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4OQSTjWDcBrAFMickjbFB0cVcxnrJbjGep0iMQ7MBOTUTndqHJlJCvheJkTkA8hP8eMfjosApX9/%2BsVLfePFv/ydZfXdi1NEoin2H55TEdXT63s3/WicMvaX5fTKYJwODCa9gnimF6ooqojqmX6o9uGURXXwaCUvABUOfUlt8Qf1pQDsnpbWXpzuoZ/io8ApTUJbTfQnENNW4LTR1MpwDpgSSENDyQWxvXitT2CB7Y8oUprgcKCe7t%2BPAzKQmBLjG4ypY%2Ba9kwy3dTjqyWU5Laa0Ej3F7NRQx1rfYraUhK9iCRmEKSb1XXIf8lIDlo%2BATaAX4ORq/JwOzCoDqcorEWdM8UkoogRWp5N%2B5BTbRZVOiZNJT3sNxNiTKkWIqT2YU5HUXwr%2BwegQsY73l3/586WB489/%2BTujqR98A6T%2BCJK6qR05XXXs4x%2BQ043kTaWUQvvExs1%2BeDfD9jlguvF%2BppdwefY%2B8TbGE3uwo7AfpwMEJbU/ro2wBeEKrA7AaGCUBb0vpp3U9VJGyUehy/E22l54t5BSEvG0AKyJjJ0GXK8eXS99QySQcz2tLpFT6oJ7EesgghpDOCUVI5KgIop6tp2Bu%2BreyVa9hlaSeqLrimlzAzBHKr4GOkBDwMMslTG/rJoW4wcEUBwblZA6FOlmkBBEVfA2EL%2BrCQoV5bYfqCqJz48p5qfgdn18L7l2ikSVlXwvP2iY1M62NIgg7DQnlTKo%2Bin%2BwTidAmLKUPp3P6RHp11aM/rS0dHwPrrGj%2BrTTPn352L7j%2BF8NywETjdsEomGo8g8CKcbP%2B%2BSl1Iqw7RWt9Bo7YKbpyx4ltj0%2BUbsS%2BqSJxNONw8krEQ/6ft%2BnBJWif%2B9j5wG0/o6q62kCOtnlKGU7pbDG3bLSStRb06ZnoSgviI4XU6ENBSML2IX%2BjbRVMJpKCOoOPKSwEomC2ggKKT%2BD4g9drQEiSkOnoKeMpySelHdzfo6Vk8d0YjgyXszucCpHqgtriMjMEApGSfFXBU5NRBEKaWG4uIgVCExxVyWtjTQgdPiYgmOkiKtRDslPQZNnxAIVPjuSypgmpYm4nvJlYoYXn5GpRPPVT4n31dZ6fQFDZbSmi8wKarE6pLULgoYX0hKk%2Bw/oJ4CA1M%2BeKoXpQDoykXTLh1feXz0wXGXVo5euejg8T9PCyb1qQ8qf4zB3E17r488f2zDpvwfUk%2B1MqEs3KxNlBtlHJ1Za9bJ3IlumVuerLUKZUbL%2BuTE8A6jLHEz4XRANT17fzkloLKwBovqoJzSRLWRHBqpjiKpjX5JbX2dssps/uinqyyne/ycgoruQVrfphLphxqHXlpbwPjCNdLYmtAPUnyezUsZTulQTAJTQXI4GuvrwOTW11Pfy40mfnZ/PW1moMYXOJ19bylgqkDRBEw1egMZPO3BtgaNntsDgJIWQMIqIowtDwZmFDUdBBV%2Bi4ZroIaYNCGRAVMUVdRTiUSi6c%2BpphenrLZKMtIyRBKKKWEX4JR4Y1FcK2NBUX0%2BEYspZJ8ipvlICpyyAsvaXsC08gf1vaIkmpn%2Bks1Kjy9adHzluNGXjo8bvXL0onEHF608uHL0mmcXMaRS9/vuN6IfhdPqP/7tkT%2BO2JAv%2BmE4BbsrNIdkWYQcm9ucGUKiwCqzZoWEJMN1p9nN4QjhyiwcoEGQwfPfc3p2/tsBUX2bZKosqn1j1HOjRrEnjc81Br9eZ1S1kbBqojsTvFpbByO1tTVYXFnfm0BEFeJtP6eh%2BGo14cZw2h9TlNEESmcQpaTc6wBY9ZiXRiOjMRTT/dF6yiXY3mhqfGnU7by71qHX6B11aHnhBE%2B5XNKfCwD23OzV%2BlfH9BQZ2FyUjJPiHYkkqEtQxXQfGVQSQ286BeQMw4%2BpQMWc88HA%2BvgILF%2BCt8HuoqZKvPxKH1hen4RwKlWrK9RqaUUGzUmR00o7o7PIqAf1FORUynA6/J0OIiwgEfD%2BwmjpoksHR18ad/wo8Hr80qKDR5%2B9NO7StDXHp40bfXD0QYLqi9T7fiMSpf2wvhc4rf7j71esWPH7R449%2BANxujFZVpBV2NmZlZUJrtdqLs1CUuFVWmqRy%2BXawoICuOrM4mh7j8z05vA%2BnM7H7W3Y4YtF9QzOexuA01EMobBvHDUKZ5gBnyyvo/wOuJFmq3Buwi6%2B1t7RR057GV/CZGhCsED677XQXwW%2BNyF0IC3txy0dhWE6HELp6KkpGiBFPQVYTfpo2s5QX0xGTMnD2Bp4424zW0TiKvQKvYYLBJJCEqSoWMTF8VMD2RnYgRp2LJW0HGHRt9iARV3E10COWDXCwVKsJmGCKiAvuhP4g1AqoJwClhIJ3wecCsAAg6ziTS8fx2XA7TqdlSKJVwzcqbFABKgGdd6zekr6kTweRJWUgCmo0mEXVDuTmv4SLO%2BaaZdGH5%2B28tLR42tWjh636NI0QuW0SwfHjTs%2B7uDocccXjV5JbxFJfernP2Qv4aYNGzZs2tD%2BtxU0HhiRnzb8nG78/PM8oTykU27RFnYWlpaWJmvlFqubhNVqKcwq6DRnZhUUJGeGyG15veT0W3I6Pw9e88/mzT/Lbn5UcUrb637nO4oqKe5GjWL25IzySklFbhlS6RFepsbWRuwRGghV/9AorehSToGw%2BaycUuebwHDbCr%2BLtDwk3BfTWojQ4MKRA5UWbtIikgmElAhqvV5P2u0d0TfrDXWEU4Ue2atbvMNEGgPB4TqAUwdwWnezmEsmsKGJNWgomxowxlxyzmSjyKnEgOXem1OmgOwSm0ubdXskVD6JkBpUfjQ1vTAVEEoFlFS4wMZBPnLK94kl9E4l3yvxZVSIAVOfNzYD4VQz3Uf2oM5BpJFoLVCKnHrslWRQ9QfhVGT/hnjepxG/RWB23z/%2B7EEwvtP61HrXTFt09Pi4S0ePHqXXT1NQfzjrKzoW/8c//vFPT61g45ENU34APd34uVUYUmoU2my6ziy50CWT2UBTOZZwOU/pdvFcbh1kqW6O0FIYYtRtfubKIJj2ibygszyI%2BfACWvEdhOoTe86cYdoG/aA%2BF4xonyATuBlSA0FaiFoJq/1lleW0JcCpPzMNZWR1D6OnEKR3EBsfEgbWT5bTUBZTHILB0BN2a/VUMvfXm%2Bqp7XXsryOKWnyTDpLqQTlRIw8dMnH1Giwc9SCoGgAV09NiMmgKqGoAThxdhSSUaikxvzhE2sPGTfGUKeKbElLUBU5VEnGPSsNUepFOllJVL0qDOBXgidcJaurzIaeiDMQVslSnRFWpzsDMtFLCVHulYHyJntrhBOu8DI2VTH7qwajwVZKhUywwSe3D6iunMGpKPS%2BI5crjR6eNpihOWzMa8tRFi0avodBOmzZuzaKVAPMlv/cdDkUd2DvbMzaMGHHsT38McPrUCA/7kX/EyiNV2799Jbg/pyCnFk5nYbI2uTOk0%2BriWJOTOwvlmZ3aTHOnsMOoVFotRpm7tMCszczK6uRY%2B%2BWl9%2BU0j1J6lqE0j5BKYH17PrwQVZz8jXVdhtRvE5TWXpiSA2ohiKopoKx0ZilDqD8/TQgguofiidkqLfjiSKqJFIn1fQQ0wCmBlI7