH+zPcTp88cO7dnjocAE4+lbF74y+1XUPnLcajbI8UyeeQGuNi4LOw5Azkgelddrviaw8Q+D7qaHRrHTLe1uBLbjyyTtfIBUn7wO3H4mvJLuNbm8Mml/ubV8JtRe4XJFctJqrH342aHujf063j1zULa2m1E2aXt4PMyTshjb7xwPQZr12fwF4LsfEUGm+GdXvorNIYmu7mWXb9qjkI2KoHAUfeNbHwj8Dabpml6Xd3zRapq2owKYIYYubZJF+aR2P+y2PzxVvXV0nw3NeWlnHbyazfWMsEjvkBYQByp5AOwAL3xxXzuKxylV9lSbX9b/ACCMdNTB8SeBdE1fxto2l6IrxrHObe8mmlMrzYP3+fQdKb8RPhrpfw18YTRaNpt1d6XrujlLBQkcsiz5AkJDfdU5ByOmeKg8P3Vn4L8T6Lq2o3Nr4itYojvs1ut8iu0ZdQxI42uR+Oa9l+BemX3xh+IFz8QPEuE0HSIntbaNzkowAYoB7hgcj0xXuYOrU5UlK/TXqexhpUlQd9z41uvAGtGOxaSMi8u55YWjcbOVJ5Ht8uPxrjHgmEzRGNxIucoVz06190fHjVJPE81p4ks7KKysYL5dPt5EUAQKQ7h2x/F1P/AsVwrfs/WsiaHqfiPWZNL0zUIyBdrsAkYEAAsfu5HAz1xXtfXJR+LUxpwVZXgeCeBnl066t9R0p5H1CPOIkYBoyrjlvQEHg+or0bxFqOsXGmQ32rag9xatZ5tnhcMis7sWUn1+ZjjtmqnjjwpD4PvtS0fQ/s99pTW80kN5PgzK4XJV2Xqf7vbNeRWl3deQsb3JRI1K+Wz8Lkfex65OK5MVThjpxqRtsefUoyU2mzuNAnktruI7ZrtHLlU8vc5J4UqO5JJ/KvSbSHw5qt80GoWVyVdI445YSXlSVhuLFf4gSMYHSvGvC/iXUo9b0sabbSXd7EFht0T7xkAO3H519EeCLC/nvtam1iz0/RNZe1ECRSz48ldgy4CnAf5t3U8HivAzGEqN5Pt3JjBp2ZW8VfC7SNJ0+GOws31ya4Ked5LskpdjgYUcHGf19q1PBWn6Jottp8l7rFzBc2qvFLELU4ViepPRSCcc9SK0LjQLcQSadoE1x4qNmFureW1Z9g3r+8VSD97GCF7ZNcR4wstX8NaRazSrdrb/AGt0lgK7CUAzuYDpk5BJ7ivGp8+JgqLm22xSXK7pHq/ilba40PSL1tNSSe+HlwXkWB9oCqzEsmOyqa8z1bwL4g8QWtzpsEMdpPJbvd20LEA3BUghGPb1xXm+n61qGv6y0LX9xCqW0ywbZDiNdpOB6cZH419AaP4jbSbbT9S8TvFNrosolFuJArJCO5H95uMmvrcJgamWYKzleXRHbhKjr1I05P3ep5h4rub74V+FfDd9Hq0w1ae6aS5s5myJCR8zKv8ACB0qrovjIQCbUtVvbixvNQc+YrRb0ZCOCM/d6np2rjvjp4hbxh45uNQjZ/skKeVHF18vHb8Sa9B1HwzY+IvAnhlbVLhtYsrBYZinAVjkgFT1+tVVw0K0FVUbN7k4rDcjah0PKtQsmltYzDqRu4VVkk2oRsG75QxPUe9dp8LIdX0LUb1NMugCLcy+bFEZXiA6snYGs5vht431/wAPsum6e/8AZtpcAXECcyBscvz1GO2a6b4S6rqr+J7nQPDti9v5tu8U1ySS8SrwW/2ST2PWuPETToSUWnbfyOGMGd3cePNJ8S/Yor/xJrGrTadKl20ccXljKAnB28seMYq1B4O8IaxHquoabraWut6u6TPE0qHaGIIjVT0PHUcjmsPXbe88Pamtl4Y0OOGa7BtJ7+RxF5r7TuJ4+U5wRVnwhoEnhOe48S+K4bd/EGqhYrOARgtFGvBkZRwGbr6968WNBeyvSm12Wn4r1PSw+HlimoL7ySXTtHh1l4fGa3EmoybQuo3dqHtwD/CMHKexqWP4WSabOW1lnvLbb5kMpO+Kbrt2AdffNdXd6ZDPokl0biJZpZAsrXDY+XucHrxT7zx5oWjWsFvp2pxXSpjzNNALMqDrIp/hPXj0rSjWqOHLaz7n2dDLcPhUnHVniXxJ1Qadpz6Raedb3N2nywxRk/L3+nv7VjeBfD4sraxubDWYrGS4YJKFYv5o55KcHqc8ZxjNfQ/iFdDjhtVkNpNd6vLiJ4wGl8h1Bbryvyg56ctV63ttDksILW40eyextBiz/djfAeeQ3Wu+OJhQpKk1q9zOvl8sc3K+hw+i/CPSdG1ODUYL6DW7mzt/MkXy9xleNt+1R0OeFz/WrV5dz+VFD4rv7vUbfVpHv/IgQxQQYAYK/GTgADHYj3rUk063W4jhtZ1ttj+fCx5jmPPykdjzjFch4+1nxZaNqCabCLG18rZLbQqPmiC7QVY98Eg465rzHh8RiJ3UuZd+qPkMbga2Dl7y0E8WeL7jQdJhu7rVRJqGsOkFxZl90M0ZVlDO44Ubc4xznJrRHi1fDEcOreJrRblNQk3WSAmRBAqHCLI3GCQPfqa8jtvh2fHOiaNfaRPcqsl9LDNE6lra3AUPuL9V4J6+nWuq8X+LofEXhuWx+z2lhqWlXDpbo0rmMjy9gCpztJUnHbK496c8HRbjCOr1v0seZfl1TOw0bxLLrHnavaJc3GiWt1JJb2cw+aOLyQiqD/12kRMDrnNe1aFMttq8thnP2aGFXYDgtukDnPu4c14h8NbLUvDmp2uheJ7izu47iy84LbNuSCVZhcKC/QsfJJ//AFV71otl9mnZSpe4ZVklLDhASzAn3y5r06SVOmoweiue/hP4fMdjc3IiQnIVgO3p6VxvjDUNJ0GCDV9fvBb28ccifMctIxGVVR1Y9eK27q4UuoJ4PLEj9a+efH/iOPxN8TW0ho2ntdFtuF+8FnkYZOPUIAPxropxub1HaNjxW11K11P4h2fh9tPsILP+1JlvC8Z2yIN4U4HP3Dn3bFfbVnpdtFpUVtCVNtHEqjHA2joMemK8T+F/w8SDUvE2oavBBp+rX+pGbTbwsskqRDjaV6DJ6juDXV+PPE0Gg6JNdTXX2MKpzGr8bsdAP5V71GjGNnE8hJQTsjmvi38ZbT4d2jWPhtraTVHyAqxDEee5968/+GHjTNvNq2su1/rOoOzvLKkzFBnhVAUjHHavC9WvpvGnilXGE+1TLHHuPQE4ySa+xPD2gaXBp9pDbxpJBBEqRlOcbRjrXVOSi7DitLsjttavdSufNlgVVJzmMSg49w64rhPiRBY3+lalp2qYnvLxmuNKRHICPjDsw6e2K9puTHFboI1MMYIV/nI7+prc+MvwK8H6j4fOqRx6tp8mn6e13FNbSBhLkZMQzzkgE1xYrDrFRjLaUdUYTg2rxPznfTc3MYtmbawzmXGM554r2Pwv4p+JXiXS/K0GeK0htmEb3MUiQuUIxgg9RgfpV29+HHh7TdKub/Sopr6QJGLmTUPkhsg/G8Op+dgT0waxfC9xoct9Z6W1vdXtxJciBjbOVHlf31AwSc9jXh168MTSvy3t3RhzvY9a8NaN4ik026XV9dju2udyq0ZEoXb0lY9iDwAK8X8QK0upfY7B/wDhJNUmlZJsW+G3Z7Y5JI/Kve/DiN4Dig02yurVLe5cyTNL5fnoOdoGckfUGuN+IeiWHhJbTW1m1FNU1K4Bnu4MCJVxnemOcnoeleJgq6jWku+2lhyWl0cx8M7mbS79tPtZZo7qe5xLbs3llQn3vmB49K9ii8I2Mep2wcyXmm3KKv8AZ5kZgtwTncHGR3PNeI2Phf8AsjUV1CbWraS2vvm8yHElwwb/AGCPlPPOTXd/DTxxIt/rFrqMzppVnbhYrQJzsDYOO+e/r6UY6nKbdSk79xRkmtRfE2q/D288QeIPDfiuO5sltZSlu6SszM2OAijg4PXNfPI8JwSWF9qE16YbZGK2u6PJnYHpjtx3rqfGfhm6n8Z3F3D5tz9qZrlPtMLwhxngDOSe3Peq95Ff3kSw6dpsOm3EMbJdxz/uwgPQYfucZzXvYSKoQXs5PW17v+twcnujlNN0y4htUnmib7HIVSTByGBP93qfwrVl0O+0dvtGj67FPLbP5ksKu0Zh2t8vJ/pUWkSapdyTC1t/tDQY8wAcjnGV/H0qSTW4baTVC1ij3s8uIyDlIwB83B6k16Epzba3BzkyxfXGn2CNII7+6mvLdWcykqnnsTvKn+JR096zrVoxG+oS3h+1JMFaBjkOuOAB7Uv2j+2ZNzsW27YljDY/eseijtVLWdIhgdri2maTbw6N8rqR6gUKP2WK19GXdO1KGznaM2EOpbo3XZK2FBwcMPpmui8M2m5l1OwZ9L0+G4jja9wJJIZCo3JzxtILEZ9K4bTbb7Vc2sK7ULMf3kudu739B2rVsbu7trK5hg3lZSRNH1jYAdceowee1FSCSsN2R6FYfEK+g07UrC+le70W9ja2c3iqVURfMCqjkOTxketdB8Mn0uzuLjTdSsWuNV1C+hvLKWMqd4AOIt2ONx/PFZvjbQNDl+HOn6hp8UE0tlPbNcTwReVL5MiDeGU9Rv6N74rW0rT9M8SWZ1D4bajNayWVum+1vZgJIyh2LJv+6G2sNv0NeHUVOVBtJxTevyJ3Vz0zVbbR9Ph1TRbS32ROQ13AqgSLcj+DceSQOhHqvaiuH0rwrZ6hcG48R3V0HsObi6gvGZpmZV4I/iIBHzA9gKK8dQp09OdgrF/w7Z2ekaq2n+BI49QtYv3Op6ncw74hK53qVD9Mh9hUdNorprrR7e9a6ttOvrDSlt3JvkmIiedw/V34z8qAjaeelM1DSjbaNZ3ku7R9Ns5LXy7aRwgZwR+8kbGZD1bbj05rhfGVl4ivLWae7ubK4t47RZpJ4hs+zyucq7LnKKoyOhzu6dKxp3xVVOM7evU3bL+q/DXUPFep6mbVrfSdEtMR2Vzs3pdBiN21QchQWHP1zXe3lmNMtbe10bVLew01zDaKrOsMZCYYzYxnDOOS3BrldSj12Pw5b3GjX0l7ayri5hhmWFbcMVXyQW/iyuT7ZNU9M+INjovhea8MUj6pdwxxmG8kE6KAzIWx6Ky5xwTuXtzWleGIxEYpNNJ2t+rJlPlOkax0nTTNdjTjPZm02jUY7cYkiDccMck5z2561tN4d+26ppOsSrbaj9vR47NXkETW8QQFAMEqowGHrmvObzxVq+qWcMc0oV7y1Vb6N7dvnXA27RnCjnJwRzjtxUQ8DxRWX2q41YTaXBGq/u5TKGbdypb+EZPGPU1l9XdLWdS3TqxKo5M7D4geJNJ0K/WDX7SRpEaIwy2MolZhziE5zgfKc461xvjp9Y+ItxpUbWaNNexOUdbRo5VVclFbPXjB44ptnpGsG90b/hHrOCz0zfJDDezsspLNwzRs3PbGe3Nd1f8AimDS1S28M3UE8mkW0bwu2ZRJMRls9MZBY5z2rqjyYWUFBcz/ACNly3TZ8ya3oWs+G9MaPVrKWy3O20yLwwIxn+o71vfD7w7pGu6dbL9tmh1OKNmWJFDNJLn5cKTj0p3j3xlJrzJJcFVZyWlRVDIvuR6+3YVjeG9MeWKO4i3ODuEDK5TLMccEdDmvpJTqSw/ve6xVJc3wm3qthfR3F3J4huZorlohBBBc4LSZ69Og4/A1h+IdUsb6wt9Nigl08RQhgshG5pP4if7pz6Vp6tok1/dzLcTSW99HEcl87FCryCSSynjvXNyb73wvYyhpJmaWQlI4eU6fM0n8hV0UmkzOKdjnpYbjULhvs/mzuVXeck7cdjVqyuLzQ9V/0P8A0m9f90yAbwwPbI5P4Vl3Vyy3MklrI+1+MseT9cV6T8KdGXXNUtrfSrFbvUJiI1aYnbCM/MxI6Y6ivRnUdBc/Y2Uea0TIm0qbWkS4g8pN/wB5dpBVhwwxV6PQBpMd1fTK01vaQK8gKhgBn0NdRd+JJtf8a6vZ380Njplh+4ieGMYj2ttOBjknk89TUniSyOtiw8P6FBcQ6E94q3t3cf628n/hQ+gAOcDgV0JVqsVUqytFnWuSFoRjqcHq0uiR2qm0uxOkiiYBIDGyFh/q85OcetVrbxa32e0t7yZmsbUEx2qABTk85Hcn1r7F8afArwb4g8H2dk8cGj3llbLHa30YClWA/iH8QJ7V8TeMfCt74X1eay1IwrPbMEKxtntw30I5zXmUK1DF3V7smvRlDWR7P4I8dfDee5hu/HNtcifarpY7S9pDJGpw2M98DAx1NVbfwTq0+saDrPhaxium1eWW8tdOnZd3lIQ25wPuow2+/OK+f1nZS2wHnjJr3b4VweNLXUb9YAbe3m0YqNVmfctpb7gfkYHALcLjt17Vz4rD/VoSqQlr5vQ5fZt7LQ900WZfCvh/7HqiE3dorx3NxBEwklaTcPLxk4ClsDHpx0qXxTb6VeaTZ3Ec8NhH9nWOG2jQq3mAbR5jEbs5CqQT/FWTq3xW1HTLDT7HT7H7LP5AmuJwu1ZVQ/eUD5sMMjJ6ZzmqEsFn8WpJra71a50u+0vfLIHysNxE2WVihxtbYRyDnIBr4Wnh63tVXqPlV9bagmm+VLUwvBPwZ1fxbqd9p2lfZ7b7L5Z1C5k48p5F3FMdWIORgehr63tvC2jeA9A03w14Ohjh1EK82WY43uFV5pB/dAA+pwB3r57/AGftaPhvxv4m0mwvBf2A01HtychZZIpgoY55G4MR9K960qW1062vryaae81O8/fT3Ey/O5/gTHRVUHhegx6mvs6k3Oyvoj26OG9kttTeEmj+Z/ZtwllDYWbIziVUCiUjIbB74JPvS6xHpmqSSeF5NMa+0cBmZ7mFWgkJYHueTzwAMAD3rgltDFpWrXktkL7V9Wv4Ut4ZPmVSrLtLD+FFALE9cZFdDol0be/Nn5zXUcS/NcMfnllJy77ewLc+gGAK7cO4pPuYV9Fyx3MTxv8ACDwZq+hz6fb6VaaXcbAILq2jCtCw+6c9xnqD1FfB8+gf2FrlxD4rsTJM09zBdgxgKuQyCRAOchhuz7Cv0R1jUIY932hl2Abm5xgfX9a+IvjBZ6Zc+ONS1KGa4l/tO2huo0j+VSxVlOW7BjESe+OlbzVo3R5FVu55VMln4d1K3uNI1Gb7QiAq5UKI2IIOe/TP4Gu/0TW7eHw5b63qNxLNq97dyw/azmWWcxhQEweF3BwOeye9eRXNyBLcOFDI4Kru54z2P5Ukt7NbC1bT3uIY0xKu4/8ALTP3l/SlUw6rRSluCV1qfV3hZ9c1zToND0q6t9CkgWYG7dyks0oY7gGXGAACQPY1seONPvk0KDTLd4dZk1Zpre6vHkzLuWPKgZ78McjrjFfJi+JNWvryK+v76SSSAiVPMcgOwPTj1ya9J8OfEDWtWu4fOhRJ01QToytxGGLMVwe2DgH8K8T+yp0q6qJq1728/Xc0SS0Z3Fn8Ibbw7qNrqV7qL3EVvNJ56bQqhQDjHqScDHvXWaXqtpqWqalaa1b/AGPWd7BEnjwSgHyIjHrjPT1NaGia1p2u3lndeWbp4s3cVu52KwZVO5h/skGjxZ4n0+70+G4k0ebVMs5WdISscR9fMPQY/Ou3E4uVSp7Jp+vmfSYPBxpwVa6v2PDbbwF4ovvFuo6hpEVjDDpNz5+L4gLIQcjcp+99O9fWPh22Y6Zp39sW9np/iHUIFnuoowqrvPbA4AxjivCvBkWqa/4psmWQS6XaE3N000gDMF/1Yx357V6/LfLLqn26byhMcBCvIb3x2rPMqypqNBPbVnVltH2nNXkt9ivq3hKDz7sW0suk3UhOZIpWWNm9SB0rnvBmh6f4AvNTvdZ0tXuL1STexbm8w9gccYzzXpUWt/bn8jVLQNHLgCQcFffNLbQWmja3FaXUhjW7UiBpFzC5P8JPZvSvLaVeDpyV092tGaYnLqNT3o6Mi0fw5pd7b21024wTfvFiYnbvPJIBPPPr0ry34u+ELrxHrVvaabqU2nxhcs8QywHcfj619C/YLfShm8kVJgvGeAq+grhPFV1p1hG2o3JdnkJESL96Q9voKzwVOGEkrb+ZX1aMKPsodTwbQvhjqengTa5rNze+TJthtd58sqOhI7mu11ZPD3hdYda1q2jhhgwzKkfMhH8P40y71+OwC3F4rXF5cfLb2sf35G9PZR3auA1b7T8Qb8wT3RXSNPkD3EiDKzzg/cX0RelddR/WJqrN2ivxOihSdGLjFanayC21Dxtda5eWpjuGs4Yo0RR8gKAlgB35APpipF1sSTz2cfyNG2Afb1rPs9fa/wBLTUJ2/ejftkAwAoJAx7cVz2qXAJt721+V3BEp/wBoGvIr1HVrycvQ9qjBUaUUjo21MyTra3sg2rwp98+taieJJDjT9XjS6jSMLvYcMue/vXHW0zTjMmCRzu96tTTneu88AjPrjvW1KrKm7xZrVpU60LTV0amuwzaRos8PhW7uItNuGP222iAKlGG0ll/iAB/IVy7/AA9vr2xt7Hwn4mttWmjkjvbmJ2CKNzAKwbGf4sEE9cCtS11GZJP3AJVh8w7Yz0puuaKNX05l0WU2d4IgJEiypkwc5yO4xwa9SP79qz5W/K6fqfCZjkvI3UpHPw/2hoYs11S9jeG6S42/ZrlZRG6xuueORyc/yr6B+C/iO88X+F4tQ1O9aVrMFrvj5ppmY7dx9FQDj3r58+HXw/t9V12bSr+W3tVWLzJGubjym/hUsmRtyo3N6nNfTPiXX9D8C6JZ+GvC1v8AZ40i8qKJYdm0Dq7ufvEivQnT9nTjBO7OHCwlTjaQ7X9fkiSae2he5uDnyIYxlpG7KB7mvHdK8OTeDoLvU9UurL/hKtQma6vpXPnCIkkrGo/2QfxrsNE1W08QaHe3kcheMyPbGZZNgiKj7wbtzzn2rxLUZNS8U6/J4a+H9jda7rC586aNd2QActnPH1Nd+Eo2jzSIrVHKXLEPEnxa1TS7lo7e8tJrg8jybXydvuefpXn3jTxVrHiPS7OfXZkbzCxh2yA7hxuyo6HJFdP8ZvA2leBo/D2l3K6jB4gudKi1HUJLrjc0mV8oJ/Bhkf8ADFeVwzeZZ/Y4W2zPPl5GYeWy/wAIAxkHJPPvXb7SSaR5+j06m74A0/T5PEkE2v7hYWoaaVBy0jD7qADqSccV9YeEdM1nXVjaCH/hH9JT7kZXfPIPUgcL9K+efhLf+HdE1HVtS8YNIWgiWO18qNpC0m/DKuOCSPf3r6M8I/Ey88VX62PhrwzfWljt+a/1EmGNQB/CgGWPtn8abve6OmOqsekp4W0maKJbi1WdlB/eTsXZj64PT6V6hBeHV9B0OO1ksWnsxJbzwXEwUqChQMqn7xwRweteZm8li0q4vJlRmjhByBhWI4yATxzXGi7nuzML8kyzKHTaSB7r/hVw2Jk+h414v8MT6xLrl42qtbhW23H2mMJEyI2G8uMYwRt98+teRCO3Xz44bord2s48i5EmxpYugwD045r6pv7fSfEkV5ZahLBHqEEJiSbYElVe2xR97OSPm718vQp4b8OeMb5vEsd/cafY+YYbTcUkeXomSOQM4Jr5DCYiVSdSDTTj0secux03gjxLc+G7+81CzjTW5nt/KaG75Me7hXVs8MK9s8Hz2+oD+wteaTUXlgMt7NMoMUTnkRh+ScDHNeJ6Fq/hTU9Qt5o4vs1xJbxmWOPLFGyd3z7hjqOME10vivXrrwbcTaXpzLcRPaJJeIZ90ivuyoVwOe2friuHG0JVpezSs+5UpOJt/GU6H4d8NqmlSR2t9M0Qt4rSQOrEdS3UjA75rz/wfo2pfZ4NcnjhvJLqJxFCkwR1UNtLMDjPU45rn9WvI9SvvsvmCxt2bzAdvlyZxkrlunfGaYulatPGJNItYobMriPzp98rAcg5PGM+mBXoUMN7PDKEpavqxct/eZ9C+IdHsrzwxm/jh0W9isZJLK6F15jjAz0XjB246nmvm1rq+8Sz3mv+Jr+C7aOWOOW3lfEsqnjKr6DHU1pfEHWb7OmW40m80yeTT0SQzEjz3J+Zk7EE9MVzV5oilbd9Fk+2xxqvn3BhZNrn727OcAHjPtW+BwvsKb5pb7eXz8yuhYn1Wbw/GW0aS5s5bgkq6kZ8vnHA5B69a5aNZJpWb5nZ8Ef3iT3rqLG0nWZjD/proPLDRSZMgPGE4yTzVbVtJ1PR4h9utmtkueAsoxIoHQY6j/69enTnGL5eolNbWMjT7OS8kLOxiiUnc6Jkq2PlyPc45pyrJK5DSblRssmeMZ5yR61btrryraW28lnEu0RsX2qrA8+x/Gs+K4aObzoiIXLEcHbmtbykWnc07i1vrK7gjGVlmijmjCsOExuBPocDpU0esz290JDIdxjWPc3IAwQRgdiDis9bwPIgumeRTJkr/EQRzg/hUMpjdSVQxgY2gtkmp5W90TZtnaaTqmteKLCfTktzeeTvuppBgO8Y+8vJAKghWx14zW0NeXwDoF9b6Vpt1azahcssl3OSsjRbOIdh425Oc9eawvD1tfeHtaY+dG9pzFNPGxaIF1wDnjOGxXoB1O61ua58M+OZ2n1KHEm0RKyQxBS0jgDG5gBwOc5NefWajK267ITstCXwR491G2sv7EutMea4kBeyjggBIYqQQ5/iUjOOvPXpRXPxeBTLaLq/hrxCkkUTNm2COHCqRyh/iGMscYx078lefVoUJS5lbUqPJY9f1Hw1rnjK5udZeS4sdJhsUaOwMgmLyLARKgIxsDHlV55btxXhFr4gaTUPtXiSzvZrNLgtcOu9VaHdGVRweqhc8Zz8wB7V12kePvEmivcXUt495p5uI4JY3GwqsUblNq9UBByeOSKvaZr2n6b4Z1/w1eiW6a6aIJPLIWmYAYOB0Uq6hj7KevFc+HpyoJqaTWiVui6kxdzH8ceIl0nUJ5vD87ppd3IXjt5ogGtAEUbsbiqs3PyjlcYzXGQazHKV0dF/0dCW8yaQhiCQd2B7Hp360/RtKs/EUl3darG0EaOIpCFYRxuSDlmBJLFVdunXNZN5aJrOoajeWFyJG8yNbNs8sQOvPIGPX1Ar3KVGkvdfQ0UVJu56Hbtp9/qVvcBY7eK3gf8AcyM0kUip0LgHknACqK7XX/EnhKbUrew8I6rBarEI5GhthtVzIoLBgc72HYdsV5La6tJYWRtdRjB1G+QYWBMAR8DJx68j/wCvXFeMLaXT/Foms91s0/l3ES7dnl56Ae3HFVHLadSSlOV0tjWNFb3PatQbUEs4ILy8uzaWZZrGGW3bCg+jdwfer2n6robWn9m7AzSnf54OwrxjBPQ8Ejn1rhdY8V+IIrnzZ7yWUyADfu4OB0rMh8XrfSBdXtY3HRnA2Pj13DBNdSwVF7ROjl5NjuNQ+Gdn4qgvr6z8SWllJHkxWrwHa4H8OV74HvmodGlk8C6Ta6Xf3q2OpSZkZNwkTZkbSVI78HBra8OfDDxT4ksW1T4ff8T3TiNsqC7jjlT2bJH6j8a7uy+BHijxLeW1xqPhKWSQARSAXseN395mRjgD0rjrYWootc/MuitqYyhKR5T4gMetCW4N/E1/EvlOkKblkz0ZQvYjsOlM8H/CfxRrKxjSNF1LybkkNhWETL2/D1Br17xh8Cb1tF1vxF4FhZbzw5eiC5s4/m/1ahjImeTg+vUV13w1/bYjttNisvHGgq1xCu3z7BRGSR13Rnj8sfStKGGkoLn0v0KhRutTkdC/Y68aazNG3iWHSrSCbcJHeMPJGv8ACFNeveBf2Xf+FdWWpQWWuNdLdKDIDCF2kcZU9ehrpD+0x4T1eO0uLRdRhefO0SxKF+m4tz9KuXPx2t1nixod/Nbx7SXULmX6DOcV1Sw8XHllqjohCMdjw4fslXenT6gdM8QM0F+5MqBQXZM5wH6g106+EdS8NxWun2WjpHDZxvIzEhyXxhcZ5yepPXtXqqfG/wAGXd15etxXmkliPLeW3OFPqWWr7+KfB/i91m0jxJpskgyu1rgQyFh6BsE/SirRjXioyeiNFPl2PI44L+O2WTWGMl2wAWPbgA98DHFfN/7Q3hKS98Q6PqkkASHb5N6+NgADZAzg5O0+navuG9hm3wG2gSSG3XLNgb257YPrWJrulaTr9v8AYdTsYCtym5vPUfMcEYHpjNcNPAqhV9pB2ZVWtKpT5Gj8xda0L+w9YubGdv8AVnMbH+Je31ruPhp8QE0O6bSNZdhpFzwxPzCM+hHpXv3xL/Zy0tfDsy+HZ3e6tVjd18gSS7VLE7ST6NyAQDgZr5S1jQH0keTexyxqSG3FBuZD0OCenFbVIQxEfZ1V/XdHLRrzw9XmjufW+jeFNC1l4fFGpXMjWs0LokJlCi5BUrwjdQAex9KyviEun2GkSL4d006fdzYaV45GYbETb8wJ+Y7cDJ7VxHwo0rXNb0qfV7bR7nU9M03MSXF1INkLEDkEYy2ByOetesWti2v2U1jqQt4NREf2lAspVtoGOuPSvm6uGnh6qjzq3mfZYV4atB1o09fJHk3wb1waD4y1uG+Jlv5rdYIWjbKoqHe/6lR+Br3tPF7Lyl0qKw+ZHAwa8j0vwjJ4T1q4tY7VJXaVlupvOWTBI3AKeOnFRa/dXGi5lnj82AcFkJwM+oPSjHRftk4y0aO7BSTovnjqmeznxdNFyFEka94pCKtWvj23t2WRmWGVm+YOuNw9Ca8HtPEM0cYkhfdDuz97Oa1R4hi1IbZVUdx6isIyrQaudE6GGrLRHrXjSe88VaU1rp8qW63Eg3uGyDHzuAP5da+Vfiv4R1a11mGPSmmOnMkduqhyVwpdgM98b257Zr1e11q+0gK1pKzK3XB4P4VsweI7LWZJIrmFIWO3PYMR6161DGVI6bo8LFZVTavE+QH0+8Aa3uD5awysdrcHOMEU1t7bFLofL+UM5zhfT6Dmvpr4u+AtFufBk2q6AqLfWzBzGhy8gPBGO+Mg/hXysY2eSRwrsqfe7cfX617NCo66ufLYjDTo1OV7G1p0q2gja3EUq5Vmcplh8w+UH1ODxX0P8EtKt/HGta4dTt91lZgrEw+VpGkIC7h/eAB57V8/aVp8l/ZzR2rIg81XijBJaQ4wFHf+KvtH9nmw8PaD4GeSO4Mmph2a8TGHWQjjj+6AMA/WuPGz5IOUVr+ReAoxr10pPY8/8Z/Cy91j4gXU9nqT22lyuu6FCY1iVAFCgj2FWvFfjjS3g/4Q3SkF3Y2gSIFHKl584VV/vHPBrU+L/jpPCOkyfZZYv7Y1NjiH+KFT0+nWvPfgx4bbX7+48S3sZ8uzcpbk8eZckZaTHoo4H1rCE+Wl9ZrfZ29T2XTU631an11foepeHfCsfhS0+zxSRyXShTLIDljLjLD/AHR0H0qxq1muoEvYv5V5EN+wNjn6VxuranJo/wAULP7TL/ouoWPlqB0Lr15/Km634jkt9d0prNlaaW4WNgDg7WOM++K8LEKpVqRl1kkfRYfko02tlFs9A8EDUNZd5NWmNtZQNtlJJ+Y+gr0vU5dLv9Jn06/hWW1ZRsI4KnsynqCDyDXl/iXxhofhlIbfV9QXTYZGMcTGMlC/qSPfvWlpN1cXEG0yfaMDdCQch1PQjHauuGGrKzascNTHUpXS6FaDxJfT3DeGvEkjSajbDzdPnlbYt9BnA3H+8O4rz74g+I77RZX1HXbu1uvMbydM0+FjvY988dAeprovFk/iK536bY2tvcX20ta3KS7XibqU9drYwa4XxFHZ+FXn8eeJbSRdeaMQ2Wl3CcxzgYaQ+qjsa7I4dTaclqzKOKvH3ehiT6DrM97tkvG/tu8jDX0nKLZ2x5EaDsSP8a39Xa10DwvJHYq9vGiCGFVHLO3AyfrXmnhPxxr2o6tPaizn1jUdTuDKywIWllc9sDkjjp6CvX9F+DHxN+KWqPp1xpv/AAj1nAEmkfUhs256HYMknjocVNTC16tVRa91GkMbQp0rrc888S61Ho3h6HS7SVWnWFYVQHJLnj+tWfCsOorpDW+qW/zRMpDls5rc+IH7LHxA+H8w17UoYNc0q1lEs01i5cogOSWQgED6ZxTPCWtwatqLW0ezyZ0weehxXNjMPLD0krXu7tm2ExUcVV5m7W0SNK10xlgaXJKt0z/KqV3M2Njfezj8K3Y4prCCSF8kxSEEE54rM1ayD4lhBQt6140JX1PoE7IzrO4Mcq5PyqeRWxYzSS37SwSCN1UnI44rm4/3ZZGZWJ9+a6HRdPvXZntrG4lR8IGWFiMY9cV3UtdtzCTSVyeaG31ZoluP3dwBhHXg5Nc14wk8QrA8c07TkRCOGR2P3BxtJ7fWvV7Pwm8itcTxeRHGjY3DG4+lYWraUtu8jXOoabCpGB9ovY1HTB6n616tCrXhZVI3R4uJwuGraxlaR5T8THbQbLwv4bg1KOGGHRorq9mtpi8NzcsJXZwRw2ThAT0wM1738OPD2u6J4B8P6d4ISPR9Q1ENPqGriP5gBH5hZm6nqqAZ6ZNeUz+DNCvLmGSw1/TphanISBDdiNMsSp2ggA7jweOtesaf8WbLT9BsbDTGupNStrcQmRNLlZOFClljK46Z7kV6VScpRi1oeG6Fm9DwPxVoPi7xb468RX/xIFzqX2Bnsz516qvExO6ONctuwu8ngEcehrz3W/Cj+HtPhuoJ47pZH8uR9uHjfGQCOmD6ivWtRsPFPjLxpfTWFtcS2/zXUtxcxeQ9xKRxGRngk4Axx0rc8BfA3Wtf10al8SrFtL0uCTdDpLSAyXDjpvC52rxz3PTpXpUqrUnJtPY8mphmnroYnwp+H6XWgafLr10unzyztqFtAWxK8TLtR9vYHaxH519HaJZxxwRQ2LFyBhj12ima9oWn3upRXUsEMM8EQh8xQBtiHRAew5rPn+IfhzwejRzpqMnIx9l093X/AL6baD+BNaTlzaslKx2XiOOOLRZrdQ2DAFAz15rl57No3sA5yAGPXpwKz3+MPhPxJJFZ2upSW9xLiNIby2eFyx6AcEZ/GtHW4isMIhk2S/MuW5wcd6cWpaJks8W+J3j+48B6wQthaXiahbgxGSIiSJlJAdW9R+leCeK1t9daDVLS3ME82RewrkhZf76ktk7uuO3NfQXxf8G6l4i0vw/Y6XHb3t6906NK/BiUjPBPPXsM5rlfHP7M2vfD3wbD4k1HWrW8DSxxm2Ebo6hu/JIOO9edKFHDVXKOjkc8MPUUXUS2PO/BjWOkrJDcTCe3ugfMt0/1hZRlTnHC57Zre0zxdZWmprA/nCSOWOdnWMTE4/g+boO/ORWMvhi81KwlmslIli+cRpFjcPRSOucH8q0/he+m6FqUdxeajdafrk8rW4MsKNbxxNwWZidwPuMY9a8+t7OanUvd9jmtzatns2pSeFviHa2ur67Jp1vJaEIvmM0UmCcISARnnk44rgB4rtd48LeLIbe/02z3x20liqmTfuJU+YOxzyK7jxDq1j4Y00ro8ulawl2sloZogEkjkx94Odxbr3GOteF6Z4M1G6uNSXTdQt5NSsVMscdsxkeZxyVTHcDvivLwNJTpyc3ZX0v0HNqbtc2/iH4wt9RGmadeX13czWMjyKwXzTEpGBGAcYxivPrLxHHb6beafKbsx3EgkykhUEAHIKjjrTZrGaa9uIZ0nVm+eXzF+dWHr3HvWld6DbXEKf2eyyakwU74rjKMe/BAA7cg19JSp0qVNQZolG1mV7SQiayuPtctrGxUvcxow+ztjjn1+hq1eaxf69dQvcSrqM24B5THghV4+YdPfNN0/Q9TOnR3UUbXtksh+12hnClpFOCpUHceCMY554pX8O6zZwJdWmkXHkS4V9gMgQs2AjY+6cj7rc05cl91chw1MqSMSPfM0ke2MHYEYruYnjaMH0pun2cku57cO8kXzBUiMg45OQO3FdBp+hHWbq5SSa001Y3XzYJ7jym9PlBBJPXgUatrcdvp1vpejrCv2NZUkniADzBjzlhgkcd/el7W75Y6i5raI5s5kkZthDE7sBcbfWp7KO1FteS3kjqqjFs23h3B5B9ODSgtHCtzbkGHIEmRnBx0/KkknbUUhhlkihi3kIoHCgkZJx1rZXloWpWO90KZXsdHt/EWoHTdKmcRNFBAC+AwIdxjq2Op+tWYofteq6hqF08cl/G8n2gwyKDIjbdjLgHucMMdB7mvOkvLtov7PuZT5KTbm39d2NoOeuAvQV0eraxZwxaXfaQrwTm3+yXkSuU3SjGJDjqrAHj1rlnh3d26m7pLludLo1/FeeJbeO+tJZLeSze5ijaYRhCxyzIFOOcMSOfTHSivNbbxBPDNE4jkaOPhgHyeB6jp60VhUwTk9jFU2dBqV5qGs3M1/c3EVrNeSvKZNgBb5SFA5yF4I/WtLTY/EF0LPUtWaI2unyv5H2kgG4LtuZAQMN8zFjuIwOlc9F9kfUQLyyu9ikZVZHbbkDbnOOM5PUde+K39Slv9EtZAimaK8j2gzw/dZQMqqktyAe/XHtVyVkopBGN3ZFTxLpV1Frl/Yzx21mHLXNlbtLwAxDHAXJzgHG49OlY2jWN9qmoeTokO64ZQfIEPCkg55J4GMnOcUyfQbuzsY9Qurd2ZZQ2G5Vk4yuVPXDAnuBmrvhW+utJuru+0uAy2krvF5ZyFwyttz1I257+ldeihoaNWvc9wb4FaunweHxGh8Q28afZDK+ltEPMa2SQKzhs/38np6c814n480jVLzV5ryJbm7tre0hJumK7QAvQMMDjOMda66xn1TVvC8a61qFzbadaR3FtEoJ2KpkDGMAYzlmYkHPT2rgotXvTGNMllEUcbg7TGd7kd/TFdsbJLlOqKtFI3kuo7+zjW4t1En2VZCVkwxKqNxwep5BwPeuV1OKOPF1BKzW7EAkHlT/hV/Xd3mQyKdjbs5A5B4wffrRF4X1DWJBJbxfZYJlywkBVd3oBjPvx61pGPUHJLc1fAXxF1zwBqseo+FtSmtJ0P1Vh6MvQj2NfV3gT9sW+1jW9Ni1mx0vSVRSLu6jgeSS4PYLEvVj6DNfFeoaKmi3Jt7i6Fw6AmWONSjRjt97rX0t+xt4ZefxPqfiMT29u2nWyxQSXCAxGR2GdzE/KQucd6KkeVakp7cp9jeAdfjv77xYz6fe6BBqYN9bSXsapKR5eGfyiSRwM4avzwuba88QePtZudM1BYtN+0H/Sr2zbLqG++VhUkZOTwOlfc3xJv9P8ACtrr3iNE/tCwbRw1pOJTsa7Em1Qp6Ence/Ir4t0q8k0qR7hGjudRvUaNLJjt2L3c+w9qm6UdVuaNHqd/4k0HS9B8M6ZcwJqmpWpluJLjY8cODwCNyhm9uKfZ/FCzk87zbdUgH3cMCD7YOK8y8R+JJL+GGFbBbVIyDxnDDb94HrgnJ44rl7eS71WW4ii2CXBMW87VfH8O6oa1IjsfRv8AaWkeIrBktrpLR1wflccH0IOc1574nuV0q4FtNIPs5X/j6hXA59VB4x6ivD5NcuLScwkva3EZIljYEMD9c1dtfGOdqXjvKvRgxzxVKJLkz1/QvFnijQlnudKubq4t8jMljO211HQ7fX14rtrH9oHUvPg/tx7e+kOGC3kW0qQeQSoyPxzXzlHrkunywSaReSQxxymbajbSeMDNeneH2svGmnW8mpw201wA3mkZjcHtgj+tDVtxqR7Xf/GDT/Ff2bRr20Gm2+oTgT6h5n7mOPq8ZyMjOMelZfjv4aeGfGstndJLFeEyqvnKRG7Rg4wCPQYx1FeXan4Gu7NUuvDV0bWSRSwhmkBEgHp+NWfD95rP2i1u9UiubG6tpgN6JuilA/hZemKh6oPi3PsD4E/Daz0r4Jjw9MBtvJbppJAOSWkba+O5wF/KvE/EMug2uq6hdXN6kR0KCaKGcDYJk+ZQze2eP6V9YeDBb+Hvh7pMkzNHb2mnJLIzdQAmSTj8a+FfEnhLw3qmvS6rez3B82YtAsc+EKg5wYyOeTnNeHmcKDjF1NGfQ5XUrQ5lSV0c1q+m3mkGzmguJLu5uF+3osjjZI6jdtJ9Cp24HrS6P40j12xF9HGqoWYS2cnzKBnlMHt29eKvfEK+jvrux2H7PDCJFRs45AUYGOeox+Ncfrtm+lXzahYRqpuiBdxgY3453j/a9e5Arz1KNbD04y36HqxU6VepUW3Uh8SaV/ZN7bXmjSMmm3y+ZDGW3BCPvJnvg/oarWPicRzbJx+86ZIxWnpP9m69o95ZC5C3kUguLQE/KFb7wx+dNk8PRsI3dA5B2gms5aaSNIXb54M0NI8QKZsOMxtjrWvKkTsslq4UY3bq4Jka1lbYGVVfHPtXQaVO1zbiE4BYAZzWVrnoQlfRm492zweTMu9dqg5PbNcH4q8DpOsmoaRIjzCTDWnkndJ78dea9Hg0e4ntWmVGMQOC4q5oXhzUJ72P+yg8lwknyGIkFT65rSnXlSloznxWBpYmk0zof2XPhFMfDOq+MtehElyjmx0tZDu2v0kl46lQdoPY57io/iX4Z1T4f65F4i8FQPY2C/JMsQJSN++4dkb9D9a+mtG8S2L+CtFitOYkgIkdsK7TDhiRgYO7dx615L8cdZ0GfSdI0LWriO0i1WRozcG58uRDjcpCD724jbyOBngk168eeeJXL8PVdz5C0KVBxW/c+MfEHiRvGOsXGs3yP5ds7ADcWDHgIgyB3zXqfhb4p2mmaPBoepW/9j3NrHtdCNu9zyW+pzzmuU8S6NY2l/Z20V1JoNtYvFIttPYsUkmA+fHO98cckH8K5/XvDEGr6nJc6Xr1peLdSAyyXXmo8eerEFOR7DJrsxOFhiIRhtFGWFxUqFRyvds3viB4/sZhayWNyLm5t5VkjIA+Qd+fpVC+udZvNOtvFTw3gt0cJbOLZhGi/wB4tjnnv0r0rw54L+Feg6QtvPq2maxqzpia7uyyFCR/AjABcfTNei/2j4T/AOEbTSbLVNMuLZIVhWBJ0bK/T9axpYSNJRSV7GmIxs67etrnz7pOjeHvF2j3Xij4j+I7kSW58uGxWRUDkdeeSc+gA+teu+FfGDw6FZf2faGGe5iJh88kpa2y8K7Y5PHbua8S1bwL4qu9X1CHS9KN/pYuC0BAQRhexGG4+mBWhNceK7zThpttptxpWwYup7jEYlcccM2AFA6YrulDmSucMZ9jtdY8V3eqXupeHNDvptVsdTi3XF7Ppwu7mGXcATEEClF44UH86w7jwvceEl0+08TeHZfEAvGaCO/vFfyo0ZvulM7kI69cmu5+GeuaD4TtdKhSeLUNUs42WdLJVlEhJ3bm2BjkdBkV3GsfEJrlPtU2mjTYvviTVJ47ROv+26s2P92uSUarbUY2PQpSowV5Sv6Gh8Ifha9vczaPpF1YaDb3Oy5L2kEyTNIp+XEpfcPpnB9K9dn+HGq6e+oTJ8RLi1uGcNP5mozIN2P4j5gxxXzbL8Vr2e7hfw/fXd3dKcKPD+mSzMDjAxKREg9zuP41s+HvAvijx3epNrcP9jQyne0mpXbXt43uI02xxk9yS1bU5KjC1WWvqE1KtK9GDt6HpXiFdFt9Plt9b+KWoXwliZZLe0vrudZVPBX5ZQD3GM814DrFlofgvX44/Dvg4LYzoslte6n9rjaYfxEL52MA+9fcngD4feFND02CbRdLgaccNdSxhpWYdTuPTn0xXDftU+DG134fDWdPi3XuguZxtXJMRGHGPbCn8DV1qaxFJpfiZUqsqNRX0PlbXvG9xHeWtjoWl+GtR1S6TdMr28jCBR1MhMpx2xV5L/Wnt8S6hoNjOo4S38PQuv4M+TXKeFrazstIZdoa7kIknmP3mY8kZ/Gul023jnuI5C+5DyeeD9a+NnW5Pdgtv6+4+zoU+dc03uV577xxatuh8VeSy4KrBpUEQ9uFAqndzeOtckZNT8cah9mZhuS2gjgOe/KivRHtI5oleaSPIGQuPyFURpZWTzIgzknB+XAA9aKWOqJ/8MdE8LRa1IPCPguCFZLieS61i9QDa99O8+Dj0Y7R+Veiw+H9FmtmfXNP02G3tIG8y4kto0CjG6SRjjgKvGT3NS6HaNHYxgn52+c57Dt/KuN8b30fiTxDYeE18w6PCq32sQIeLof8sLYn0dgWYf3V9xXpU5uS55y0W55s4RT5Kcdyz4fY6/fRXun6fHpfg1WV9M0sQBHvzn5Lm4OM4blkj4GApNdj4p8SzaddzW0EFusqsq4jVcoeOPY+1dHougrHbNcazGJJG/flD8uMDgYHQdh/hXKWuj/214iu9QZFhs7NHuSG/iK/dA9ecAD1rKUqko3tvsaRVOMm29hr6ff6lqNmlusVk0DRy3LRwqAxY/LGPQk8k9guetch8SbPxh4U1vT7zwFqjW+lTxiCbTryETwxuBhJAG5VTwDtPB5r2rwtpUkMkEV7tN4zmW4C8hZCBwD3wDj9aydVtJPGfiuw8O2St5M0he6k2cLCv3j7E8Ae5qvrVWlVUaa62OV4alVpydTtf0Oq+AXhXUX8IWfiLx9bwP4k1HM3lrEAltFnCqg56gbiep3Adq9avdHsNRtmt7+zt7mBxhkljDAj6EVNa20dpbxQW6hIYkCIo7ADAFFzdxWkTyXEixogJJZsACvqdknM+TbUm+U8o1X9n7wadUtNWsrSOzNvOkzQsgeJgDkjaen4V83ftGeJdJ8F6pjwpqjguCVsCqzgSZ/hByQvrzgV3X7Q/wC0zaaHEfD/AIP/AOJlq9wMJGhwMf3mPZf5186+Hfh3b6nv8ReNYLnxLqEjCW6kmUwWdt/smViAQB/CPXkjvxVKih723kt2deHwssR5Luz1z9nTxNL4nhvtV8b6Pai4syosVtlLtI56/Kc4wO+fyr1HxR4Xm8WSyaj4kMTWqoBHYS2yzwqoOckHq30zXF+G/jr4W8M6XDY+H/Cj6osYA/0Bo5EUj0CEj8zWfq3x91fxFcm1tbNdNhVhvtIGS4vJB/dCRlliHqXYY968fEKdeXtJLR/Kx7EMMnH2NvxDXvDSeGNXm8WTaLcapptwPs9vYWUSJFbEDBDrnPIOc4rxG/8Ag3eyPqWpWdvaKxfzILQyEmYPzjccAbc17vZzarrUkl5rGImmfelqrbkhXsB2J9TWkmmqD8wzmvIlWpUJuVJ6PcceHYT1nKx8y6b8D/Ed5vOqzWVmxJKssrSsvoNvAP51vaX8JZtFvZJ7vWpZLySJone3t1jAVuDjOdpxxkV9H2+kI5VSgXvmqviTR4orRZLBknnj5kjA5C+ua0nj604vlWh30cmwNGSUlc5rwR8IdIfwy+lz/aP7PKt/rJyWYnk59ea4vWPgVZx3e2bSYLqKL5YpfO2bk7cbs16z4O1OMxXFndTOsh5AZuK2buHKYkYsW6ZopVpShzJ6m8sFh6c7cisef+Efhv4e0GK5vdOsYrS/vUWOa0vpBcQFkPyupOWU8dj9ap634cXUb2+j1d3027vdu64jGUVwc78JjOeMnPaug1Gy8nJUlT6Vn2utXNqWinWO5hH8Eo3AD29K5K1ZTqc0rqXcmWS4Wsr2+48z+Mfwq1SGG31TT7H7TZRxQW8H2aLfISVwW6Hjdg7icc+tfP6+B9c1bWLnT9PtJbq4jhBMZAZ8KORxxX3voXjiz0+MW5jaONmzs37lX1xVrXNM0uOKbxBotjaiSZBFeOkK73TsT0zgnOM17VHGypUL09Wj5zEZDUpv92z4C1jwVr3hBLVNe017O1u2Jid5EbI7qQCcEdwefas27ayh0q2+zQqJAZHkcqRuBxgZz/8Aqr681TwX4U1W6lvdfRdWudVuF3xyboWs41jx8rgnP3QTwPTmvA9T8HaYNH1YpfRzT6TOy3Vt5A+VdwEYE2clmJbjbwFOa6cPmMaz5ZL3la/Y+XqU50qjjJHmUaSXzySuh3OQ3AOF+v4CmXMLFWVwzxHAAwSygd/pzXqfiPwtZ6J4S0X7FpttZzSSsz3kOoGWW6VlPDoOF2kcZ28Hv1qHwVbadYa+1z4i0uOSzuNOaOFb+2eaJ2yok+6QRgbjuAOOmOa9L61H2bmlfy6m7qRVM8sg1M6aZZLbzIbqTdEwHA2EDII78gflRXVfEbRNIttZuG8H2c4tSGds5MSkH5hHwCUwRjI3ZzmiuunKnUipIzjKLR6d8LfAeg+P9KaHU9Y1PTZbeRJLgoYgGdlZgAdrAhQoAVvU0vwx1WbxEurTOyktcWwneP5AxwyjKDgHA6jGaqfBbUBHpGowtbmJZb6F1nJYyRrskAAPQ5yPy4xUX7OK/aNS1W1UZefU7JASRjBaVeTnPU/TrXBKHxS7HrUoQvBpbkfx91Py/iN4kW4aOIR3QtrcxKC7xpHGrA8/KvzN7HHtXnljryX4dY7dLG2RAP3QAJfs2RyF6HFanxBsLrW/iV4lvJkkljm1Kdi4TGVEjICBg54XPFZ03hfVra7iuorRtjJ5mx4xHhBgAsvG1Tx1xnoM1pL2S92+p5VWUZTZ2E9rfavD4esYruS6t5b6aaZ9pYMdw+ZieW+p5rnHhtotS1E3bI0kccmDJt+aRiQuB+Nb7m4h022s7C23SJCJJi0ZX52ONilTnjpzmuajlni1C8/tWxSFLSFpyb24EcatghGEmNzHPRQMk8V2QcZtJPY71Bwgm0Yo1q3tZcLLHLeWtyzxeehZWUjGDj0IB59a6RvHkx0yPzJobad2JY28Pll1xwN/3vwXJrM8FaFpkV1Pq3iNZ7yFJkW1itFimEkjfMGZHPzKAOn6itnSPh7ql1qGoaxc6VDa6PczPJH5qlGWMsSNka5YewxXRGonJxXQ5JJHDeIJJNaeTUY7YRMi/OEU5YD+I/8A1+a3PC3inW5Vh0a2v0tBdERxOIwu1jxjOO44yOfevSrTX9H8O2dxbwWFo1s1wsYkltw0kgA+YCMkHg/xMfwrltLtrfUtReHTrSCCw83KzyIu4uT8oDAdcnouTWjlpqCUpLY+kvjFr11P4Q8E+E7qKS2jsLdZL2NxgeZgKMgH0yc14bb6FY6LZ3t1pl39oW5k8uNlO8oo5Pzd/Tiuv8W6lrln5i+LbeFmCLbm9icMmFXH3gevrnHNcNqU0U0QhFvK2k2Vi7hlYfvHPcDIJ/l71i4ttI1Uko6mJ/ackoeS4kM0KAIrM2Ao+nB7+lUBq7W0/mK20JkjHINc7JrNo0EYiJZoxhdwww/Cu2+FngS6+JmqOlxb3g0G3VjeXVuhOCBkKGxgE989BVPQIK2hl3puPHdj9sijg/tay4dY+Hni+nciuYuLFd6NhtrrjkYw3cV6a/weuoNQuJ/hpd3eoanazsq2EUZnLIO4lX5fwNcoySavcefHay7wxW7iaMhYpAcEk9Ac9aUZJ7FNNFWLRZ7XTjPNGXXacEMuAPWl0bVrjTriTdkkjaOSee35V1J1Kyg0dNLvbrdfPLmJLVftLsfQBcDP41hSxBbry7Tw7fXFxHy73QA/Hy1YfqTWnqZnrvg34iG/it7NrUXE+FjkLjdtjXqx9Oa7zUPGegw6VdvFNJczeWVdbKHzwhPRWZfkU892rxLwPbavqLyTzeHpby1jbaq3LpbWqsT3UAlj9A1dl4yttU1bVtN8Lx3G+O3RHvLWxUR20UzdFQ4D8A85PXsKiyuNXP0FsbCbX/hdZ2lhcvbTXWlRqkmQcZQcHHHPSvj7VND0e01y8u9a1COJdKikKIz7cuo6Ad8GvV3/AGcdX8H+HJLzwb4quFvYrQyeXJJJbjhc4V4zx6civmC+XxTepcya54T1XULRd8s9w4juoGVTyxZiuRwPQmvDzHDqu4e9Z+fVHv5dX9hGV43Xl0Zyus6uup6fBcRbZHSbcrseF3cH65HpV/J8W65pPh7Tpx9vvbxI0lblUJPLEDOcAk7RycACszxrrdhr1/baFpu+FnXyriVbURxR3CZIWKJAWKDJUk5LHoK9c+Aet+E/gw8mqXukLrHir54Te6nqlnpkVmnQpHHLIZdxIO5igYDgDGckMErQT+yE8c7z5ep414h8Ca98FviDdaR4jXYW/f20+0qlxAzHa6g8jocg9CCK6y31BGghBztkOSrDo3U49uRXovx78Yap8b9FtdQ0/wAIwXi6Eslws+lRX92Fg25k33Jgih2AAMQpY5HB65+f7HW5rqza6MywLGhZVgULjjP3jlv1qcZRTfNcvA4mVNWR2t3bR3BJMQw3PHA/M1nR6jpukzRre38Ctv8AliQ73b2AHWqGl6DLdWqza7c3N1NMM+V5hCID2wOp+tdh4O8LWSatbrpljDA7H5nRQWA9SevSvPSoU3yu7Z7Kliaq5lZI37TVdXltobXS9NW2WcfI99u3sCeGEXBH5c12Ol/Dtrue0sfEWsXV/eXbsRYWk5tY4lHUsE5b8TWlaaFb6fezarqEoljQgRp0wB2zXR+DbOXUBqGv3rNCs8mN/TbCoyQG7ZIA4pe0lGSUFYv2cZwbnJtHA6J4kT4YatrngbWLxp2gujf2ck7qoMUqjjJ6kkH9a5/xva6n4s0/WnSETajcWwnseAzxRId2R6M5HbBwvvWp8RvDGl+O/ET6pfSTQ3EKeRFNbvsYxqfkU5GDjJ5xmsqGx8QJq6QR+K7pQbdlTbZQlkjRMqmepwFxn9K9Oli6blaPxHgV8trpNr4Tj7nw5oHjD+yPFOuQ3cFjcRxQXCWuEU3akeYjI/zM0mePL4B6819PaXqXwr121t/CUvwvg01o0EcEGoiGxnJ/2Xl2uW+hzmsXwf4S0+TT/C+jxL5ka38DoZACS/mEsx+pFfXepaRp+sWrW2rWVvfW7dYriISKfwINepTk56tHl1KfstGfKGvfALxJBZ+R4DttZs8MStvrdxY38MYPZG3CVf8Avoj2rxT4o6Pq/wAOoLXS/iBdQ297e5+zxaTaQtMT64Vya+xPiNa6Z8NfDt1q2meLtZ8KLbxMyW8UqXcBx2ENwHAHspWvgGJPHXxn8at4y1HTYtciim2CS+njsoCB0GC34kLmt5ezhHnloYwhKrNRpq/cbq2nab4hv7e+1jT/ABXpOmCJII5XtHEHyjBJ8oMSx5zk5rF1/wAT2OhXEmh6Bb2d/pHGLq5SdtwxzmOUAgj0PFe4W3gn4gOzNdabp98itiGLTtVi2RjHQBtp/IVieJ/C+ra5pU+j6voAink5jmn1FA0bjuPlNeHPMGqlnFW73PpYZVTlR5oyfP2MT4VvJrLC41ebFvnMNjAggiVPcJgsfYmvfoZdLtrc3VpYW8LnCqVhQE/RsZr5H0jW9Q8I6o9tqEZhuLEiOVE7r2fPce9e9aJ4miv9Ohmt3MgkONx45/rXLip1Gua+gsJCnF8lrM9m0T7PeQp5hKyHPGdo59q6S2ZNHgmuSiqwUpGDzuY/4CuN8DWcl/P5jNtSMZIAxx61tajK91I7y7gA21QOgGeleVKo1Dma1PWjDmny3PS/hLqdxeafeQTj93FLujYHswyR+ddn4jSOTQtQjuIftEMsDxyR/wB5WGCP1rlvhdeWz6TJZxLsuIWzJ/tA9D/Su4ngS5geGVQyOMEGvqcFzPCxs7ux8njLRxUrqyufmLrujz+A/GF/4e1MsBHIXgkxxLC3KsPw/UGr1nfG3uBBHnBO5fevb/2ovh1qM9la+JLe1ZptFykjRLu32pPJ4/unn8TXze+oiG0jvIjkJtzjOSp6/lXzWKptybsfR4StypJP0PT7CS5nkWJXO1uWZjnA9BmvQ9Atba4SJXIV5DzyTj04ryPS7yW5EQZsNwflOQR9a9U8FTxrfW6pufeccV5NPSpZo9upK9PmR12u6c1pYtsIiicYeQcbUAGSD/L3IrifhFZ2Ova5qXia0DyQzN5488AMrbFRUx6KF4OO/au/+Isk8dnBbxFVR8IikZyw/mB1+pFeWaVaa98NdTWxi01rvT7gRiyubdgrOsu7daS5YL5ikAxscbwoQnO3HspxnJx7a/8AAPK1hBSW70PZr24W03NcSGaZsnykOfmPTPrj+tZ9pLGNUNrG2VijRpEjzl8fdHHbdk8/3ahuvHnhLw5pUt/rl1dae0YLzi90u4huC/TYEeMZbOAApOT0z1rE8L6vdXY1O91a3bQJryX7QILhws8Fuy4hjcAEBivzHP3WY8Eiu6NOe8jlnUhyuMSzq3iqfwz430GNoxbwSXkbjB+VopkkhOfXbN5GfTzB61e+G/i/T9E+KniCDW7gLLPAEt2P3VXfkn6HK81yPxl0iXV/AV/f6RClvqGkf6faySfNKxjwzrkHgHaPvfxKvA4rw3xB8S4tE8beDfGS4bSdRi23JLAbQ4GRz/cK/pTdGUq0J0/OxlOpB4aqpb6fmfot4o8ZaR4S0CbWtZuvKsUA2lRuaQnoqr3J9K+GPjH+0B4l+IXiWbQPhxaXnkhA5nmjKiBCME7R1Oc8njtg1ofFX9oXSfHWo6Povg+4a8sdNRzNd7Ckc87DGYw3JVRkbiBnPAxXLfDHxn/winio/wBpSA6ZfK6TwmIFTJg7D6jDc8djX0CpydP3tz5WFSPtbS2Lmh/C2PTdJi1HXbGWCafBuNWUmR2P9+UNk7c9SpwPSvSvEPgLS9Y8H2Og6mrz6Wsn2iaKGYos0meMsOcfdOM/Su20f4tyJpcsM2n2k1qoKxrOgO0H3rlfh/qt5r02oWetW0ME9rdSJ5cXC+VkNGVHQgo69PSvFx0XSg5xlqz63B1FWmqco2S1OJtvg/4JsiDB4Y07281Xf9GY5rrtK8P2tjCttplnBZwqeI7eFY1/JQBXXzaL+8/cKPLJ455HNT/YnjVVRdo7kd6+OlGvU+OTfzPpoypU17kUjF0+xkQskilT0GBVySwaJQdp5rd08sLjZcqP3nA4rY/s6RY9s8IkQHgjrimqHYl17bnKWTNkI0m0jsR1qqNMuFbVW271lQBMdx6Vqa3pXkp9ossqo6+oqHRLmW73wu/yqRn1FOEuV8kjNq65onmN/YXFlN5oDRyDkHuK7PTL99S0i0upB+8jyktWfEqwz/aNu0ba5+K7+y+HboRBiyPk0oS9nNpMufvwVzW1h0urPcqjcvGR1rgbuR4pTt+b60618SSOHjLnaecGs+7u9zF9wweuOazrPn1Oih7jGz3atzKh+XuDXXeGPFC+QbWWQtCyGN1PdfpXn9zhlbGWyKjspJIGDDoDWMJypu6OycY1I6neeKfB96bGSfR1LzIpZEP3Jh12N7H+deTx/FDT9Isns9U0G2maG5ijaIko0SswE8bRqCW4XOWJBOOOlfSHgy+j1jQ4fOdd6gxuPpXh37S/w7gtbS08U6aClw0iwXEkZIZj1GfwB59RX0uBjTxFoz+X+R8DnmCU71UveWjPPvA1lreuXviDw/ZXmnWXK39nHKmUlmUlUEZweQrHhvl7H2q2PhxL/wAR3Wja/qU9zouk/u577T0iJErrtG1WYb1BGMKCxrj9H8XavpUs/wDZdzLbSTI8UgGCWjIxtPAxx1I9adL8QPFWm2Emm6RcrDYCVJZLSFQBK0Y+WT5Tn5fvBvX5jk16Tw1ZSlyNJHxLp21PUPE+ga5qmh6XovhbRLvVdH09fLa+tLWPKyhVDhmiYgdAfn5y/wCRW5pXiXQvBXheTVdUW3w8pHkw313J9qZxuLvvjAJO4EkHBKkgLgiivGjVxsbxowul1IVKD1ucj4C0XUvA+ta1Z61AlzdW88LIzlgkibWwV6HHH6da7T4QeCn8NarpDfadLurXVLu3uImspizsVJLGVT91gW29gdpwKua9LY3Gvu2lPDcSNHAG2Pu5WSb5X9/mA5zx6V2PgK7ittJ0nbcRPutohGEQEJsRXcYH3eVY57k16UMTKt7Jv7W/yPXpy5VT+Z5RY2lwvk3scx0k3Ukt3NJ9h2xsJJnMZMn/AC1OXyRjgK3XpWb4stHtLS+81ILrW72RXeWOZSBBGxHmKo2lznsfmPHGK7bwXq4j0XQpISHthawG4aaPMSnYC2Rxxg5yc9eMVy/jK+jN7Z3UcMpe5mJilWUyv12kRqpJAwMg8dvfHlKtOWKlfueNKV5NowPCfj/S/D2iQrd+bJG24XVwsJdogrBRv6kA5zTfHmtafqCy6bLDp95o9xJG6zyFw8YJUhopAcISPlJKngnGDzWLrXw6givrbUfD1zDcteMXl0+6jmjjniPG/PU8jJ556j0rPvNH1LQtIszqU0N/bmU+ZBEDhQMkbWPIGD0x6V9NQlQS9rTep7LxM61G3Y6H4W+GLDXPEuoTW2oaZZx26M0FtcSFWVFU+WkMT/NNkgZYHvnvXQaOfHmq6vLa2mmXdmiyAXEgthGQP+ukhwDg/wAP5UnwM0aze91nUo4xK0SJDCXJG1X5J/IEcc8171Zzw2wj3ZkZeFLcAfQdq9nDU3Ui533Pusj4foYrCRxNVXb6HMeOvgr4Y8SaZpP/AAjl+NPuIY2W9S9tzNM7lsh5TuXI44AxnPevN7D4Q3/hPxNZ6l4nvbfVtJtMy2zwgxL5qjKh4/4cdgMg+tfQA1q2QsLiVY89PWvPPibriXOkW15Y2stxY2lxueSQmOOU4OFHc89+lUsP7Gm9bs6sfkdHD4OcuV8y1ueR+NX1W41KG3mvJruJcsGVPvE84x3rkLi1tNUF1az2b+H7O1i86a6vLRyjEdcrGrNjPYYyete0aJ4qsX0d9QS3V/kDC3mUCRP9k8cc1wmreG9Y8R+L9Gi0K7W61LVJQl7Hdk/ZPLxkoyA42KOPUmueLfMfnU4qx5t4f+Gy+KtXhK6rp9np8h3G4L7gVzjiMfvBn0ZQK9it9f0vwnoc2hPb/wBoWMU7PAl3KljbDtnyurH6qQetbnxZ+A2heAorfW7XWLTVMtifTI4GtAp25woifdtznH6g147czaHq6SP4X0zdcKgij82IzCBupLSEfkD0PWtG0zNJnp3g34uQ6ZrMzW99qENm8xBh8K2Sg4YAcXMw2oCeMgL7GuO/aD8G65o+qReJF067sfD+px+dDbXGsjUJVPRmkZMqCTzjLfU1yTavfrb3tsNrXVsgIWWIAsv97HGSDznFcrc+MNY17Uov7SvvtHlgQxkgmNFzglV6fzrnhBupzxenU1k7KzNPwDqNvZ332iaNWuOolJxj8f6V67awx6vcQ37J5SlSPMOxcD9STmvPPij8MJvh7c2WqaNJJe+Hr9FeC7K8xyEZaN8DAPUj2rrvAuuRR6F9svpBPsyVUAZ3Y4610vXUxOh1TVofBng2MIPtGo3UrPCpfkOehI9B1xWh+ztZC98WWr6xI0vmzxiWSU5GTIOpPfPH415Xf3974m1hbm6V3upWCQRHB8tSexHGa+hvA3hqDQrCyQOpuIWWdzjJaUdDk9gaiTSVikup98fIE25G0cEV85/G/wAPw+EvDkkWmLb3818fLs7C6TdEzjLFpVA+ZQN3Hc1y3i34gaT8TdMsrDxVq8vhufS50vZpbO5kUXECfejVVYfO3bPTqK1dQ+JGg+OYReXmoQ2ttoVtm6bzCxjeTOxVPcqAcnPY159dU6rSkrtHZRlOmrxej3PKv2XNE0v4h+NvElx498OaFMh0uMxwx2WxQHlKhkXJ252ckAFs8k19QL4n+E/gxZrPRLzwtYXllHzFAYfNUj1I+Yt9ST61+eWt/Fa58N+KtduvBN6TY67aSaa1wFEbLGJdxKhT8pwCPZWrmp/E1xcWqxpKp2EMilAcNxzg9enfrXbTpvlszjnVSfun0F8Vv2xZrq4utM8Ms00bkx4X5y+flx6DIJ9+elfMVnaXmm6kmn61ZzaYsxE5t5gVITkqMHkgkfp+FfX37PvwV+Gx8LaS2qRx6t4n1SJLmXUH5jtg+SI4k6DA4LYyTXJftb/Df/hEfFvhaWx/ewXNtMI5FXDMVdcqw7435z75qMRTUaLVuhthqkvaqzOE8OWV3rJgW0ieSSThueB6817B4L0ldNtZ57lA0zny4yvHTr+f+NU/h/ZXFj4Y08W9qkfnc78fNzng1113pslppknlOPtM7YRFXopOCQOwx6+tfJbO59tB3SiaV7BaSaQZb5gibgeBkE91A71zl54quLNI9J+4kiCW5C/KI0/hjUDp0BP4V0/irT102XSxcgR2tjYG4lTOctkYB9ctgV4tc6hJe3V3dTv88zszc/p9KwrVJKSsd2Hpx5Lsv3mttcTl5H2qCWHPI9BWBeeIYdF1Sz1q7bNpbTx/aAP+ebfKx/JiarEtdSugkKL+Yqj4n0/7fot1p5xgwso+vapoT5KkW+5rXXPSlY9W8C/EO30vxLYC4dTbaVq0IZlPDwuAQ49QetfdlrcpdwLNCSY26H2r8YPBnim7sdReyv7h/LltzbruPKlSSo/A8fjX2Jpf7b+naV8LNPsrK3a78ZpB5DI6nyYSvy73J69MgDrX3NODTt0PzjEVE9SH9sW18W6/8QtH0ZIWh8OyRI0LciKdhy+9hzkfpnvXOaZHJoNvbW8VrDYRpGFWGGQvGB7EgE575FcXoPxO8Q+ONcjm8SatPftcsdvnysyRv3Cr91fw7V3Wv3sU17GIdp8tQjc9eK8zOPfpp9j3sg5VUlZbm5pGrNaXKSxyBfmB4Gea7zWtNXxHYDVdJMkl5GVWVASQfcV41b3aiMqGC9RgVqeGPGl94efdDIfLBOQzHaQT3FfLU5xs4z2PrKtOXNzw3OW+Lvw2uNSs31K3i8vVrZSWjA4li7r9R2rh/g/fvPd/YmkG2A52u1fYUEdl498OSX1rGfOgG2RQuPm+vpXyv4v8NjwJ44s9TsVCWWouYpos4Ebk9vavRp3VN0m7roeHXipVFWirPqj668AWqx2YZcngFj259a2NWtftLmVcbQdqgD0rF+HtzLPoscqERW5RV9s9K6+6jt7fTnuJGDwx84HRvaspRUqduw4y5Z3NHwHb/wBmXsSyZae6Q528gDtmu+vtZs9Pmhiu5Qkkv3R3+teR+FNZP/CS2ks0ixxnKnecAAjt+lM8Xaw+qeIp3hY+TD+7jIb06kGuyhjqeHwnu9HY4K2ClicX7+mlz2MGDUraRJPKuIJAyOvDKynqD+Ffnr8ZPh4Ph5461DQYY2/sm/BurBs8CNiRt/4Ccj8Pevp608WX+iW0i2cwQMwY7hnpXkvx2kk8eaauos5GsabvlssHhoyPni+hA/MCpnmuGxVNQekhU8sxGGqc0dYniXgK5a4gMN5Li5gcwsg6jB717v4VtI47mKSOMqEBd2OQAo65/wA968B8GXlnpviCS5kUzW19brcRA9pQcMpr6A0bVI9Y04yKhhjkwlw6/dzgkJ9Sa82vSUKimevhqznT5Trri6l13V7SaRQ8O8eTEf8AaHb0BxXUPpFnqkV0dZtYbmGVSnkXCCRDEBjaQRg8/wCNYvhSCWLTpri4KyTGQvHgZCqo2hR/On+I/En2SwW3Vz57Koc9PrWsLU4upMUrzkoRMuDwZ4N8N38eoaTodr/aEC5hnnlluWgb/pn5rsI/+A4ql4os7vyrfXtJ2yXdkhWdWjLhowchwvXchJ564b2pq37Tp8ucnkkkVtaXfvbBFyVJ+6wPOfWsfr/7y72L+qJQscnpmtxamhubHbqTjCXU93G0USE9h1XOOP4mIIOcGvkT4meEv+EW1W/8L3U6zaVfM11oV2OEiJYnyTnpycY+n96vqfx14Te3u31jwoNrFW+06Z5m1JQepQdAT3Q4BPKlec/PvinxxoniOx/4RHxkt/o8dvIiqksGTFIv8SuoPUH+Ic559a+iweIhWd4O54OKoSpqzVjw7w9ey2E6rKWjkRir54IIOMGvVf7YzZOFihuGnUASPktGwOQy+hrK8dfDSz8M+DvDvibRNQTUdP1G5ntnkVt2GDMY2yOmVGCPUe9ZmkXgm0pkLnKDGDXvU5qZ81iKTpSv1PqDwqE8Z+GLC51V/IsFTbeSj5F3LwRx1JwPz7V6r4P0CSbxFqPig3BSwvrOG2hs2XaMxEgS+3y/KPpXiH7O+nHxZbXdjeXrLpmnzLO1skhBlLcY/wB3K8/5NfUjmMQCGL5UTGxVGAoA6AdMV8vj63vOn2PscFC8FU7jJIl+XAU54Pt+NQCNcFWwcHiopLght2Airxz3rOvdShg/eR4Ln1PSvFlUUdT10nLY14YUkkAmCrt6MOorrdPlD2+xnWQjv3rx6TWZUmJSQqOpHat3TPEG0Blcq3UnNZU8VTixVcPKaO61C3iYMAq7WHINeYTb9MvbkRZGSfyrpzrouIX2vuZTx71R1eGO+tPtSY3IMvWeIcavvR6F0L0tJHA314zSTb2ySM1l2QkniumZf3eMFck5qG+uManJGDjCngmtzQ4YzbtI/AbrXnUruSudc37uhl6N4SaWGWUD6cdqwta0CewlPysFbnC17PpduILZcEMpHGO9V9Y0y3ntmaRlUHjpzXoOneGm5nGq1PyPE/sDy25mDbhjpjkfWqK7oRkqK6+8slgnkSFvXj1rBvI8blZQOK8uU5XsetF6XNTwxrf2YuqttDds1kfGLXW1T4ca9DPJ8sMccic9HVxj+ZrDW68m8K5AHX6VyPxX1wQeDr+GXpevGi474OT/ACr1su5vrMEn1PFzPl+rTbj0PHdLnvr60uhabllWPdIyqM+386zL7fp4+ZFuWmt1+Zl/1blux6jgetbfh5Gjc7Wbayq28DIKEZx+eK6DUtPh1dboXpkhbdiJxJ+7b5gFJXGM4JAI9a+/lVgpO6PyapVs7HD3vizWru3MdxdTSRvEIkXd8ioMAAL0HA7f1NFLe6RJby+Q8nIA78LyRjPft+dFdEfZx+HQFKLR9ieJPDmp6Nc6T/aVzbXrtFIq/Z1C7VDKxDYjXkksc5bOew4rbt7aPSfD2g3cMqMg8P3U7AJ8ysttnn16n8jSeM9QbXdC0+7JePy7uZsT2/ksCxz0Iye2D9fSsq/8TXGp+BL+O4aNm0vQdQhQxpgbPJCgHgc5GCa+UwtSnVVOaj3PbioJR+ZV0X4es/hfw7JcMLuwaytrmOCOxEm9TCu2KQxyKxIyMkLkn0qLWPCeh6hf/bdSTU3hto/KWztLYQNGcdPmcuDx14+teo+DfGLw+CvDEiXVrGkOm2iOgYI5UQADGDnHyjOf/rVqv40t9XskkBeXEbHy0hXfkEjLZG7OBnOa4KuMoUpt8lnfzOGWHp2upHkVjoWgafpkVxDJqIknUBWukk82MqCAhVsjHOMdDiuYXTLK4tpI79JDA26FgCFKtjI6nAHFe66b4t1LSYVuEubSa2SVkmSWLlUPCyN+AA49a88sNaOn+Pr29066EKm9WRZIRtVQ3Xg9B81deFxcaqlaK+42o0qXJKKb1/rQ888PXVr4M1mTTdMtbq3W4O+b7RMkkb/3ShQAZ6nqa769uZrqNSHCrjJCtXaa7r9/4s8Ga0j3kF8bE+ZG5twGYpgnBPPr+ded2cc8yIUiK5HJZTX1OWYv61Se146aH61wlWTwPsU9Iv1Zz+sXuy/tZLwXYCTJ80ikwsM9Ny/1wK9X1a2hvtDuoZiwjMJ/1Qy2AOMDHb2rjNTtp5bC6gMKZaNjlUAPAzn3rLufiLHLotvNpl9AqMgXOT5kjgcrt7c9a9S/Rn02KjDlak9zwSXVLjwhqtw8l498kszSvEQQ8jfw7z6dKp2vizVp71rvSrmb7SyEAxDY0RPUg9T9a0tb0rT/AO05r651RWuzOGaFMOHB5OcfcPtWVp+nQx38slrI7BjhVZcAZ965KnsadNyTvI/B6+GlSxLpyel3sdLp8s0cMkmo3Vxe6hJ88ss0pkYn03HpVCfW49Kle4toY0kbKybRtMq+jEda3o9MWLTmknIEjdDnrXCancrHqotpyMBeTivFjUlKTZo6UYxSLGo+J7gItxq1oNRtFPEbMFkjU9lcL932INZGkwaJqmuGfT7u5t2Kswt7uAMAMc/OnGPfArUvIbc2DrKxdZhg4GMAVneFTDB4sQrBstrpDEi+/H+Br0qFTni7o5K9Pk2Po2HRIPEvgLRdG8WavFp3hW0tri8ubiOdS0zbisKID1x97HfgV5Xpnhm70S31fTdRs7mznsHjESXURjd1kGRIVPPIwRX034A8HaL44+CbxraQt4y8HTytZPKu5gEbzNm08EMpPY8nIrzH4868JbjRNekA3axYRRnP3mMR4JPqFYD8K2jsYRtYr/DbwdEk0d9fxhplHyBuin1+tanjvxafDbtpujyASFCZHzkrnovtgVm+H/GtpoegC5uSJJmXcIgckjtk15NrniKTWby6vLltskzliB6elRbW5smjSvdeu7lAkkm7GclsE89fw9qx7zVZIbaSOIrFC4+dY/lDfUCs+OW4uW3L9z1rN1WZlk2O23A/Co5Yt7Acu9x5Bnt5CdqyCSLnvnkfiP5Vu2s4MWe68+xqpoenre+JtNU/PEZg0gxnhQWP6CtK3s4YLWU793lsY2DnDZBwML6HHbNdaOeZ678N/iSnh7RrdtQvltEsmdAWftuJAx1PXt6V03iXxvrnxK8X6fqXiv8A0fT7fR5/7Ms5lbesO4DzXA53yMCQOwUV5B8OLrTYNXZr21t5LhGLxzTJvK9MYB47+ma9Stte8/4jaXfSMrQ/Y2RmcZXALE8e1cWPrzWHcbHZl9CCrqVz0iz1+PTY7GMyMsaQxE4BBYY7A/TBr1bwxqVjrUjebCkZKBmyMkp7nvXgHinULWy8S/ZQ4ktZDEwmzgDjJUH3zW7L46k0edjBEyROD5fIww/3h1FfIxbUvI+05YuD7nQ/GXXIRd/YLSZptwWSSVh7YCD27/WvKvJLxZBxuq/4j1ObVtVW9upf3bxoFQ9AMcAVTeYbBHCQTXNXfv3O7D6QSJbWJdjAKGx1NYutXKruwwXB6VuAJAm5m2nrXB+LtSW3ki/eDdI2OlZQpupKyNKtVU43Z5x4502PS9WgvLMHFxmRgeAHB5/OsS5guIjHfGFoYbqR9o6fMMEgc/7Q/OvQ9R0N/EelzzWyFrizwY1zy57qPwq74g8Jf2F8NZrK6YT6hC8Gon5eYt4IZQf90CvuMJNujFS3PgcZBe2ly7HHeF9Znsb622SuEWZW254znrivoXczlvMIzgHpXzDZ5injzjqDxX0CNUY20J3Ebo1J556CvPzi9o2PWyBqPPc3Ecudwxt9KhuEzL++YcjPHpWbBdrniQ8jmo5L3EqmRgV2nFfLNM+vVSNj1b4Y+MZtEmkihuNsZBzG3RvrXGftCyQqbe9t3HkSBZY8c7XzXMWOtrFemMuIsjIYnj6ZrhPiL46l1u3TSeClo5+cNndz0/CvRwVOdSai9jxcwq06ac1uz7d+HHidLrwvoaRoohaFNpDjc5xyxHbJrudavLVoHsmf5XAx7Gvj/wDZ/wDG8N5Zx6RqtzJG8YAg5G0jP0r6FtpLmC6Y3jrJEeYWz2HalUi4SlCRwRrqUYuJrIjQeYc4xwpqtZzMZm3fNz1qG51uIFUZlUM233zVeLUIY5dkbbsnnPFfO1VaVlse/TldJs0tSkCRYDBWJ4rz/wAR3DbPkYIfXtXWarciRBtOMcda888dXHk6a3k7GkHOS2Me1ZRi5yVi3LlR43fSGx1O5jijH2W1u3XK/wB2Ubl+mPmr6J+Hl8G0uzjijGyO2DqMfIXzjccj0avlC7ubyTVb6O2JY3K7JFHzAhVzn8K9i+F/ipZ9G06zMskz7DHIpbkPnp9O9fSYqEo04tdLHj4SrCVScD6a0ORYtOjaZoUhSP5pM4LOep/SvNtbuTf6nLsffGHIXHT61Q1DUrme2htJ2aIQAoi7u1U7WdLdlDMMjoCa8vFV+aMYHqYemlJyOkgxGFw25RweK1rK5EqHPyoD8pPr9a56O4ErBSNpwMKK3JLmGG1VQoUgelebzanW0TX9xtspFc/KV+o/KvBfiFHpwlW+ubKCW+swXgnK4dCOgz3GSODmvYNXnLafcbWACITuFfOnjrVt9ndeY/mfPHED7sSx/kK7sthKpiYuLODFzjCi+ZF/xVNFdfs2rAijcmqJjA+6TcHJz6/414Voskkcb5XzFJKt7V7cfB7az4b8MaVHMzR3uiahqZiWQlfP88pGzDPUbFA/3q848GaBo95KD4oTWWt5RJiPT7dmbeo6blB/EkV+i4ZKm3C+u/3nweLvVSkz2/8AZe1RINb1y2LD99ZIyc9Sr/8A16+m5b/yo8MAvGSM18b/AAn1Ww0vxpFL4ftja6a9vJGA+ofapN3X5vkTHTpX1BDqkOpW5a3mRnK859a+azX3MVK/U+lyv38LBdtDSuNSV14lGCf0rm7p2Yt8xYZ9e1SC243yucjg49az7ydnysXbivma05SZ9DSSRFcS+Xjb8x+tT296DHgMPesa4lKcugPrzWU2uLaM3l4ye3auF81zrurHVf2+4udin5V962bDXEcNHNIVik4wea84kv4HTzAwWZvmOfSuP8V+PG0OJHhYtk7VxxzXXQjUlJKJw4icIRu2dj4ruEtdeVi37t0x6V0en3Bj0a3lVyQc8fSvnfWPiNHe2UP2qRZbosG+XJOOyn3r1Pwtqs1zY25uWKhlHyntXVXoTw65pLcyw9aOJ0i9j1vSdXacrCHxjB/GtSe7WSGZSpSfdhlPO4diK4G0uZLORZrcZKn0z+ldKuqSahBukVBL0DEYIFKjU5kb1IcpzOtuoO4Aq+TziuRvtQQhlfAbtXS+L5obZCI2BcDnmvJtT1N55GWEfU+lc0qd5s7oTSgRX1y5vsRsQXO1PXJ4rzP40aptk0vTTk7FaRx654H9a9F0I/a9akml+aG0UBiTwXI4/IV4j421GPX/AB5cTybms4ZhFnOPlXrz2zX0mUUb4rme0Vf/ACPls5xHJhv8Rd8MhnaG3jZ/NQrtkCMQBkYG3HzZz+ldBLomoh995eLZ+WGuHkkThRgnjjrkAY966DR/EmiabqNvZvoFxb72Up/p69lIBPycA5zXSau3gpbLzrGe81ORoyy7p1EUkwyXSIlMtt2g5IAJOPSvpZRfPe6sfls5ybfus8dhsJJdM+3NJ50O7bMcldjZ4bP8Q47UV6bpFhpEnhycwaTdhJPKmUPeruZmY8K2zAztzRWilFt3mvvJVR/ys+ntXtdPuo/st5G8qw4kWMkoNzDsep4H0FcV490qz0v4deJrywhVYh4fuoHmbOZHLqQPQEbyeMZrQ1vxBJZa1oNvfbPs8qSWcU4hYsHBBVWJ+/zvAPpj0rK+K2rD/hVnjHTjH5bRaetw0mfl/euqBB9MV4eX4WnGFPyPqKTU6KfY1PDul6X/AMI7p1q9uiRfYbYysluAw2qDjOTjDdT1OT61pwrbC1KaqZrU3bZVWcs45+7n0AHBOPes3T7Jk0qz+xSNFIbWNS+CNoCjIUe/r70+0lk81VWRmm4DIx5JOMjB9QW5r42vh3Um3c8WVRp6ozLqzu/t0l7FF9ss4olUhCFEjDgALg5Jx1Bwoyeea5y+t2SScyxzpJNDhlm5OQcEgknKgrwe/Fdre6jJbkW+mM6xxOu3gqoUHoO3SsbxPdQG5spo97g7kZGjKbAcHb1617GXKUKq69DuwlTmqpD/AAHHqLaVqG/ZLaM+IlRyJMnAOSRgD5sgd8V0VnptnaQhY2lRj1SVtxU9xXnek+JJvDWm6pFFAbuTz41W38zaSeRnPTIq9P431iBrZRpNh5kyb8yXxIQY/iKr1r7nK6MaEak292fqfDtShgsPOcpat6+R6TbWdvcRvHKq7sfeIHQ18J+PtHufCvivUtM1OHZGt08iFeMxs2QQfTFe/wCvePPiFLapeeGIdGeNMpKpjYMPpuIzXmGvQeLPi9qsdrrlvplpe2ts7RzwIR5gAyEY5I/HtXpVqlOzbZlnuPp1aV4tqXTTRnCX2o2l7dhNGSO0tyqhEXqOOpPc1ctLqXQ3Rp/3isQcmsvwJp6r4xt7fUlj228jeYrvhfl68/hXW+Mr+w1GaZLWMBdx+6MfSvMnTSaS2Pz/ANo6jc5bmhbeKbabbLcsPLxgqeg965vfY6vrWqakCNilY7dex461w2oi4tZPKZyVPT3FRwahLDaGCOQopbdx3NUsNo3F7kur3Oo1i7dCwJyoG1e3Wum8GeG9Q8VXlmljYzTabpMsc17LCpOCzDILDpxx+NeW/aJGCs7MzZz15rovB3i268L6vDfw3MqLFIsskAmkRLjBzsfaeV4rohS9mkjGc+Y+p7b4g3Hwy+La32THoOplLaeDfkAIAqtn128V5N8XNW/tGxWCylE9rouoSrHyciGQ5Xg9qr+HNY/4WRqPiNtUMdpHPiW2hVyVjkJz8m7kCsnVdNmla4065laG+8sxh85S4A5AOe+encUpNxn5HCp2lYtaVqEV74bmabJaABe3TsTXKpKl5PtibBBwc9BWRo+sy6RJcWkufJmRo3XHftXTXPhyfTdCtNURklWYkSbP+WbDsTVNHYnc0vI+yLGilSSM89M1xfiKR45W3NlicDH9KuQ6wxZtzkcYB71Z0bUNN/tqzk1/TZdatGfZ9mim8pivc7sVKVncpvQzfDup3GhsNSWASyybookdevTcf6fnXp3ijSH8LXWq2sFxbTQ/ap47eGVY522byPl3qSrduPQ+ldl4WfwWka32naNdwppWf3t+FdIRuLYJzhiWOBgcnFc7d+NofEkHl6tqFo7W9ose0wKVEjEfeU/ebduO/Oa2Xc55STPHYZptN1IqyvAxwwD/AHgpHBNd74e1uOe/05r1m8lCVY5wcEc/SuI8ZXVo1/i2hjbJL+eu5WkXAAUqScEYJ69DWXY6q0LEMx55GeRWFekq1NxOmjUdKSmuh9Btfafq2npDDcIZIFxGe+VJXk/gDWFe+KLkpb6ZPIohtJGMQxyVP/168tttUmhLSQTPtkJJ2tjmkvtQNwFlLv5w6N1yK8BYBxla57/9pKcdj2PWPE9tCmnwNIvmMgEYGelWEv4OHlcK6+jelcn4A1ex1i9t7XWYElnjK7ZHAPHSuj8deDr2wvbj+y9pTALQ5weeciuCvQhz8j0Z6OGxFSUXNaoS78UKf9WRJGM5z1BrzzxDrI1/xHaRwMDDEvOPXqSaxNS1K6s90QBQ5IYdxUfhrVWspL4JbwzTXSeQJZOSm4/NtHqema9TC4JU06n3Hn4rHOpL2bPUPC1x5VkjSuI4+ZH3EDPPyitKTVrXxBqV7D4luHtLHVrQwwTxw7wHXI6Z5zkgfSuDt9S865Sxs5lREyHcjgYGCR/T3Neh3ng28g0TR7rUrd7URXizRPLGcNEqEBQewye9ehBWklY8iU7xcmeUyw2tja/Y9ht7wSgNJMn7yTB42kcAfrXocchS3iaRvm2KMA+1dJ8TtOkltrfTJdP8mILHcRxvbx78sP4ZOCMjBxn0rxmbxU0EklvsfCMV+brxxzWeNw8sRGNisBiVhpSTPSpp1hjEm9gpHy4NYd54gW2+9JtwPlH9a4FtfvJiwMjBW7D+VT22lXmosX2u+FyM55+leZHAJP32epVzVJe6P1XxFdXWdkjIme3Fc5JeBH/ikbv3p10sokZZ1ZNpwVPUGoF+9kjd2r2aNGFNWWx4tSvOq+aTOq8O6zcWKrNZSbZbdtyHuB6V9GeEvi1L4s0M6W8klrqmzaku8H5+xHtXyhZXn2K6VweOQ3vXR217Npd5DqGmO0ZVgylTyp964MXhlPbc6MPX9k7S2Ppqw1LxNosgm8VqkojOGmiIbv1I7fWu2HiW0ubNbiFlMkfPy/exXKfA7xPL45e8XUIS2xAJCeVJz3z1z6Va+IfgGbSvO1HwrIkUgyWszIVRh/s+n0r4uvSTrctTR/gfZUG/ZKVPVDda+JNpbwlvtKbl5AbgmvJtZ+MlvrF7BbzGZrWRisvlLkvzgDHXr6GuH8VaTrF/cE/Z7m2uG+9bvn/x01ofDvwPLB4niufEUPl2mmp9slXPDbSMJn1yRXu4XBYahD2knd9jycTXxFWXIlZdz1OLU/h+H0pdAh+y6s96sd4ZLs7mRwRIDE6BlOdvQkcVy1zMfhv43vNPuXIs2kEkMu08oeVb+h+lcTrviG3vtV1jUslIpryR4FXjv1PfgDP1rTn8UR+JrdbPxN+8lSAraXgOWVuoB9QT/OvQxEHNpuNk1qjyqNVQTV9U9GfQy+IY7u1W6XEg2KQQwIb6VhWHi201PVDbWjf6Qh+eJuq14h4T+IF34flhtbr99ZoSNvsfbvj+tex6BY6V4oR77R2iF2SMvGMOhPQe44NeDiMIqbtPZ7M9/DYv2usOm6PRba6iGGmkZZB028YNa/mpdouc7h/Hu4rw7VfEV7oV81rqSSRyxnBc/df6Vq6f8QljtT5cgz1I3V4tXC1I6x2PZhiIS0vqevSJDFAwkcuGBUqT6183atFoGu6y1rqGqNpdvJdO3mJHvLEfLwCRn6DmneLPjRL5n2bSMlijB2z9w46/WsjxPZQeGZ/DNnNJFJfwaf8AbLgFAwWZm3YYHgkdK+iyjCToT56i0Z87mWJVaHLTZ3EEdvDIkFn4jis2tLL+zV8xjbySwvKZPMG77vbjOa7D/hZvhXwX4Xl03T1tHv7mP97eiTdJG4P8DAgjrnrXhf8Awm+reNfEWkR6sNLsbJZFNwLK2FuksZUFtycgnGeR3rl/FrWmn+K7yPR7e2m0uKUGNXjDF0wOMnp3r7FV6MatmtbHyU6NaVO7elzsNM8Uovie2vLWRH86YxlwcsQTyMY5znqc19NeHYGgt/3pUZJB+bBA+lfKeg6v4WvNWsXg0SfT71J0MKibMJO7JHtXuM/xGthDKYpYVuUyXi3ZNfNZxH29aDS1PospqewoSjJ9T1l7yNxtaTp05rLubiGFgrSDIya8VuPjJaNEwaZo3HAGwkZFYU3xfjuEkSfdu7OAQa8V4KpLoeusdTj1PW9a1BeSGCg9Fx1rhdV1+KHdtb51688V5jefEu+unZTIPL6K3fFcvqXiG7vwQ0jAdyOCa3pZXNv3jKrm0Iq0Ts9a+I88Unl2jiQjr7VyV94mutUSRb7bNk5Uk/crnN2WyK6vw74K1LXbR7u2jU2sciozNIFJJ7DNe3DC0cPG9j53EY+c03J6GFaaqNMv4br7OLkQMG2M2ATXW6X8YtTWUid0lVSSEIAIHpkAZrivG/h678M69cafdlwq4ZM8ZU9DXNqNpDA4xXovC0cRC81c56OMq03zU2fTPh346JLcJDdWzx7u5PFep2fj63chxICpXJGOK+RPD2o+RNDcRIHc/I4xk/lXoWpxarNPZ3GhafJeWciDe0YI2nuCBXhVsDTpztBW+Z9Lh8dUqQvJ3Z6pqOqz6/dSybvLtQT8w/i+lc3q88VpARaqNx/Wohq8i6dGs0Twsq4x0P5Vzc+pre3vkiQYXBf1H1FePKi1PQ95V1yK5o6hqK+F/Cs828ec8TztuOMyHgD9R+VbXgP4X6ZJ4N02TVIjJfXsHnzSogZ0Z2JK4I6j5Tn2rzfU5pPGHivT9Dt9ptIiZ5txwoiiBZtx7DjrXvWk3UMD3Fzc3W3y0R3TaDEikcLH2YDO0t7iu+SqYbDpL4pav9D88z3G+0q+zjsjlm+FGl6x4gbUruadIyFYPK65kYDALL1yTjj1Nc1qnw1vYo3k0xla3RZItpQk5UkKcH7oJUnPXnOK9Lk8R3cd1DJcW6XEZuVMYuQFCkLlWO3sOOe+Bium0eP/AE+C+u54ZoWgVpHcfKhBLFTx25Ge9KONrU0ru583GfQ8Q0/wPqN5aWxWZptLULHhtyhpFwGBUfd545xwtFex+XDFd7YrgySXMkcu9DuJKq/OOwPyDPUcetFZzxs3K6RpFq2xxnx11trTwt4ekt5GXVrHULa6WVSeQBLg7vY4HHcn0ql4j15vEPwW8Tam4PmXcGnxnPYm4ORn0wDR8Z/Di/8ACIf2raSvdQC5jIQsQsQb5SFHpnp9OKg8QyaUP2c4ZNGhliVhpcV67nlrgXEzSEDsAFAH0Fe/l656EH2Z6WFbjF+h6loHjePW/CWk6np1q90r20aeUp3NlMKy5A4+YY+hqe0uU1WykEsNzBKJQm1/3bOMFg4z6ZOB61k+EvCekeHtMjh0N7iazdGubWEsS0gkYkHHqqqfQ/pXQxG+kuJlv/sw0x4MogGyV+eFZj3xkfSvlsXSVOrNReiZ5j5nIi1KAzJBdi43ODhBKmdgXqT6knBqvq0keqaXbXyyi4kkwfOQZDAnB/XHNWxbLBBNHbrtZABHETgbCONx7EmmtYC/0NbO33jZJtUDJGeD8vqP8Kww82qkW31NsNJxrKx494puDpOsXHkYjuXm3RbumSoLH69adoksVzYyJqLER/620VurH1PqazPjJpV/pNzZOUKzJGtwI2+82DjI/AVY0+OfU2iurHCyTos0En8MJI5Qe5r9JoO9JH6LgpOKty3t07+ZDqWrTSSlrw+TG3ySW68M3ofYVY8GQTaZ4rsZNkAjG8w26yFhyP4j3NN1IwWv7/T0+2XjArcZ7euTTPBE0kvi61eQvcXUUchSRVAWMbeOO9Y42/1afoZ5k+TDzU3zPp2R5f8AGzwxJ4R8fXUtsvl2mpoLmHYeBuHzr+DZrkbO7Eljumcs33cZ6V9OfHHwk3i7wq19ZxGS+sB9oXamGdSPmGO3HNfIsEhEuwH5XNYZfV+tYZOW63Pi6UnbU9F8GeGY/F2tR2pWJo443kkEyllwBwMAg9a9c0b4Q+HEG27021mabaFkuN64YnGAoI4B65Ncz+znpv23xBq0od1WC3Vfl5zuPcdxX0BY+HDdzxXFwZPLX51iHG4g+navIzHG1KNZ04ytYwq1Jc9kcX4d+Dfh7SLaWW40m01ppLiVXWaMxgbD8oTBOFPbPXFSf8Ib4RYzWVp4b06zvHKmN5IjIvqR14zjivRrfS/sc93qJWZ5jbtAyg/Iy8bQfcHvWHfaetxIzsGtWuAo8xOfmAOMKf515zxU6jUuYpy2PLvGejx6ZeadPplnZ29lb3zRym1QKylgDtkx34OB6VxniONdS87y4gzKeWHUEHg/XFeueOrbUbjwprHljhYfP8rygGBiwd7Ede/NeQeFtWj1HTLuR8ea5LYHJ6YNfUYB+1ou72OWt7j5kctrnhm01fSPtmmFl1mzDtdxbTiZAMiQHsccEe2a6/xTrUeh+F9L0O1jhmWO2HmOAMmRhls/n+lUNIhe5N6ql9ku6BWTrkjJGfoa4zxQ91bXMcd4CssamM5PJK8Zr0Ya6djtpS5opnMXgbBaL5ScnFU7e+ls5t0bfMVZcHoAetXo5A24nvxmtDxN4X/sXR/DuqRyefBrFm033CnlyK5Vk98YBz71opJWT6mzdjFgvJiWxcSKoGcByB7DFLBqE1rIzR7XLckOM/T+tR6XdR2upWk0yK0UdwjOrLuDKGBII78dq9K+M+k2Xh2Tw7pen6fDZKLJrlnXl5VlcspdvYcAdsYpSmlKMO5npfY8yuLmW6mkknOWkbcfrTYw0jKkalmPAAGTUIJzivbPglp9vc+IdPW7t0aRn89N6ZyAhIx/3zSrVFRg59itjzfTtB1ZY5rhtOu1s0TdJKYWCJzjJJ6DPFQTAw8Eda++LvQjrumzaVdT/adKvrZhMsBBZEdNwz7gjj/GvibxLoc3h3WL7SdRT/SLOZon98dD+RBrxsPjfrTbtaxslZXN74R2drfeIPLuJIV8pfOjL/xgHlf8+leq+KdWh1K9u5GLBnIVBnGBjjp1r52065n0XUra+tHMUiPkEdq9HN5cs6XE5x5uDkHIBx+lcuOo80lLue5gMTywcTO8UaRb3luqGMpNHuYyKPvCvNIQYcuGwx5yK9btjPLDPHNEW87IBJ7fSuZuLiGTwTeabLFaw3cDfaIpWjCyOA3Khu/0rry+cuVwbOXMeXmjJHHRSyRtuRirZzwcV0GieIr2ymjmk1a+b58vbGV2WUeh5PX6VxoLF+pp8UskMySxE7kIOc9xXs8rPIfY9m8TfFXUvEWr2c2r6bJa2sMSxR/M37sDo2MZOB2NcWdDfWdaaPS3e7EzAqypy2epxTtS19tUt45oJSGKgSKD0IrqvhHrUen+LdOa6bZBK5ikIAJXPQ81hWk4UnJdCJ3S5onaeCPhVpdzbxfaQl5dylSjeb90c9F9eMc16la+BrfT4oQ8bedaKSPKwu4Z4Uj+ZrXjtP7OlkuWtYobNg3kvBGCAc5CgjnPNatnb3l06zzpJ5bAEK4wSPr6V+f4jF1JybuebJylrI+V/jP4VbQ9Tt7qKImC5BLvt6SdcE968nb5TX218VfDieIfBepWsUIeQJ58bhfuyLzj8sivimZDn7tfUZVifrFDXdHdh580bEvh3T/7V8R6ZZsu9Z7pFK/3hnkfpXpOv+Em0vxddab9nW1S7xPbIrbljQ9vfFeZaTqH9j61p99kgW06SNtPO0HnH4Zr0vxb4zhu/iSl3as5sIY0jiCnkAjJHP1rtxcazl7u1n951UXbER5tj0b4D3kng3xzeabesDDdxAgLyu4dGH4GvpLU4rfUoZJTl4mGDz0r5M1HWI7e/sdY0w7bi2IJPTcp7fhXvHh7xP8AatKtnA3W9zFuBHPsf1r4rHRdZe0tqfa4SfsZezWqX5FuXwzpnie01ceYnn2EMbwlV2l13bWH4ZBr5y+Jniu88JTXmg2EQja42SGUjJ2gEAZ+uPyFfV/w6+H8niOz8RXdlqIE8A/dW4yDuHPPseg964XXfCmm3t+uqapY2zSlIhveAPhg3P59KWFksK4VKkbpp/MxzbGKnRnyu7TR8QuZZEw5c85OfU1s2t8ERUkXfEoHI6rnuK+7vAnhXQbzxCgvNGsLkNkETWibWGMgYxjiqHxO+Evw/wBG8QWdtaeG7KCO8txIyJuHzmQrnrwO34V7v9sUqkfei9D4+Mr0XWex8SuwmIeN9/uPr3Havbv2bb9F1zVILlBmO286Mk992CMd+oNbfjH4deF7PRdam0TSY7SdLJprchmzuDDIGTzwD+deSfDbXD4d8WQTM2ILiN4C3cFhkZ/ED86Uq0cZhp+yWx25biYyrpn1R4oTTtYTZf2MNymMn5f6+teG+MvhgUj8/wALXEqmR+YJM4UY5we9ei2mv7pHjcjpnPtUc1yl/dxYuMImfkzj6mvlYV62HnzL7j9BlQo4mnyyPANX0GHwv4buJr0CTUJJ0VWP8JBycVx2q+JbjWNTuLqd2LyRrGMnJ46/qTXu3xE8CXniqa1s9Lkij2P5k0krYCp0z78kVxrfs9eIRJK6XliluACsskmA3c9OmB1r7HL8ZRlR56s/edz4bNXCjifZR0SPPzMq4VGOBjHPtStKzHcSWPqTzXct8CfFKPGomsT5is6HzSAwHvV21+AXih1bzZ7NJF6x7yxH5V0SxGGjrzo8v28O551FPJDIskTbZF5BHXNWm1i4eQytIVlP3jnGTXo8X7PviqWURpLp4dtwXdKRnH4VzviP4UeIPDOm/wBo36wSQLjzBE+5kz61KrYeo7KSuUq8NkzmJ9SmuAPOk31Bv3kD9O5qscr+FfSH7NfwN8JfFzTby68Qapf293bzbDa2+1RjsdxroceVXNE+bc+fFidyFVcs3YcmrlxoeoWjWaXtncWxvATB50ZTeo6kZ7e9fqd4B+Anw88C7f7I8OwTXS/8vV8BPIffngfgK8+/a9+H8WveGtK12zhP2nRp/JYpgAQSfe47AEVpSgp7smcuU+HtE8BIWt5pybwyZO2MfKFHVvcV7ppXhBNP0uCHS/KdjIkjDYWMSgcgA8Ek9643RrZYoftMYkWNRtCAc+WvTj3NdddTalbW8V7DJ5MNwwS7gwQyDopwOo57V5mZyioqnE8XFzbsjl/i/wDD9/EegNqFpEv2/TQzfIp3TRdWz9O1fMLQhTzX2qNYkmUh2LWzxBWiiH3143kjr0r5O8caOdD8Q3tssbRxLKzRA/3Dyv6GnldaXK6Textg6jd4Mw7O5exlEsbFcYOQcEe9fUnwv2+JPDYexmMd2OJPMYHc3rxXye7Fu/Wvev2bfEMa3V5pVxMqyRETQA8FvUfSujM6LlR9pHdH1WV1VCr7N9T0TxV4LvNMs99y4mkY/Oc4GfSvPpPCZ+xyfYlH2h8n03H617f4u1AXjqszK6xD5QRgAnvXKRxeZbzSR42ojYPocdfzr5BVZKaSZ9nKknTbZ4n8JtNmvNe1a+vrZ5dPmJ0yZ0b5lVwcgHtnAGfeva4NK1G6nuLe3uDY28Jm2xhQ26P5QSOuAMceoFc/8MvDC6T4Z0iK5kuIb3UppJniB2h2ZjsL/QAY7167tt7ixtZbbfDLFGwmUfdwwB54B6g16eNxHNWaW233H49iJqdRnCW2nyzWsVuYIrqR8TTYY7VIkAAPvg9K1LHzryLVLqW0kmg8qaVo1x8qAjaqqeo3sTx3+talz50NzbQW1wouJiPNfjJQZJKkdT0/75pr6tDbxR2xbyVBIjfbjaMhue/JIGK4FNM504lbwnp0Fhc6PK/n3SyiNA7AKyvuAYkHsVUt/wAB9qKnuWiWzhuxiNWmlCxbOfMAGCD3GGb6ZorSDi9WzanVjTVmjoPHXgax8Z6SmiyN/Z8l9e2SSSxrykbSLlgPZQTj61wHxd+G9t8L/hBcaLo+o3Oo6fe+I7MSSTqF3MPMCjjthc/ia9V1XWI7C3s9QaOSSGyvkdsYDSbUDHb7YbH515Z+0N8Rk8X+CdO0rT7WaEPq9s7AkEllVwMY93/Svcydt0eRvqe1GLjSbsehXmr+FdIDW73kEc0TpGIYGPmMQcEKByMYxSaj4o0W2jZpokMcmGZWP1yOenXP4V434R+HviuW5nuPsiWnmJlLq5fmPfyGx1zjj2zXoWk/CDTDDHL4l1i51K4BVvLjfZGpz93HU54rz61PBYao1KTm/wBTnoKEVzSRl+I/jNZwn7JpVp5mGxuijJyB+HNY83jXxRfWgnsNDvFt4jkSOpQflXtlvpumwrthtII3HCARD5eCeuKNWtraS3VL1ljhdju3Hhzjp+dc8MfHmSp00a+0bfuI8I+JNp9r0jwxreoXnnXUtvOLmMc/ZmXaAD7HJNcx4F1Br7wp/Zrv9ma2eQK6/ecg5AX8DV/xja63pd9HaX91FqWnpJNJDFBDgRwbsKpbuxAX8qyPCRXTJ9R82BhdPcCWzRhgElRuXmvuKDXs1Zn1eBnyKKk7b8yZqWlizuz3w+x2LNiaMn5i3qT71ufCVrTVPiZeWEEStZ6dp0jLuHBLMAOPzrF1ed7uOS+YC4kUbZLZPup7k+oq1+zpHcXGseIdXdg0p/dliOCobAArkzOXJg5+aIzWpyYd06a0fV9v66H0hDaW8d3HEUWaMqVRmjypB4x+pr82PGVium+LdctIwFSC/nRQOgAc4r9Kba5CGMSq3J59vT+dfnV8TvJPxA8SG04hOoS7Qfrz+ua8LhycnOon1Pj4nr37JF5/xUGv2kihhLZowBPUh+tfWp0xSJGZU8pnAUZIOK+Lv2Vr9rX4oxWqorrfWcsZB7EDIP6V9ryQB7iYCRgmN27PQHnH4Vw57Bxxb80iJbhH9hSJFhtyPL4wORnv9aqrZ2l4U8xYdyBgPVc+n5Vaht2aHjZt3DocH3FRz29nEQY9vJyTnAr55ya6itcwdZhsp9I1CKQeZO9nNEcdB+7bg18H+FNS+x6tFblwituTJ6f54r9A7u2s10bVfLjHnSWs7HJ5x5bEGvgi38MWrWcupHUoLR4FEyxzEg3AJ5VP9qvtuHZPkmm+qJlDmi0z1LS9GV/g3rOpIP8AS/7ZMkbjj5VHln9QK8x8c2nmXFvMk6zNOvzsOSCBgg/iK+iNEsoD+znISu17nzpYye+6fgV434WsonsdUbUbYySwSERIV65XkY+tetgqrqOo+0mXT0SR5U8CwxoMsHAywPY133iGaDVPgT4Om2/6Vpmr31i7f7BCSqP/AB81zt2rT/aJpoUjFvC33VA6DjI9ea39AtzqXwQ8QWr7f9A8RWNyDnnbNFJG2PxRK7ar+FrujZnlOMZ/KvQfi3eXVzrGkxajv+2WuhafBMG/hcW6sR9fmyffNRaH4Zt/EfxG0HSrJM2t7ewRuoPVM/Of++Qa6n49+HNXf4leI5INMuWs/tHmRPHEzL5exFUgjt8uPwonWh9YjBvW1/0E90eOKMkbu/Wvfv2YY21Px00c3mMlvpdwWIP3F+VVx6ffI/4FXgjxSRHbIpjZeoYYNfUP7G1tDLqXi64dC0sdlbxA44CtKSQT/wABX8qwzSfJg5yQS2PpHT9AudPiWGG4AgVWRM/eZieDn2z+lfP37T3gOa1ey8VQQwLDcMLW7MS4LSY3I7DsSNwPuK+loXvh8t2ka7SjON2FUZOSB64/nXLfFvR7bxB8M/FFrPGVvEtzcRDnAljPmYH4A8+9fD4PGTp1oXejdhRqPY+BLsZQL6CvUPCulPrPhyKSMMzBCSAM/dOOteYzDdyDyRX0n8DbS1HhJGnLMjyyxKQOpG0kf+PCvqcyfLRTXc9nL2nW5X1OM/s/7M9nDbAAI4DZ45J6GmeKfBdhP4o+z20ZWx85ktwRkucdcemea9E1fSIJLuECED9+o54B+b0rT8VaGulavc3vmrPJGgEb52iMsOSPfmvMy6q3UZ05tT5JRPnW2+Fk8F9LDqLfLHcFcqchlwf1zitvwz8J7STUbpL2XzoQgjHOMMR1rqzcSzyXSoxaOEFg/uB1H0rd8IWQaygSST99POiM2P4TyefpX1nM0j5/dnzZ4j8O6h4S1a5sbqNlEcm1XHKsCMgZ9cVufDzSbvWfElpZ2Z2y8ybmOAoXk16z4/0sa/NcWxIRo5DeQOFySRkY59hisHRZdE0zQ7zURdeXqlynlWyoMOrY+bPpzSclNNDsfVXgy6XxT4ftGbyUlsGaO7iH3klUf16itT+y5HSMmR41Rg2N/I9q8c/ZhvNQ1A+KLjVJi2+WFN2PlLKp6++K9/ubZHjaTaRscc9ePTFfm+Ppxw2InTjqlqYSgpasyxpF8k6MzQvayMd6EZDA+/0r4c+MHgmXwT431GxHzWszme1kxgNGxzx9DxX319omuMfJtjiGI+cgAV4f+034d/tvw1peoW8Sm9sroQscc7JTgD6ZrqyrFuliOXoyqVNRlZdT4ouI/m+tCyyJMk8mWwRyfQV9K65+zEl3oMV94X1YNdx24aeG6IxJLjkKR054ANeHXfgTW4ZpYLi0aOS2H7xD1Un+E+9fc0cVRrp8kj0auGq0Lc6NO78RXwVLULGuUAzt+8p6Yr3T4SXEq6StlfIwuFKyoJDhTGw4KmuV+E3w2fxd4EufEc1qLn+x7k20xY/cTAIPvgnFdxpD2lr4rsxbyNJGtsIOmcFTnH5Gvmce43dKEdT3cFTm4qrOR9Wfs8xR2tprStcM0s9z/qSMhcLxg1wF74cuG1fVLO5H2dYLqVHI6lc7htHbhq90+EnhvTtP8MWl9bZmmvB57uezHsB7dK4r4kaNd2Xiq6urWI+Td+W/B4Py7W/UCssVh5wy6nJ/Z/U8nHVY1KlSPf8AQ4nwbpdxo2qRTu/nZwOe4IHH8/yrY+Imkya1qthfQN9n22zxc8jqzA/rULs0PkS2q+WyR7ju6Kc/4VLdag+p3sXnM29B5YK8KwVuv4184ptUn3PPvBUPZGBa+E7aWORb5jKpyCpGQTz+nOK+RfjD8P5Phx4smhtCz6TeKbmykx0XPzRn3RuPyr7R86a3mXOQi9W6nqCOPYk1wXxj8Hv458C3UNvCZ9Usl+12W3liQfmT/gS5/ECuvL8UqNWz2ZhS/dv3T538M6/Jc6Grt+8e3OwnPzY7VraVrPm34RmLYBPHX6GvO/A9+scl1YyZHmn5D7+lehW1pBFNu3eXIV43dDz0rrxtOMKkotb7H3+ArSqU1K+x6Z4Jgh1bW5re6XejWrsQG6j5cj9a9Ot/CdrazrJKzbUGdnVfK7pj6V5N8JLxI/HEcLbSJbO4UDrg7d3/ALLXupubeVlWNjuBIb6YGefevGlzQaXQ+YzpRni2/JGP/YNisMcVupREZjFvGTg9QP8APanQaF5G5igQMVlUseWz2z3rore0gmUSuxkVVYMAfu/5xQbNAsZaQiTcNq9RjHp+NS3J6s8L2Md2c/eaZITby275dD+8JGNuR29eazr7w2bqGdmt0uEaHyyjYYyDPPHTpXVrarNMpXKBEIAJ5BHrUpjYiQQ+VgYMJJ5UEd/WiM2pXJ9jDofGnxS+CF94cNxrHh2FrjRx80kY5eDPX6r71Q/Z8+JF58OfF5jgk/0a/AXY3Cs46Z+vSvtUxeZbvGsYY4O5WXcGPQg+2K+PPj78Mo/A2qJq+gOIrW7fzI4AMGKQHJwfSvrcqzCWJ/2epudCkkkj7y8K/E9vE8MM1mscbAhZlOTsP16Vp/EmKGXwZrltqrGKzurY75fftiuC/ZWtNL8R/DS28TPlrq5dlnUnhGTgjHT3p/xr8dQ6hpc/h+xGZZgUQY7+te1TvCbT0OlpuFjxbwjo6app2qvKi7JnSGCNfvJGvQ/U9a3x4OmgaOSS5fILoVZdy7Cc4x2OelUPhRo/9lWNxBc3X2iS9DySAfejZTgHPbjiu51CHUrYBrci4UjGxuoAr4vMak/rclc8+pSX2tzlLbwXGmorMGZSqsuGY7SD2xXgX7Sfg6XRtS0vVHcSQ3UJhLejJ2P4GvpOXWL6EyRrYlmKj5mJVVPv615H8cLHUPEvgu4SWFLi8s5BdRbCSdo4bA9MU8sryhiYc702HCKg00fIU8u1TsXC9M1qeA9ek8PeKbG8TG0tsbd6Gs5rU/6yclvbsKoTSbZQyHBUgiv0VwjUg4dzvpzcJxkuh9garq0lxNG5YCCRAUct2xQupCOzeMupUxn6V5fpXjpNb0i1ieMCeGNUbHGce1ajawRZt5hbaflAC1+fVsNKFVprqfoFLFxqUvJo9u8Nedq+i2F1b25lWCRE3r95iDyPwx+tdJb2WpXQlguLFFRnkVZnG0EITtz9dxOK5f4FasLrRtS0+Td58EyzIOnysoHT/eU/nXqomkhjDSL8zE/KT3zjOPpXBX5qc3Fo/NsRQjCtJHJ/8I3dRwea8cMclu5aMQZIXAHAJ9ev51FcaWdQjmsbtGjheFShUcrKCWPX0yPyrsZJpN8kPlhlRgC+emR61UsxHMZTdE+Vgjcep5zn8uKxjVnE5nRgzAk0qGCK3gwsscrfu8j7mUTH0+6aK6BraJ4495OzdiPBxjj/APWKKPa9w9hFnE63CY/CLNLcs8bTTyQjPzFPNZCw9RtwPavF/iCWbQNFjswEmuNYjjDdgy8qTX0D470mSLw/eXAhht5LSGXgDlUllXdj0B/+Kr548WT3wt4W2RfYNLu4bt253s5JXZ9CBX1+XpqGh7fKlRaZ9RyozK0b8zS/K0Y+8zkc/h3NVrpLbRXUzbtvlh/m7YIwMfnXnjeOtQ8T32pX2yDStJt1gRn3cyyPAkhXd1GARwOua5vVfGV1rF9HpnhaCfXNSlAB2nCIDx8x7CvKhlk6knOu7I51QUbuo7JHpl/43tEl22sTMzuSzFgAMjrntXHz+Pbq91C60rw9bPq0/CEkfJGPXPRefxqv4d+G+qay9xL4xv1KoS32K1OAxB6F/Q+1eneHdBtdOiig03R47SCNScxJwwPXJ7txWn1rC4b3cOrvuTLEQhpTR4CtnrV1qv2fxXdG3srKUi8EP3cDk/N37VS8S2UN1A0ibxEjMYyT8wUnPauO+LfhTxL4I8XvFqN1cCx1q4mu7O3WZmzGZOjD156V7h4y+H11oeh+GSwLvrUKSRREYZGIX5W9+a+kiouClzXvqOjOpJSdzyrWtLdQps5poUlVSwRiAwx3r6V+FnhfTvDfhHSFgt1jnmt1e4YqQW3EkZruLT9mjQIfDwk8S3lzJqHkDJhfYsRC9Md6xF0+UWVvaRTOPsqrGkq8BlHC5P4V4ucVJKnGMblVHU5V1RDNrMVlqc0EmHCuTG3TgDPFfAHxc0ybS/iDrsc2MTXJuIyOhR+Qf5iv0OXTbd7dpZ1WSQDBc4znHNfHv7W1ja2njjQhZKiE6FBvRR0ILUcNqUqk2zhja5xn7Pupx6X8WNBNzwszvBnO3BZTg192ysYrcSQTNgsVwBkccV+cfg2WS08TaddxcG1mWY/QHmv0Ltre4b7DLZMZoXVW3EZB3DcMD8ay4jhJVYTXb8glvoaumCZd8ky7iybRHjjr1NP1Bmt3MiJHIufmXbnt0x9TU9u9ykciSkRMWIHbg1FdwTSIXhkDKMLwcE8818k5vqgT6FO7n/tHSbhEiMbXVpLCAV6MY2UV+fuseJIZpLWzjsxCbR2RlzkOQcf0NfoXM7RR2syNwmW5428V8B2+kWt/qeoTTq6zJcmRSF+ViZcbf1zX2HD8+WFVsEr6H1PrvhS40/4P/wBn6TvkubPTo5o4xyHZSsjce4B/KvFPA2rQ67dalc3m6GPbGzhCBtAHP8q+rbS2mS3RZ9+YyoEWMlk/u4+gNfHvjKxuPCfi3xdo+jQSRebc7olC8CMkkD8mxXRkeIU5VKT6u4K5f+KOj6faeHbuXRVRYmjQgNjeuSC2T+IrlPAkE2l2EtneRlrLV1tr1sjgeUZCo/HcKwryDVtd8O6hJGJpLfSCj3JYEkK525z6A4H/AAKuu8FNca7KsKwsBDZBIweAxAH3fyr6h8ri0jRO+5037P8A4Vi1D4ryaiSi2+mW1zOhHK7iNiHP/Am/Kvr8Dy2CvGrZTJO0HcM9Ppg5ryL4F6D/AGVJ4he2hSMoIbSNiOgJZz+eBXsV3boZN0bZyoweeBnn+or87zqtKeMuuiSE9z5m/bA0PT7PRvDN7a2Fra3M97OkkkMYUsBGnytjrjj86i/Y3jxbeNmVeS9khz6YlP8AStT9sGKRvCnhuaVgwTU5V6YyzQgn+Q/OsP8AZDk8u08bFUZ3zZkNnheJeT+n617EZOWRtv8ArUlvQ+rjJG4kaSRA8kqrtY8/55FYviFrSSwktJmV0uAbf3+ZSDz64z+dTTPFepvb5VeU4PYHdjP17/hVdbOC6WWObC+aylHBJ2npkfrz6V8jTmk0zJ83Q+FNV8DalY6BLrDxqbOKYwvg5K4bbkjsCRXqvwXln/4Q7y7ZiHi1ZlUD/bhBI/8AHKveL/DWtLP4n8K6dZma2kDzwznODGf3ig+4I/Ouj8GeD18NfDSWS2XzLyC6iubkqT820YbB7YDH9a+0q4h1cKnPuj3YTpUa1KSe9juZ9N0a7RLq3kP2yJlNwsile3YHr0qL4lPp3/CO3VxFblp5Iw0Le7Adq801jxO82sWao3kvcSCEDzDlweOAfrXd/FiSHTdChMkh82SXZEpPTavPH4V5eGi44mC7nTnNVOVOKPEbiG4s9NjhZSv2hvJDdyDy5+nSu702xt7HQFNu5E0UAO5j91iM/wDoNcauqSTxW89xp0j2IyYzGc7+dpOD7A/nV7Q/E2u+LL9dI0fQnNk7F5J5QVwv3QfboRX2VSooR5pOyR4SkjSeCe/1WaW6jXzBAiwrjr8wGP1rhPix8KdU8PeKtYn8NWckmiRWqX8jAZ8lWOGH0Dfzr6tsfBOmw2tgLsss0QBcqMhjkEj8wK9S+GnhvSdbudbhvYRdQTWAtJRIvLoTyK+dw2ZOvjEobPQUbt6ny7+ytI1x4Q1ySXcrnUhuYjAI2ete9yStNEyrgY/n6VhaF8MG+Fmq+JNJtomTTJ71biwyfvRlen4dK2EZUjMnlhX+ZXB/hx3968TM21jJoTSIBK+7azbF6cdjWR4s0+31Hw5eWk+HnmaPy/8AadWBUfmKu3E6giONQruowMZ49amttJkm1OyiD73eVQqN1HIrzqLaqKxMJKMkzzfVbg2tjC1nCbZ5mElyD91XHY15xqdo13qBmnZWZ5/Mlx6Yzk/hgV9l/Ev4HWPiHTL28064ks74YmKj/VsAPmXaPXFfI0lultd3kUtws8qMUcr3C/MfyCgfjX2mGw08PNuXU+lxOLjiaKUehqfssQ3Gpf8ACf8AhLUt/wDZsr8wRZ/dlj94fkKteHPhjf2XxM1LwtrDC28mIXFpcjkEM4CMfwODXpH7G/hF7K/8Sa3dHzTqqJICRyqknArsPFvhtNH+IF/qcCs0k8EatI5yNylmIHoOgp42UZUpVelzyo4iVBWTPa/AWgS+GfCmm6XdOJJ4I/3hU5G4nJx7c1zvxWiP2fTZUHzb3XOcdgf6V1/hpm/sWxEtw1xIYVZnbknPvXN/FSZV0CKJQDPJOvlnGcev6Gu7FxjLBSSeiRzVJc15SPJtit5jNuDMmw4HQE4NZC6hJD9oEcTpaiJVi3ICzPuABz6c5P0qaS9uPKWFd6DcQARnn0P502C4Zx+8iPzZVxjGDk5A9v8A61fnXNcw50yYRfZ5X8yTdGADyegxnH6j8qdFIsMasZGXy1zkc9fmB4o2C6h2g4Zd2S3Tpgfhz+lV9jfZ3VyYlReVA+8M8Z9+KlyEj49+LXheLwJ8WZFt41i03VNt9bKg4QPw6D/dcH8CK6OzuYnti0MiM4jG4sPY12X7Ueire+FNM8R2if6Vo9+plP8A0wlAU/k6r+deR+E2utdv0sdPglkMp64znqSR+BFfUOH13DQqLdaP5H0OV4tU4uDO5+FuoInxN0ZY3AErNED15ZGB/nX01DcQTFsKdxztOOCVJ/PsK+R/CemX3hz4naSsiMktrfodrqR35/Q19QtdyfaFS3ZcHIHqp45/HBrycbD2M4pnFmVRyqps0zeIXmjiDqoUEbl25BHP5EVctHkRA95gcKqnPOOprm7i/lcXEbkrNDIwy3GQWIyR3HH609ru9Zpmj2mOPcxk5wBnpjvXnN9meQpxZqsZnlYwsVXBUvjAPPGfyqZb941MeA/z7SMYzx1Brmr7Ub2CHY5G9unBwFNXY9SuYtNEqhGmjI80dgMnp+GKXncXtL6GvbarvtwCjK3mbSR2x1zXzh+0Prra5aiwtB51wG2xKB9xe7H9a9uvL+S3sbi9lASNMsDnsRXzzrom1C5uZ77CzTElgf4I+w+tfQZNRlUr+07Cu5s9B/ZI8fXPhPwpr/hy5jkuZZJPtFpbr1ZyMYz0A6E17J4Z8BnUrjWNY8VxnzoMkbW48zbnAPt0r4++Heu3a+M7ZtMY29rGTHherHPDE9q+4by+l8O+D4v7duHVvIedlT5t0jKccde9fSYmLnNcrPRpVFyu55Z8PbJbW9mhlUZaNpC2c9Wzg+9ehtGhlZhucAcL1DGvPtAmubvUf3DQxaetkkg/dFZA3QjPcHrXSbpICrLPt3AFVAJ/GvjMwcXiGzCq+VpDLjQLu6mZ1Z4Y92SgbJI+grC1OLR9Jtri3vpmjaRHjcZDyFWGNuB9asahY319JmbW7hIQf9VafuwR6M3Wo7i203wvp8+oS26Mw+bzXO4+vU9TxXGkrqzMOax+fXiBXh1K8to0aOOKZ0G4YOAe4rAK/Ngc133xSuFuvGetXIha3FxcNIsbLtIDc9K4MDqewr9Vw75qUX3RundHpXwm0uPV7m/t2x5kSKyZ7A16joXhy3s9anuPFCyrpVhH5swDYMjEgIP1z+FeUfB7UG0zxFJPIoa1kQRSgnuTx/KvSviJ47lvp7vSrOFYbeWNI5GxzJt5FeLXoKeMlJvTQ+ho11HCRUd0ehSeNdA07xxouqeGp4YbG4nWzuY1+XCSELuI9iQa9qe4EFyVu4ZJVD7ZNp5XB/lXwv4C8Py+JvHuh6TI5WB7pZZSO0cfzt/6Dj8a+8Y4VZldogDKpBcvnk//AFh+lfO53CEakOXd7nh4j3pXZVGvWsTG2IKq8u12Ycc44+uay5NbhvdQjhQOseCgwMgkHpj/AD1rpTpaxo7NsaNWDA7M5OOCPx5qra2UYu7ZRCpTLOr9PmJPP6GvBSfU5HdGey+ahS2d0aM7Qp6Zz839aKlaxWK7uBZ7xHhiHJztJPPH5UVokiFzM5bXGga2vtNkmsft9/blNqSl3LFhs+ikqBz6182/EbWJrPS5rRboqt0Yi0PHylWBWQ/TLL+NfUS/2pdX99NDAke+NYldYlGSMlj07ZX8B71b1PQ7eZ3bWNH0u9JXbIZrNGyQchunTnNfZQr06c9We9OUWuVvc+efhT4KufiH4V83VvERXSTfO0ltDIolWURpGpcnqAgHA7CvoPwro9n4K02DT4LCBrUll82F1Yl+gZm6kEYznuam0m103R0ktrPQ9Kt4AySlUslXJIGTgVNfW8Emqedo1m1mWOJYwcR8HGV9Ac9OxrCviaNa8G9GYOdO1m7s05b6xggMbxrFMV3EgjLjPQdv/wBVfLXxr+KXiSy8dXek6HqUlnptokCrbWzFUZtu5s47ncM19EXPha+a4t5jeXHzxldrKv7tcnGSe/vWLqvgvwaNae71qzku7qS4WQTiLPO3jGP90ZrzsFPC4WbbhzM8+c6fJa2p8xeHZdc8QeL7C5b7Xqlq93GF8+QySQAlWyCemDx74r7T+ITmSy+Hd/dDcsWrQqWYdmH+IrPs7DRbO4Z9Pit4vLtQxCRAE/U/XBrrPiTo7Xfw58P3CBv9H1CykGeuC4H9a9aljPrVRpRtZHXg5RkmjuPiHrcll4dnCN+8mPlrjr8xxXjF1o11DCt34e8xvKAMls8uXXB6j1Heu5+K1/JFc2EA/c28LmSSQ+qjgYrzu58ZW9jbyT393BamEpES7DkHpz7muHE4mUKnLy3NcViY0Zcluh1NtqsF7B/pFuLWZAM8583j7wr41/awvNNvfGujmwZ2u49JSO7B6KwY7QB9DX0hJ488JQbbjUtat1V9wwjgmMAegr4o+Lviu38ZePNU1LTl22hcRQE9WReA349a7ckjU9vN8tkzyVP2srrocda3MtlLvt3KMeDjuK/Qf4JeJG8S/DjQdRkIEkELW8npvQ4/lX572NsLy9gglk8tHcB2HVVzyfyr6e0bxvJ4b8O2Ph34a6fdyW8U/nh5eXuP7xx7kdq785oxxFOMFvcKs/Z69T6luo4ZJVS5I8rGFwxOG60JdW2nu7BhIiONx6kH8a+dJvF/xAtpZLybSbgABm+y7ThgepA9eenXisQ+KviJ4k1SEWNq6/bT5SW7LtChecf/AF6+TjlzevMvvMfay/lPpvxXd2tv4c1bUGmTZBaStzwASpwPzPFfG+laXc2GjztdIiSSyIfnbDbllU49s7u9egXfiDxP4l0TW/D+qWxiedNglXJCgEEMduT2ryqO68Wf26NDSKS7mYpCJZ4zGNm4EEg9M479q+iy3C/VqM3J7nRGTtzM+8AI54EkjZEnjiwr4wDxz9etfJXxfOPi6Z/mVWigWRl6NhcH+Wa1ptd+Kcf2xIo4omgUySKACBHnAx7cD8xVjRPgt8QfH/iW41Y2v223DF3cy7dmBhR/9aufK8L7Cs5uS26E05Oo7EPgTSYda8MfEe1twvkS6GSiYGS+ZHHT0MYNcD4ejm04Wd5O/kaPdRx42kDaxwD9O5r6C8VeDp/gT4at77UGjt5NdeW1njPzbI1Qbdv+0S7Z9uK8u8JfD6PV/Cyy6jOZlFvIYIw2ADg4JI64I6V7lFSjUm3s7WNrtSsz2P4N6laahoniW+s5Y5YZ9VZInxgERxxg8/UmvR1s/MuY4mztdnkc54A4O0fl+tfGnhnxhqOg6LJpcd9BpunWWNkcSffcsMtnueSc98VX1P43eJw8cVhqLmJVOWA5LEAZx7beK+ZxGXVMViJyizjliLN6Ha/tk3aQ2HgyxhY7ZXurpuec4jTp9dwrmf2RL2T/AISXxPp8e5Vu9NiYOP4CJlGfqFkb8q8a8WeItc8barHda5NLcvBH5ce7+FSxJ/MsT+Nei/A14NE1qa3uNSTSftsAWS5cZyAwIQemefyr2qtD6vlroPV2NXP3dd2fbv8AZvmRqtuUiZtixgHlxx0/Hv7mp5rWS0dsSx4GQeMlRjj+eK5vTvFNoI1gOqW08qbn3+YvyqOdufoRT5/H2h2jBr7UYykrGN1U733jGGOO2Cfxr4X2d9LO4lJPqeq+AdAs9ftdUlvLdGLL5PKc42kA/rXj/hjSRBDrWkXYZZIrprZ16AqAVOfyzXsXwL8T2Piex1SbTpvOWORVfCkAHLDAH4da4z4uRR+BPEc+opbzTQ6ttfMSbvLkHBz7Hjn3r6t0ZVMsSW5vJ2UZdj51uvDtm1/Z+dCm+0ukCOTgkqeP5V1/jfw83jXXbiws5Yv9FiwPTzXwePbgCr9voi64XntsQySyNKFk4PXv6dap/Cnw7p+sfFuHVLeW5b+yzPdarGJcgsmdqlev3se2BXPliVSq5S+ytPmfQZnTVqc/I0Pih4EtdB0XwzollbxQyaVaKlxKowZXI5+uCT+tcb8LPGdn4g8U22lP5Y+ywT2BVAFO2NvMViR1Odw/GvU/ix4r0+8upLh5o4Iiwii7lmbOfyGfzryj4Z6N4J8N6tFrFjLJda3eTyKgJISIMp3HHuCOte1mMqccI4yV3LY+Vc7VZHuNy8YXy41kKjA3quQo9Sa9D+EcQh1XUgr+YphUk++a8widkjVoN80bZZmByG44Bx2wa9Q+FMkcd/qbFT/qly45Tr0r4/Kov65DU6KdpSLnxXhm87TpIW2LhlY9x9K82MqGNwhRpiQWJHG3/wCvXrHxQijutItJI5BvjmyCp7EYrxVB50w3748r98ryMGujOYqOLu+oqnxGvFbRQxvMvy8jaepI710PgvS4r7xRYyMpkkiJmY5yAMVywXYPldpAuWAJzwOMZ/GvUfhXYGOO8uto2HbGCe5HJrmy6iq2JgrBS1Z3WsuIdIvpN23Fu/P4Gvh6T4LLp011dz6tcyvdzEjKjCq/3sV9meO7o23hu6C53TYjGOvJ/wDrV4TdPCJYI5VZ3EZGG6A4r385xNSk4wg7aGs5tOyO9+BmgW2iWF9HaZ2x+XDk9wBn+tHxEuI7bVIRcoPLZS59iSef5VsfCS326XeziPZHLOAp67sKAf1rnPivbvFrtvLuYLNbhVCjOSCaVSMv7KV/UU37qNDw/ql5eaK1ppEhjaCUMDnPBbOPcEZqz8QXuX0jTLzBgk85kKvztyByPyrnfA+kf2xrdky3Ulv9jmS8ZUPEgVHTYfb5wfwrtvidpzXXhD52/eQTI5ZeOxH9a2hzYjL3J9vyKbvTPKmUXCxvIq7thZgAQT+PrVa4VkKttG9nGD1O3P8AM5plvCQPINwdigBGds5yCDj6H+VTT2LeXB5TqNsnmZZskgcDj/Pevi+XW5z8zIjtMztKvkrKDuQfwk9x7c1XknlWCRbeM7GGXbbk7Oi/nx+VWrgRyjznfdIDuyDyMdQffjiiMRvI3kJI6hz97hgc459hnj6VPK2DujA1zQLTxT4YvtH1BfLXVLSSCVtuQjMCVb6ggH24r4t0LxNceD9O8mWe4tdSsbx7aRIflbK/KcnuARivvaSGF5mZEcRxAKRjGXIOMevY/Wvh39ofwfP4S+IupTCEpY64TqFqwOQHYjzUz6hzn6EV9VkNSzlRl6oqm3GVj0HQPGqeJNNXUbeNLrVbe8iiXzP9azuQBk9weRn2r3yNXtrjFzb+XKnEm3OCuccflXxj8EGa1+Ieief/AKg3sJPPBbdgfrivuyOF45PmY7XJcDHOcncDn6isM8s6qS6GmJ5mo6nP20Xmyf6TG+4ucljkqM5zWlBcwuZFsnPlxMPvDPIPJz6VdkiwpYSRkJztAGcckfrxUJbybRlt0jjbCvgr949zmvm0jk5X3ITewI8shtg28gH5egP+SazL3VreJ2At2jWR+XI4b39hWpDJJHL/AKRCDHIvyseRn/62ajlSGSF/sijzH5TdHxnpjHp3q4w5nYVpPRHD+Mb6WaGKwtTtj2ly4BIQDoT/AIV4j4oN0ILtH85DcP8A61xjKema+yLX4avpmkQ3WrWsmo6nqJEjwxrkqo+6g7AdyTXC/EfwWb6eGzmt4orucZ8kcrAij1Hf/Gvu8FFYOgrnX7PkhdbnmXwi8H2Gm2OZWJ1C8ePJK52R7gcD3NfcPjDQYrzQNQS3hjM8lv5YdxwqAdK+WNE8EatDq2jyNq6rbW00fmxpAFZmyMrn0xX2PdKYyHIkljb5WjAyPrU5fP2rqTbvqVSu4anx/prqfEepAqW8tVXYrMY0xgfJ2IreJt5Z/s0rlSqNlc4GT7+lW72xtrLxJrFzaWcMMMs7MhQsHYg/xZ6fQVFLam+iVZ7eJZHUg44J5r5THu+In6mFWXNK68igr/Kyo4kjVTgAZz/jzVTVYb99PlaGGG4ljYvGknAYgY7jrk1r21nb2wMluowhxy2Ov9OKp6kry28kOnybnfIjLfMQSOTXBBe8mzF6bnxd8bmuL3xG1zqaquozoPMKR7U4449emM15IV+ZlPBHavpP4vaNbzeIriKdVX+yLOOAfNw0h+Ykn8a8BjsTquuLbw5ZXfDFRnA71+oYOsnh10SR2wi1FM9O+FXgS617S7x2UrGLSW7QoPmDjiPn0yprmb3VtQb57hVbbxuK8n3zX1X8JdBbSvD19Jt8nMflwhlwFiWLIJ/MmvmzxRYxSQMI+oLE4OPyrxqGKdevNtaHThm2pK53X7N+nvq/jTUr2YDNlp55TjBdwvH4A19ONaywyoyTO8bn5ucqQD1J7da8M/Zb0R7Ox8SXQXfPK0MMY7nClj/6F+te6SxyW6qqRSEKSwi7FQeh9eB+tfPZtU58XJr0OWvrIq3V5qcEcUMUwRSQZfXHB/EYwOKkF25lhFxORsO6Pacndnkf+P0qTzOtuBamaSIjBb5QQwyQPYCrdnaB4pC7LBJHy+fULgKP5/nXkb9TlVolkNDEkknmZ+dyN/APvj+VFZt9cSPefufL2RgxODyQTjBz68Yop6ItMktdQ1RftQs7b7PciIm0U/Mkh5+UnqMk4J9PpXAHSfHWt3ytq8n9nac6lJIIHDA8fKRnOSeSPpXqV+4F5Gsah44UD8EM3JGfyAzWXm7lEKxyKsSoHRk+YE5+6fTGMfjXVTrOlfS5rGqoapGJpL+J7HWLGwa3WXT4gkU87hTK8a5wMdiQeT9a7KeGSUHbbnbGF5JwCoJOfxNVY4rmMyb4ykiv5hXpyAACP++jVhZo4oWJlkdEGXDHBbcvT35PT61lUqKpK9rESmpu9hnmzL5bzgMAdpUtkcHp/P8AKluFtUCyxbiJs/xA7eOo9u9JLa+dZszSgYx5Z3EYPBOPXqf1qW202NYmjaNm8sKm4jqRxnPfms2m0SkZt8ksdrIdN2iTLIjSLlSexPt7V0lnr+panodppXjKK2Z1aEh7b5QTGysPl6fw9qqw2i2qSQyZEW7CluWOefw44rPuLu1mLRxJKZlkVVkUZGPXpXTQr1MOnydTeFR0ndF/4wadP8R7BLTw1eNp89sXnVwx3SsQRsx6V8+XvwY17ULeW3vNVZ5J5kLjcXVX/n2r2+NpoGfCyPkMofzOcnkAH2/rUDNdxXDjzuQudm7nH+PNdP8AaNS6ehz15+1fNI8U0L4FRRPA2ragZXimxLamL5JMdPm61V1r9mbRdSury6tru5gmcmQRW0A2p7YPHNe/Q22oPaqy7IpXkOxcZB96u2k0lvlZkfzDkkDpk9efT2rSGY4lST5rGcPd0R8uj9nWztNM+0XD3y3SKvlqsONzE9xmvRdE+H0Wn2tvb/2ld28caKkbqAJIyOoz1Kk16pey+Qss0rSRopzH6P6HFRRy2t6fOhjVpjtwF5Kk+1Z1swr1dHIb3OKufCzNJak6pqYjgUrG3nZJ5ySaq6n4R1Iz2kltqt+piVmCooB5PPIH8Q/Ku5W6uo5m85IYoADCynJbOeuKwdZ1W+t7xkhV2jwyRqF2hR3JbpzWEa0lqyG7PYxdJubTQpmubXwrdfaI8CORrkuDz97aeevauX8TWf8AwkGu32oXmg6p9vu3+e4HyALgchQe3WvQbyTUr7TlkjEJmiK/LzkHIH6c9evFdPpazTW0ct1HucMWAEmDn+6QR2zmuuWYTlGz/U05nPQ8X8F6barrS6ZqGheIJpSBChhlOJASBvLc+xAPHJr7Z8B+GbXwB4RW1tZishzcTtcSB2BPUEjrgDH4V43FNOEuHytpOrBQicc9xn8RWdBq9/FBIs5YPn5UaXg9wOvPT+ddlDN40FaUdS4VFTTSMn43+NLP4hX8OmXmgvexWbStZvI2I13AJuPc/NtP6V8z6r4Y8WadnSvBuozx6feow8iSQ5bGc5P8IOD0r6e1LU4NY06axs2it72SEhGCDcn8Qx7g54rhF8Fanq9pMt9rMsgRVZHjPlhGGegHvtralnFrybs2Q6t9bHnml/C7xC2gJCtnaXQjtwhWT5vLlLhgqkdR8rD6Gudm8B+IvJn1C+0NVlQm4kBiOXJYAoMdT8+fbHrX0N4f8M6t4bshbWuoMzSsvmmcb1KDJL8dCMnn2BrrbW9uJS1nqLQuDa4UhOQ5GTg+5OPqPeub+0pKTd0zNxUtz5k0/wCEOq+IG8xtFS3F3bmWNlby9mThQQenIJ9cGna/8Ade02NZdKRdQiD/AC7SAdpBxkdvutz9K+o2YG0Zo3KzyMkcpbADfKuWH4jP4GoWhuLyGzMd1KI1VPNhKgO6knGT6Zxx2rN5rWUtHoDhHqfLuhfBvxPqP2VbzzbKGYA5Yg7ZMZXIzyvBzjniur0L4eeJvCmqzXHmWksaFlgWYbhIrgr8w68DB/KvQPEXgTxB9lll0jVbjegUJubaAAQQT6Hkg/WuM0D4VfEjW7mG3a9lXUY512Kzko0Yfk5/hxgVvHFTxGikl8gjC3wxPqf9nXTZ7TTNfubueKZp71VxEm1Y9qcqPzo+P93ptzYaPZPdLHfG6BGGwBHzkE9ug/Ku9+H/AIItfAfg+10OOVpSFLXMxbmSVuWbPb0H0FfMWv8Aww1zx/8AFIxm4ltfBdjemURmX5pNmRhieSS2QP8AZOa+gk1h8Jy1Hq0ejGm5csEaXgzxboQspPJmjivg7rJ5nXBOc8/Q1t+HvF3w58C6Xrl5pVwkmoavO8t7Ox+eQjoM9gPT1Ncn8bPhxp+i6THrMUyxfZ5RDbwW/wAgeRhxux1Oe57Vw+l/D+wCzyalG12Lu3RpIJWyUnx8xGOen8q+ao1o4RczdmetnGIUVCENTmPFUOn6zLfXF1rSxxBJrm3QKcAHt9TxXlIuG0zMS38sG4hkAzlFx0/GvqlvhvpEcUbeVuMixpJGxyNo5z9McVzWs/AaHVHmm87ZiJTHgZbBOcfgM4rphmNJ/HI+UalLU848AeMtRlEljP4mayjJXDz9F5AOPTivqz4ZfF/wb4X0q6t9X1hLjUpp28xgQFKA7QR7HOa8DuvgMs728OiI+6dvKZmIASPHDnPUgjtVq5/Z1tEt7BrnUHs5BJ5cyKd5bOeSeg7U6eKwsJ+1izSm6kNj0/xd8aNF1TVBDbalDDZW0rLDGhGPqfWs3/hYOhXEmIdTjmeTOFQ9vx964tfgDpfkwwwXkheIENK45ds8n24rX0j4R+HdPw0jvLgBHz8oLDqwP0rzsRUw9ebnKTBub1Oj07x/4emESvqCwzyABYg2Sfm6Y9Sa+qPB1k1h4csY5E8uR03uPQnmvmjwV4I+H/h/xDBrV9YtcXqv5sUcj5jQ9nOfvHvXs3if4m27WtxZaFkyyR7Y7r+GMkcnHtXqZfPCYeLrc+vmddNqCu2ZPxm+IGn6NYWkN1KY4Dc7ZpcZVTjA+uM15/BrWmX6Ndw6lazhS3zoykKccn9KxtR0W3126jbWGk1OLa7OGYsJCe231NRJ4M8MwanZajPpZieMg+RE+1G9iB1AIBI715uLxNLG1OZtroZOTlK59O+CNlv4XslXG5Y97qOq555Hrg1578Stdg1PUrePTwZJLeP58Dnk8gfhWXZ/ES+t/MZYlWa5kEZZUwvlqu0YT681wuk6Kti8kt3NNM2Q28sWLMWy2B6Z7V34zH0fqkaNN3uaSnze6j0/4bSFfE8bFNplgkU9xwQeK9Q8U6edU8Paharwzwkr/vDkfqK8s+H0ajxVEqzO8VvDNKDngBtuBx2r2bz4miDlx5bDqeMivTypc+D5Zdbm8V7p823jLAyxuhZhtD4IAVmyTj8h+dRPNtdxFt84OVU4yGGM8/lU/iWOPT9U1SK8YslvNyc4DLnaoH4AfpXP6j4j07SRGL65igEhJTPH3ie/boK+KqxlGo4JbOxyN2vdljTtSQyG1KvcKgONmMl8k4J/Dj6Vopq8qMQ372NFydq4O3j19D/WuasfF+gvIs8E1sI7iEec6v8Axg5JI7Yw3/fQ9a1dP8Q6c08cMM0bM0aO6lxkkg8EdsHH9aXJOPQSafU14NXY8RqI2UeYyEcJkZI+g5rxH9p7RF1v4dw6lGIzJo1/HOWx8wSYmJxnuu4KfavTdQ1x7PVtKsrayEsM7r9onzjyCwO4YP3hkodvXGazviZZJrPws8WaeiRtK2nXDqcHLMuZF5PoykfiK7cJOVHEwltqWnbU+NfDFybK+hntMJIu2VSP4WU/44r7ytr46nbrdIfMiuoI51x05+fH5MQa+ANDiS5eOSFt5WFpZFI6AYPX8a+3fhVfHVfhvo08LlZ4InglBwSxjZlwP+A7a9jOqHLyzR1VWpRVzphPbxROSqhFJXaDxjnAzVhb5FaKRgFzjYCeuCev03fyrMYeYjKApDZBUchgD246jin3EkckMDJG26ElmOcF88A8+1fMRZyWLUzW2oZeZXRoyQvsfXjjAq9ob282p6bAV3RxyqGX/nowOePzFYvmzSCaWyJhfcYfLbB+YgEn6Yre8FSxXPiqxRnhdopwGOep/wD1riuiguarFLuVTspHdaz43k02aYyW/wBmuW+SNZRxn0z+teb6henU9ZuL64uI3leEJHvAA9W4FeueN/D9r4mtJrY3MNtJar53mGQLtc9N3oMZrxCCws7G7liikhmjwdzLOJQzd8NnB6V9LmVSpRi420Z1VZKxtaRH9t1nTigYtJMhbvg8c/8A16+gNTt7i6tjFZzG3lypD9eAeRXkHw50t5/ENvJtxBaxl/rxx9K9gXUoGeeOQmIxE7vM+XIH8Q9vetckp8lCUpdWRCPLGx4R4z0+VvEOoeS4KmTJC8YPuf6VzrJPZxyJND+/Vg0RU5+U+vpxW/4ovVvPE+pTadNG8BcMNr8SDGM//qrLM8c2xXAQ4wDnk4r5nF2deXqcbi9THEOpja4WJd0gZY925eP/AKxq1BJJabozZrGzKD5pGCM/eOO1acsK3HnRRbPOUbhjjIH+Ncx4pu5NO0rVJrmVohHCwjyNx3MMYz+NYQhzyUe4crS1Z8p/EfV5tV1bXLiAPILm7OBjoucDn6CtT9nDwWt54o1u/wBQs99pFCtspK52tJyT9cAfnU1rpE15HqF3EIVSJtqjf8276emO9ewfBHSGtvBX2/51k1C4lkJLAhlT5R/L9a+tzCbwuEcI9dD0JfAkdd4mso9P8Lak0LGGOys5RG465CEKD656flXxdqDFzDbu+ST8wPbmvsL4mSGLwFrUjTL5cNoqg8/MzOoAP5mvlK706S3vDNcKP3SxnAIK/MR/9essnhzUJS7sxw8uWTPoX9n63Fj4Yvb2KURrcahOF3DOQihf/Za9ckvpGTdbLBO/lYYMuME8YB/OvKfg3bR3Hw90eQiNt8s7snILBpWP8v6V6TFH9iuDMrEZDpIm7IIHAJ9OvH0r5zFtSxE35mVSV5E5k3JFGYk+aEkhedrgjHP51UW1hmlaSQlW6tjox9voKlh8o2vC8gsd3cFj0/z7VZaJUBefJYKACnXH3d2O/O4VzqKYiitjZM2+KIiIsX3BuD0Kn9aKVUtUEjoZmVRu2AcAb8DH4Y4opNLsNWJrlFS4jZozDM4KAfeDfNuOPwX6ZJrHkSRywtjIszyszgcfeI6eoAI4q5LdJKfLVTKo+dJk+QJldyknPfLc8dPWmS6lefZ4LuW3aIbdijPOXAJz6dKmUG9UQ5RYkMOoW0bTTB/tMaMVR2427hnn2HT1xVy3hFyN0kZkVGDLzjk/5xUF7OLR7dVkkUtEikuMrgdSfQkkD86atzdH7LIdsbb8ck/MyknkeppNXdmTpexcTdHEsSWrqP3m3zWzt44b6E5rSspnkjm859zGQlSjZUnHGPyrHsJrua6Q3EpXL4Zuc7Oc/Xrn8DVmK1vA+4M3kNMflLjCo2ADnseM1aSuUmmPlmt4k/eESF5cx73ww9h+AqgYrzzd1k0UcaLwS2VPPr7VLcx3VnNBG0TXYlLbcDbtXHzDP4E/jVeWVknt41ibyZN7v8uD6YA9OOtDSYNEli7WVrM1xeQlhIT8qllOB09j70kDIS0ittYNnPXOfUmljWSOf50WRjLhEC/eAHPJwMj3q9kFHU26x+YDtQ8nrz+tJptk3WxeuPKurXkhiwB+U/w+v1rPOUsbmMOXkQKwyc5B4+XnsKsWGI52kIaTYnDAcMvcZNSuN0sn2RdsjLhgRkr9D0H41o1ZXBu2xlXMEd3ZKL+ReCiSbBjA7c+tN0zS9PtJGkVJFIyiF+mPXjvSo728gtblSys3O1cEjPWo1zePcGGdl2ygbScgr7d8/Wpi3J6GfTYu3V3ZySPbzsI5lUgBQCf97HrVNLW3mxFceUyqQW5+ZlB64pYvD8j3bXkjrHMisqSHkYz0atieMFF8mCKR48dwNy4557Ucr3ZonfcypNGBguPIJSJiWK9Dkdzxz9aryXDWxZFBjeQB0A4wV6j8cH/JrUW+lV0ikC7ojxxk7cdTVeSRj5flxrKwLbQEwMDoT71k7LYm/ZDpZYdSt2YtLEwf5cNyZM4B/wA9qq29mkzrDOlxIwIAXPzcZ+apoRPJcBjMIwsh+brx3z0FVfNuLaSEBt7TfKoC9geuPzz9aT8yr26Dv+ETs/NE7SMm7OVB5bpwD65A/Wpk0WG322ytNIglMbHHDAnrjv8A4GtBRK7RRu4hUBflHPXvjvyatfYWmn8uSXEhQFQBty5JH+H5VXJH7IJ9bFO0slispoYp0hKsFXd0IA2kc89G/SqlzHLdJLcWo89VceYcbQo3Agj2xkY681YSHyMyRSxsoLMQwzjcDk9OvX9Kq3Utpbu6LGZEk3uyKxAzwoyPxP5e9S4xasO+mhq21rMjxmVAqoGKlvVic5H4qMe9SLE0Vs0lnGeUy56hunPPX/61U1W8tQjRuZZFycMcZXnB/kPp9RViJmZcwqFUl2QjHA44xkZHWqXKtB7oSLTpb1zG8qt5q5XnqCQCDz7n8qSyFxayO0M7gNIRtXOEYcgevbrV22tEsvvyFmiVd2e429cfU1Vlms4LaYvMvnSDaF389B82fXsfSiPu6p2YXsakfiPUJLVoDd3TxyKfMPmnHGemfwBqpa6rfBlnEwG/LEYBz2GT7nr+NUbmcXcJ+ygOxXEWOCx659+T0+lM8uUQeYzhkVDxuBJc+/6/jmqlXqT+J3KhVnF3iyfW5zruniznjhul84O6zDA3LyCMdCD+VZL2TW0gmZokleIIwQZwT7fQVP8AZ47UbLKOVpdm5mJLDnr9D2/Gn2sUkkCzTOm4AsqdMnGGJpNqS1FKpOo/eMa6tb26VGRwYSRvyf4ewFVbbUtXtprcXNvHAS+1WMnylR0JB79K61nhlj+zBysakMMsAHGRkms1oGnkjkUoyeYxbIyPLzwMdzx1qL6bGdrPQzbvT9cmvGW3v4I4pCDEVjwqH0OK5k6R4+1T7VbXuqwJHGAbeRV5dlPU+g4rvrG+S5VUitxGyOVVSPvEdQQe+KdeXjx2f2iCAvEcq2x8fKOcZ9ea2jV5NFaz8gdtzGtbrW7W2kjaG0vLyKMLuHygt/eI/pXIa1b+Obrzlht7G1kWRzujbgjHQD862h480c3NpHu/fXIcHg8FRkYzzk9KrXXxCe5tJGs7OabehCKcmXd2GO39K3pQqp3UCXKLRyum2fji58uO7js7fyNvzyKR8ueefcHkV00OoahaPJYNFCot9ryuZMhEycnnqD2xWPB8RL/W5rqCLS38lIWDk7gSVXjk9efSuS07QfGFxNc3Nh++tZrVY4UaTJBY5256AjFdfsef+IlEzbtblPUn8RyWs9sFZMswCRxsA24+me2OM1BqPjjV7O6nsxo8k8qKshKH5VGeSD7YrjrL4aeMftdpc6tNGrPEJJAsvzRgjB7ctXrWkeHJ9NgT7fJcMnLEOQCxOMAnvXNOFGL01ZvFTtqeY678UdV8Oxxtd6HI0hk3LL2KN/CRz83+FZU3x1kSyb7LYXKXhkyMqdqhieMkV7Tf28Msgm1CO3ngKD5ThlyvOD74rndT8FaTqMUkyWkErvbrsj3kBQDjpnsD+YrShPDXtOAmm+p6F+ztcN4g0W717VbmORW/0YeQxKoxOdgPcjjkd63Pit4gTwBp7XWpX0l3DvNxHCB867fuqAOxJFeZWPxE8ZeBXsIfD+m6XdaCqeWtjDGckA/M24HhiW6+1Zd98UrX4k38lxrOg3cUlgnltDEWcKQRgBiAMMTyD055r6qdfCU6H7nW3Q3VVcnLc8c8VfGvxPrt3dT6hpsCJPHuxGGGFLKct79PzrybWfEOq63cObi5uDHKSyJuZlC5AwPYEYr6guL7RL6yt9c0/R3mvLY5lt1jwpUgg5HfgAD121yyalpDaJpaJ4Xid7hJl81CHWONWDmNcc91OCeTnGea82liYRbkqepwypp6uR88wnUlSRo1mj/dBm27sbW4z9D61Zt9e1hpZpY7uVpGjJlIc8hSM5/IZ/CvoGLx3oqXP2PUdDk0+5k2yHfa7Nq7lB+q8HkDFQaz4p8A6BpiQ6Hp9s5nxG6rGSQikj5j65LD861eOcvddLUn2cV1PL9C+IvijRL+6hilM99cON3nqWdJcYyB2J/pXsNx8YILnQpYf7NlhuQZLe5iMZ+clCF5xyPlcfXFZNp478E2j2txNYW63kUKzTuItxYqqhFz/E+xV/EZql43+KWj6uscWhxkT3MEgKQwKrCUo20v7EtnA6cmuTljXrL9zY1skrKWp598L9C0GbTri81u5jtUjbygXc52ujBcgduh+tdh4Z+Kk3hC413SLGAakqXYniaA5TBUBiMdMhQfzrxzxT4G1rw9pUE9uJ5LNog87hCiITyF6/WrPwn1668OXN1dQWH21rtRFB5gbBYEYIHcjp+NfS4yjGpQd1c7qukbM980/wCL97f6rDJY6ZNeWhYhQsZVsNwyeh5IINdFefEi8m0qW5h0e8upIt0j4GwKpwFx64PUf4VyWkfFa38P3ryX+lxtaRxxNEYlVSWZQcHjsc8jHC11C/HHQZbaTGnubc7gD5XLNn198kntXyNSjNP+Dp6nFGUX1M7XPizqGkXklpaaS8hMqz28lx8gdJVG049eD+tWvAXxS8Q6VrzT6lojTxaW0s8qW42yOVGdmW4PXIqhqfxT0qZtPuJtHaGSPdCm6PKnBKfKe/8AkVt+Iviho0bq1vZFppbhYipi8vduAw2fyraClTaao6ijJL3uYo2vxTvvHmoyQwQG3gvkZ7ouoM0w3HbuduoGcYAwMcVQ1Uap4U1vS/DHhO3+3aveqJZYlA/d7jwd3G3gEnPQVpeH/G/hCa/uP9F/s6QIzKDCAWKk7ice4rRtPEvhm31Iy6VPJcX07mUTxfMWJ6guTnHQ47V6FTHKuvZ1aTN+ePKrn1l8OtG/4RXR7Sz1i+trjXbtBJc7ZVBzjhVHUgeo614d+0H8VI/C3iSTSPDNs1zqV3blLyZWJ2j+5ntx2FcnpvxVuZ54NWm0W5N/C3+jXLREyIMY3HPbjoc1x2veJJJda1K6TTJLyeaVJw0qfLvJGXVv6Gt5YukqSp0o2CpXvblO7tZdQk0PT77esE9wiubbDELgdyOeeDW9E2LZpiqebjy3IJZVyM49ueeledReNNbjtJZrKxVrVHCs7OCzrnqFPQZzz6VVtPG+uwuxewSy+0ZMzuu4EqMKVU+oPXNfKujOcnJmDmj1DTjdQ26TQqFjiYhpGBJHsCetcB8VPE9npEVjBf8A+lyyMsrYOPMXPyqR+dYcHxS1OyWKyudLv2mCsXVRkTMecj1/CuC8deH/ABX4svm1q9twq5jkaTzvkihPCps6gg969XLMDKNdTqu6X5msFfWx1HjaDTbPwS2v+Fd+mySxkyIh5ZmGNrewr2TwPaHTfAmk6azIrwWCAbv9pckj6kivjS5vda1XTorWJnh0+OZoJIlJfG3JYEE9eDg17xYfGe1062tUlsrqOzWCISZiwwCqFK46jtyfWvRzeMqsIRh0vc0qVNNDpPiZPHf+H9M8Pz3CRtqN6gk3H+BcsQT9cYNcF4p+HQ8J6JqmsaTKyyJCHw5DBAoPGPfdUvijWY/iGbS40kS6d/ZiyMTKjYLEjaOOvA/lXkni74i+I47m/sbuaS3E6iOaGVcblB4bae/Fd2VUHRw0Yt6lU01DzZ9UfDSGG1+H3hJwsUcUlhGJGzyXKZyfr0rqGsY5obrEzLHKy5XOTjknHfmvP/gk1xF8O9Dh1CNpYBbTeXJGCBs3Ejntgd/avR5xbZEhVlZSMIv/AC1yM5B9sV8NiItV569WTJampZxxxRtbyOitIQQcZPTAH16flWZqwMMj3E1ziPzfkwucc5K/ieB9aYTL5VvIrENKi8nA2MPl59zhfwqzI00IBZ4ihdtybSWBxxkngY/qKzS7A9Uc/ZjVIrbdNGLjeG2JuIwMjbn/AAorZ+27oWifYXVAxCcfdJwD+HH+RRT95DSQ/wA/7OrywqIkeMF9qHIGwN1x2J4qW4hW9tIXuVQliE2527ySc5/DP5VWi0ovZMwupAsluSE6hQgXA987qvSwtDGIwys8QMnmOmTvKg9OgHHT680nIyUTNm0+z1NZ1tpjJv2PGw4bdu4z7A5P4+1XYLb7CoaJdyzzOG43FHAA3DHbnP1rC0jVJWtFutqKynAAHHBJ/ofzrUN81nfCI7pEkL7/AJgMoP4RxxWakmLQmtVkt5pkK7yqEh2cbl5IG7+v1q1HZ/ZIo0nyMDE22QHaMcYz2BIzToriQsXAiWNpAjqI8MwB7sPXPp2plzE/2NWaVmZpdxyP0rRJFXtsRSIkkMeJ8TLk7g/8RGCMY6UwNIkCrOwXZglRwAG49u9MubGGC3uWhUrHFErhc8k/73WnMEM1qWUsZMnBPy4xjGO9S73BS7lNwsKeYrlpQ23LfN8ueT7f5602K8SCQQPLuMudncjnP0/lWlb2kEcP2gRISxELIRlWXJ61QupB/aiQCNAPlCcfcHTAqXFrUl2epotffZIFydqY2hm6u2P881WuLqZVh+z5kkkUgqx4Xjqxq0bIGCSNJHjSMoAAeMHnFQiEJKyfeRiSykcMPcUWvoIq21pew3cc80okiMZLKBjOB/OrX2aGYtLaP++ZMqNoxn+9gVSupgGmDJuHH8RB47fSi4njsjpckEW3zyy7d3CgelUrRQm7Fu8ilis2QyRtLxIC3TgfMB/QetZFnrkkWAim4VZtr+xI4HvWnMTPPJBJhskAEgdvm6VBJp8E8xEi7jJsLZJxycAY9scUc5LsyXTtUF3dSLNAY87dp6Mc9sflz2qzJcTrcGFE2Qb+gXJXHYY65P8AOrEbKl/KkKBEQIAOvYc1S1DU2toDcRRqHUM55ODg9B6ValFLYHoi7FbgXK7oWIC7AseBuyDnjp261E0MfmQi3jdlSNhsYg46nGfXpj0qG2vnnmuLV8lY2454wegx7UT27ebG08pkeY7sqNoyOMkd6iU46qwJuxftzHMHEihnizh2XhwMev0/OoWjY3Mxlk2zFdocHGFHTA7cVVvr86XNFEsaSC4+R+wAxngdueasSM0qrLO3mNEd6cADIIxn1/SjmWmhaZHaRrBD5i7MOMkfeBI4x7d/z96tho2jX5E3M5VAAOMj07dR+BrBEss9qyROIFhlZECr/t7cn19am0yfzE8xlzJHkAkDHGQOABxxn196lx0uHPY0YpEmaAHaYwu0SE43YwxIPYcEfSpXWMObe3LeSkBAfOTjjJ3fkPxrE1S7liy0OxCJCR8gwCCc49iBjHvTrK4OoWF5Ld7mQKf3attB43fzA/KhU7sFVZ0ToI4WzHHKwBA8w8YIHOPfsPXFU7uCzmXyCirI6uDuHRO3vnpz7+1TNqD3K2pKhVnChh7jeuf0BrKv5HW+UxN5bkxBiBwQ2c8Hvz1rZw0uRKZdMSKiQwgSzHHl4IBUAA/TkYPryazrhpoSRFE3kxQ71UDBZgeR9fmH/fNaNrOYba6UKriJyh3D738Ocjoee3oKzpLjy7W4f943lFcZk6k4zn8/0qvZ6Dbeg62vbrezI25Gcu+fvdCAD7DHJ+lMhh1GKBYRGbiFmwXDFjGd24gkgY6fjVhdCjiUzNM0m9ZMIw+VeMjjPPSo4L2a3trpcq+5grnGCwxx+WKxcXBajVr+8R3CxLieZhMdoG4RHLHHr3B71YgtzcWjMmY8syLGz8ckdPbj9ay7gRuPkVkZZ1AO7IIC55GP8KFuXFxHGThXO1inynrwR6de1ZqXQL20RemtLlIovLmWOWKcSRkx5AXpj8aJbKeCKVLOPCSuobflhuxyQP61vW1tFc2+64UySFV3MTknHH4Vm6rMVCCIeXsRZDjo3OMGtFT03Lk00Uh4ctA9jJFYRkplmPljBOeRjORVh7KzEu60tYoJIGOPkwMHqPWs+C+uri5iWWUHMwiJAwcEdetXZZnsbqwdsTee0gcY2jj6VabehnzJDoZI4LjfsEAyDKiKMgep/wA96sLaRurvbgLE5bou3aByPxzWctwr6gsQV1SWRlb95zxz1p9/dSJc3iKzKIwejEbs+tZylJaSKi76s0orvy3MTq83nLmPOdqkHoD2zUa3E9vAzXEHlow+YHjnsOTzXOw6jNPcwtK2VL7Av933FaOoa3I0qW7xqRKMMc4OQcZ/WoUm1Yq6sIkN1IsywBpm2r9xlU7v72DgVoWBXyn+1IFuFc4XgD1259OD7VRN6bUTARq6iMnB7kEdarzXkwuplSR/L/uMQwwB06Z9anVe8SuW50osbN51jCrsZdxXHPzcYHPtWINO+zh4I1jEs8TKjYxyoOTwOTjA/wD1VN/aEs95GyYj8pYwO+R0I/X8PerllqMl5eXNsyqI2QGMnlozjB5oh5Fc6WhjW1hJpOzf5WCQ0h2nJRRtGT0wM56d6ikjs7GKF1WPyiCxiQABj3Kj16+/zGrGmxyavAtvdzyCJWYx7DtKdQcH8KevhyFbeNnmZ5INxRtoGcHgMP4gP6UOco7GbZzx0vRXmdWto7lJZ2aFpTnyyxU8DqBwoI6EHNU5/h14XvZNrafFDHIzyRD7hRwoba4PUcE9a27FbaKS3860ima5umTcR90qx+bnOfvfhite0aF38ieATRzCIPuIJy54IOMgjA+taRr1Y2sw9480vvg5oeoTX11bxzx3MscqtHs/dqp6nJHUAAg+hNc2/wAMrGyv2Gl2k11JC7FZivIDN+oGMZr3CJFa+kcKq4iaQDnhg38uOlQ6ZJvu7eQF42mgQvtbrkb/ANMAf/rr0KGY1aM7vU0pyUXdo8a1HwLquu6PNossKpHqO2TzjKVG3ccZRunRehPX3rc8O/CeysdDh0/U7S3We03eRcW7E7JdxYvnqMjbx6DNej3Oos5Nu0aiNJFhUD+EHoRkHGMnjp06YpI0eTS1kkkLPNdCJmxzjaB/7MaMTmdXEOy0RrU99nGXvw50XW57OS4t22wPGpER2rxnOck55Y1q2Xw20HSYLf7JY+a64COThjzkScetdRLHHDpSMqbvNmSFwxyCME5+tU/NaBYkhLBXJTazFgNoz3rkdeo1rJmPLYyYvBFqWEusaesqRElEOAck5x+pznuc1Ne6Xal4IdQ02G8ggZWiZ05G0dcnuMAflW1Z3U1/pcjyyOGTDqc9Cf8A9VTWyrqEKzTbt0ijAzkKOv8ASl7abWjBRi0cvYeFPD8hXfp9vHhW+/jODw4yM8HrSaP4e8P+HLlV0uyhWZ1CgBeBknC4Pv3roba2jeO2cqMsXJGOPTp+FS3mkRQRpGTvm2s6y4wVOM8Cmq1S2rEoamRf6YiRSSwxtHdSN/qi+PLx1GMdCMmqVzBb3CRf2iStuwAzGnOc8e9btlcS3ELagpWNigR0253fN1zUTgSz28RyqTsW+TjHXg+vSh1LsUoGLLBA0irY28rMCARgrtA6c9MVatxDdy2/nxbPIcOr7VzIewyOQBXQ2cavaSPKA3lxlztGNxHr+VRNPJci3yVGFbkjcfXqT70ufQpQsYj6Za6tdK+xpJrefLCH5flxwu7v1rOvdEWDTJbG2uLq3WZt8mSX8xVbOB6Cu2iWNizNEnyKRkDk/jVk2cclv9pbO8gRsM9Qa3jiqsVZM0V3oeR6b4M0rQ/Mdi9wJJDcriILl3GDvf8AiAxx37VuTaba3UJ32lv5jfKks6fKwHIVu3XvzXerZR2S+bGN22FpsEZBx2x0xWNaxB7cyMB5LrgRgdNwJ69/y/KoeIkpKUyOW559D4S1C2mg/s1V06VAryeTL5iSE9QpHXp6V4p8Vfh5r2r+LrrVrqzjns5iiebA42JkDgg8jBODX1tshu782MsX7uKAbWBwfvBev4frVjVLWJGmt2RHj+0BMFR1wOf/AK1etTzWvTjboDlJbHGeFUvbDSbPT3Q29pBaLEhiQfMyjAGOgzjp75rRW+kk+YiNY1VSilf9Wcn885I9hmtW002OWBkV3WOWFpsZycrggE9+mO3Wkn09JNPutQikljmYF2DEMMZzgccfd615LSm3J9QcmyO7uML8sjMwjLiMjC43cAjrxgD/APXUE+oTTs0EpMKEb5G2/Mw+U8Y9gPyrGnmZ7ieKcmX7PC53nG5huUDtgYz1xzWla30kU9vI4DmJ0j9M5PB+vzf5zWijEjmm0Q3Nx5ssclq0dzhXYHnEmNrHPfdgUVrJBa6jJFHFax2O0PITb5XeSGJyDxj5O2Opopygrj9/uf/ZAA==" /> </span></div>
biltookhttp://www.blogger.com/profile/00364876568322547402noreply@blogger.comtag:blogger.com,1999:blog-7031294070560323309.post-14586254789590346932018-07-30T07:00:00.004-07:002018-11-03T10:38:47.485-07:00ARCHIVES<div style="text-align: center;">
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<span style="font-size: x-large;"><a href="http://www.geny.com/partants-pmu/2018-11-03-auteuil-pmu-prix-du-salon-du-cheval-de-paris-prix-cacao_c1020290" style="text-decoration: none;">03/11/2018 -
<strong>Auteuil - Prix du Salon du Cheval de Paris - Prix Cacao</strong>
</a><br /> Steeple-chase - 4400m
| Réunion 1 - Course n°4 </span></h1>
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<span style="font-size: x-large;">++++++++++++++++++++++++</span></div>
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<span style="font-size: x-large;"><b><b><span style="color: purple;"><u>QUARTE</u>:</span></b></b></span><span style="font-size: x-large;">15 10 02 04 09 </span><br />
<u><span style="font-size: x-large;"><span style="color: purple;"><b>QUINTE EN OR:</b></span></span></u><span style="font-size: x-large;">15 10 02 04 09 11</span></div>
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<span style="font-size: x-large;"> <span style="font-size: large;"><b><b><span style="color: purple;"><b><span style="color: blue;">ARRIVEE</span><span style="color: purple;"> :</span></b></span></b></b></span></span><span style="font-size: x-large;">15 10 02 04 11</span></div>
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<span style="font-size: x-large;"><b>°°°°°°°°°°°°°°°°°°°°°°°°°°°°°°°°°°°°</b></span></h1>
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<span style="font-size: x-large;"><a href="http://www.geny.com/partants-pmu/2018-11-01-compiegne-pmu-prix-cerealiste_c1019540" style="text-decoration: none;"><span></span></a><a href="http://www.geny.com/partants-pmu/2018-11-02-vincennes-pmu-prix-barbara_c1019763" style="text-decoration: none;">02/11/2018 -
<b>Vincennes - Prix Barbara</b>
</a><br />
Attelé - 2100m
| Réunion 1 - Course n°2</span></h1>
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<span style="font-size: x-large;"><b><b><span style="color: purple;"><u>QUARTE</u>:</span></b></b></span><span style="font-size: x-large;">06 02 18 03 07 </span><br />
<u><span style="font-size: x-large;"><span style="color: purple;"><b>QUINTE EN OR:</b></span></span></u><span style="font-size: x-large;">06 02 18 03 07 10</span></div>
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<span style="font-size: x-large;"> <span style="font-size: large;"><b><b><span style="color: purple;"><b><span style="color: blue;">ARRIVEE</span><span style="color: purple;"> :</span></b></span></b></b></span></span><span style="font-size: x-large;">06 02 18 10 07</span></div>
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<span style="font-size: x-large;"><a href="http://www.geny.com/partants-pmu/2018-11-01-compiegne-pmu-prix-cerealiste_c1019540" style="text-decoration: none;">01/11/2018 -
<b>Compiègne - Prix Céréaliste</b>
</a><br />
<span style="color: black;">Haies - 3600m
| Réunion 1 - Course n°5</span></span></h1>
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<span style="font-size: x-large;"><b><b><span style="color: purple;"><u>QUARTE</u>:</span></b></b></span><span style="font-size: x-large;">10 04 13 03 03 </span><br />
<u><span style="font-size: x-large;"><span style="color: purple;"><b>QUINTE EN OR:</b></span></span></u><span style="font-size: x-large;">10 04 13 03 07 05</span></div>
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<span style="font-size: x-large;"> <span style="font-size: large;"><b><b><span style="color: purple;"><b><span style="color: blue;">ARRIVEE</span><span style="color: purple;"> :</span></b></span></b></b></span></span><span style="font-size: x-large;">10 13 04 07 05</span></div>
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<span style="font-size: x-large;"><a href="http://www.geny.com/partants-pmu/2018-09-17-maisons-laffitte-pmu-prix-des-aunettes_c1002731" style="text-decoration: none;"></a><a href="http://www.geny.com/partants-pmu/2018-10-31-vincennes-pmu-prix-des-cevennes_c1018830" style="text-decoration: none;">31/10/2018 -
<b>Vincennes - Prix des Cévennes</b>
</a><br />
<span style="color: black;">Attelé - 2850m
| Réunion 1 - Course n°1</span></span></h1>
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<span style="font-size: x-large;"><b><b><span style="color: purple;"><u>QUARTE</u>:</span></b></b></span><span style="font-size: x-large;">10 04 12 03 06 </span><br />
<u><span style="font-size: x-large;"><span style="color: purple;"><b>QUINTE EN OR:</b></span></span></u><span style="font-size: x-large;">10 04 12 03 06 08</span></div>
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<span style="font-size: x-large;"> <span style="font-size: large;"><b><b><span style="color: purple;"><b><span style="color: blue;">ARRIVEE</span><span style="color: purple;"> :</span></b></span></b></b></span></span><span style="font-size: x-large;">12 10 04 03 08</span></div>
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<span style="font-size: x-large;"><a href="http://www.geny.com/partants-pmu/2018-09-16-parislongchamp-pmu-qatar-prix-du-palais-garnier_c1002700" style="text-decoration: none;"></a><a href="http://www.geny.com/partants-pmu/2018-10-30-saint-cloud-pmu-prix-du-nabob_c1018403" style="text-decoration: none;">30/10/2018 -
<b>Saint-Cloud - Prix du Nabob</b>
</a><br />
<span style="color: black;">Plat - 2000m
| Réunion 1 - Course n°3</span></span></h1>
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<span style="font-size: x-large;"><b><b><span style="color: purple;"><u>QUARTE</u>:</span></b></b></span><span style="font-size: x-large;">06 15 08 05 12</span><br />
<u><span style="font-size: x-large;"><span style="color: purple;"><b>QUINTE EN OR: </b></span></span></u><span style="font-size: x-large;">06 15 08 05 12 01</span></div>
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<span style="font-size: x-large;"> <span style="font-size: large;"><b><b><span style="color: purple;"><b><span style="color: blue;">ARRIVEE</span><span style="color: purple;"> :</span></b></span></b></b></span></span><span style="font-size: x-large;">06 08 15 05 01</span></div>
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<span style="font-size: x-large;"><b>°°°°°°°°°°°°°°°°°°°°°°°°°°°°°°°°°°°°</b></span></h1>
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biltookhttp://www.blogger.com/profile/00364876568322547402noreply@blogger.com