XUM9LakrwBBzIFFOcK045NSkctAuQZKgOLBhpSClXtWMxzpwBq1vHxeQUVdPQc9NgQB8MKgsaqtEQOaWIcmldCYdISRsv8oqY9qSnG4i9BRxVxRIVGZshFV%2BBQMHAaBAI%2BnDKkopHVboYE1SvQAUKCrh6fV6V06uq9IjEACqfz1SRpFJWRRFWaYXUniTC8VMRobSCcipN8iURTIc/QbUnBTAdPRoIHEfHYKYdXPmrJ%2BPZePJX7xOBnQbYvr/y%2BKVAkoo56pBMd4Zn07FBYsSxTZs2jHjkkb/97RFC659ohiryAMGBOPagyP49Od24cWOelZMZUmrWlmbJZUJzZmmpNiurtDAzM1PbaS1MlrssyZlmi0uYXCqXm0MA1LyNwWo6MKd5NNjjfGY/PxB5LKZI6h46F%2BbbktrYj9TGIFKZRRZaAy44eLp3S8D4JrCGl5wkUGUFSE14M8BpLd38nOIZgyk5ECnV64kRdjDjMo5ok4P6XkeoQk8nlgKoWNIFh%2BtA6Jrv3jBxi4tv9nABXYWCcFqMnYBESw3FiCkwCjKrcZD0k0s4Jf1H6T1kDAZniN/skfQUU/3UkOwUdgYDEVGBQiFQEFZVigaBoKE3p0hoA5Z4EU/4rxDglIgzKiq9AglkpHyvV%2BSpsIsgTa0UBXEqZRuS4BTHZVA17YxgkMDiEs4gxwfUw1zpRdqwznt05RpIQo8fJ8S%2BD4yee%2B2T3/zm4Ycf/s1vPnnta2AV7DB%2BBJ74%2BLiVKLl/pqBOGRKn0mNPvj9oPHls07mlCxeO2DDiFTS%2BtCvJfuxJEHl//GrEHNH31dPMRKGws9BqtGoLdOBsk0uBzwJLVmZmZ2Zhli6rINlVai4ttSZzOKWdVp05q1MoTMzbzA6ZDmZ1e5E6AKVB4Ud1OSX1W4kpeTUOBGqjH1QTI6umAThFRW3pVUBibS%2BOoJJGwpZeqSihkPQf1TLKqqeUou1FdmnC6s9XcVyGpKeOWizjEr/rwLlrAKWD6GnzvZ0JxABjcgoBsGoM2K5AYOUWaxQKHMEhbUVcQ2BBBjjHMVL4AJQX58VQ9TRQZ6tiGhoQUBoUT%2BQUIsCpNx0cboMKx0jR7opE6V4VX6xWiySqWNRTVWwGuFy7MxaLwYimWiqlrNozKJwVlT7KqagioKceexI/KYkWmIaZ03dZNT06euWiRSvXYPZ58Ffx7V//4uHfBcfDv3itPf5DIqo4onppnF9R300a0p/gwRFr/vvXg8Wa%2BA1zr48cOUK64RHCKQqn6MERo/87KH765KbvyenGJqHN3JmFeIbIhYWWrNJSkNACgDWrsDQr05iVqTWWliYXWuVaiztLninvzCqQc4R5V7BRcFAl9VPql9PBIA2GdQ8u2vD6fUFt9EspuWochFWs//pltdUUSFATmDVW/PVe1E06bkrN8PzaUFzXgUyECXAax2ioyaQPpUyG0lZChkuWZFr/xQzUUVfPdA2CzurrmIUa6ACMguSnPUvvvaFwKJAqAFJDmXIY6Pw1A%2BFUj5mpQ8NmpgYDU/2V0DMNlprIPBgBEK5CBTUwwy8aFlLkFOBUNDRQShlUSQbK9woEEtrd4BOLxD6JZEqavUIMNySQnXr5aWlALZ80HdlpCoqsSnEAFQdgRCibSRUePA3iVCry8SuTcA5qBSZkwxc/ZzGdBoxOW3kUOBwNlL7WG1IG1U/OxX%2BImnoUIJ12fBoL6gdDcr6bnvzvwePXz46Yi9PaPj72QEBPN3z4614PPbnpe/rejckykEyLVWfJDMl0abWFnZnJ8kKLTiiTuXgyl0uos1ohLbWUWjplZqtb6OqwZIVkybqu9C8j5fXS0b6c/ttgSH19cFJjgmyv/3QQUBuDdZVyyi7XEACVuF7aIUiGTQmU8/VolPUJAU5r4%2BbH1dbGYYXIRGrA1PYygkotMcMpEkvHR01cEzN6CveZ9gYwvnV6cMGgk%2BBuq%2B%2B94XCAjHK5VExJgMXF/gYuEKtw0NyUDswEc0rGRzWkiZfMAgcpVajQ3wKnAH4Qo4gpMEr3DUGayucDjeB5fdgtKAHDKxLzJT51WkWFE8dpfD4vX5yRpq4QYW5q93NK32mYlVYmgSvG0VIiqB7qe/NRUHEiHNMJMYycklLv30lZaNy0leMWYSkpvv2T3w0Wn7THvw%2BKe3DcmpWLjo8G7/sXUksawp%2Borzr2iYPI6cgRxx6h%2BSn8D4nyRxzv88iD39f35hl1IaUWqxYHTM0dmaVmuZvnwnqvxWLRya1WN8Dq1mYWZlp0BZmdcN0ZUuB20yb7XiJ61q%2BiZ78tp2X4KuvN6p49mKgGwxkTOImBINcx7P2g8u%2BoAWgNcNoSXO0lbIaGMnNPW9jmQraBtzUwSIPieTs0Lq427jYcE0zRCYzvZckMMFrrv63nRtdBerp/Cqan9AYXzK1Dz%2B2px8Iu0Jeeblh176Qe1bS4WKHoVmiYtwKb5w0aBSnzYk7KVJI0ZDIp2RkomiCfXGxNkKQbMBEVRFAuGUoFeIxQHFDgq4HZU1WFH1GJfKoGgYovARVVOX1e4FTk5KPRrQQv7ATQRGBq1WlqQDGDYqqmNUs7qRzZyWhMZWUSKevCBbxRTPPz84FTuD/cnNqJ6/0lUx9aNA0IXPOr%2BK8f/t194rX4D0eThqWVR8ehC8Zx1FeG0kGYduzZX99HUJ9svz7y0RGPkFaHEaR5cFP8T3s98uwx%2B/eu92ba5JlaswVkUl5qcWe6ZdbkzgLSkUSaHUK0WYUWjsxayOk0h2Ra5MkF4I/DnhmI07yzA0upH9MwBsewMHyVlZXRdzCqRFRxeTFGUymXMfToP48JEtd%2BXri3rJpoU32v7iSI5cTlBsZsAEHc15JB1VaTKWB645DS2/CqvR2qN0U7QoM4jSOGGA44ahpAFgS0PprMlplOOa11IKd6DSSqiloFJpygmSfvzcQyEXLarSDWl8vFE5KXOgxkmAY/5/rb/hhQsQUJSFZosHCkUUnSJcCoRhHBKmhEBIMpnh04gC%2BgU3GAdb1isUEiksC5V%2BQT%2B1QC4LQBQOWLKzxqUSzcdvpAEH2%2BtIwMcK4ipl1XTQdf7OhxydhohS8WiBSRIhJwaw9wKrLbmfUdhotTEXW92NE7%2BjiOjcLxyfhPfnf/%2BEV7O8ruoqOXjuLxzzjX7YMhtTP04a53jNsAvpe2OvxtQxoIZ8Wx93tx/dP4bz/nrR%2Bn6Hy1cnlWgVVYUMCRySmjyVqtRWe1aEuTSWeSRSczZvJ0WQVmd2GWLPmZs1fOPtOvZNSb0/n9MCWchrFBKQ0ES%2Bvbb4fiZG9WU2P8SjrKv/UnFxCtj3EULViwK87UW1ejYevTnUSmuaB4JpDcNQGXaojDKlFL6O3bt4HBFrDAbFUJsLwddxvEtJZ8RIdfCJzkTTdy4b9LuYyuZ/RUr%2B8GcNHwKhx1jtruWiTOYEiffW8sHOEcOO1GQBV1BgU9AVHtKVbQNiKcm8YlM1%2BQUCKnEoMTMBVoaBuvAbQZxJWwGUHgjPCr6oEIxLQBh0kPKFQUVEmaT5Jhh9wU3K44g6%2BS%2BPiqBrC5oJ8VPqcKnoh1OkV2n0%2BdkYZjfsxcNjWzsEoFwRIxjI1NSgLlZBvwsR%2BJ4dS/DsuwDcyQIRlMTg%2BOO07ajA7Gt//md/8uHj4XD0ivGXd03OiDTIr61DdD%2BFN4Roy7D6c/bR858jwmpyt%2BH/9gGqk79fbJ40Z4vr%2Befr4x3FKQ3JnlVvIKQ6yZWktIZ7I2q0Au14Z0apMzLdrkkAIrxwI5rItjzCoFOTU%2BcwWLSFf6g9qP0/lMa0MvMUUqw8r6B3BLHwklqL5ORZUhM4bxvPQQ4%2BeWHupHxcRly5QQvI7UuFG9OCUrB7b657m1mn7WIZNtj0ugctqKSOqNMpmsrSUhHA6poWwDL1nDISEUslOEFHckBU0gJILCxvmDKGqA0lpSSNq/P6YO8tFaLqSo3bUGLgoqVwGPAGAGg7N45721IJzAF7y7axXgh4sZTh3AaXExIKnBAhGTmDInKhUXF/REl6zSKDQS2oikoiqKjGIAnxACwYGIBgFKKNhjQJcOxDgz0sQZ6gyJSlUpJs2CfNBW7EDy8iv53lh8HmezAW1paWqPVOqfIqOusPu77bGHt8LHF1XQWi92I5E6EnIqIpNSsZAk9Qwbpx8wrvfgomnjDoKbPdh%2B7uHffYv4moB6fNH7pOiLzvddMhL6PWPDh/fj9FcjR/6/D9B2JMRU1KeK9OsPv8NSD/3GTzdv1HIKMguMSqHSHFJgNrpLszIzC3Ryd4dWlqy1ZRV2gt3tNJszZXK5zZiVVWBL7FdByhvM8DIDpdTrzvcr6cCcsrgCqIDqnhYktXHUqACclE9/%2BJlFUV3gUrLhaosOElOWU6awm9BqOoHP3AYKW6ieQnDgVmpL63Y4ZCeQYdE4pt0ItPZ2XNw8kNQywmptgqk2LsDobfKqxR0ltpZ2DjqQU1ygVxHKrePqQVCLHQqHQwE/SHJQgzN9zN04BWom2F2KJ4grKmu3QuAgUJLRFQQVk1KmbETy02KDKqI7grQHGgS4Ki8IKdyI6M2pAuWVtvB6kVDay1uZkYZdRWngdX0ZPh9288IpBMiuV%2BIliuv1itRiXwakp1KPOojTClpJknqI%2BZUm8ZPo3FNS6e3NKdrlYeQ06Slm5PT4oksHQRpHt7cjpp%2B8FhS9LugdAipY3qPHRx8cfZSOoj41hG4H0V9HHBwU0xdXHGT09AHITuHfgr5VpNEj/joETj/fHCbLDLHy3GaLFS2uOTPTWlogtMiNSl2yRQZghpQKhRaLTS63cpS6gkxZGMH0yv0x7VU5Cguyu2H3QTQIVUZUWxspqn0Zjel1Z1TMLp4yEC49QlofSFQJp0hkq5/TiTgUQ8dsEloYTk2EUyYppcVcbNkFRjHIASRTr0d1hYQVbxFAbwdRi5wq9I7oumJcGKmeC9Qq0Clr8FsrHN1xyCnRU%2BfiQxGYlXKxpxfp7HZglyCTY7JlXLS3KjY7VWHLPQgrwAVARwCDGgFyKgBKu7sZQWV5PaDyRhxooB0NXuwFTOc7VSr%2BdDXIpH26yCch9SJcqZfvBUgPQF4KnDbAEZ6XesRi5DnQKkg5JauZSZkWJDufT8Zo0OGK7Cyn%2BfZKBBQnpUo90mGUU1rrHb0SbO/RJwmmv4iPj587F1703T63vX3uJnzDKd6KR2d8Lp4Uk1aS8VTs9H1X9P27Hez3qST9csWLI0fOBE4fOfbXgbLZX3%2BHKtJAvnfz57bkZJ4sM9NssZjNpZmdpPRrK7W55Mk2bYE2K8vcmSxU8oQ8o1upTNZyKKJXAs27QaieDfa9YWF5YfPzwiipAGgYMb3wagoIahM9zGPe7BXJVhHVllZSyx3Vh8w%2BEc0hfObmbkdeU%2Bsb2Y3gaqK9DvhCThcQPaVrDLYSek25HR0dbQkJlFM0sEAcaWnA8lBc7by4eQyrcBHqIKAykBJ%2B/f6XSC0ZwsGvkMEvf3LoFcxnOM4CggpEOgwqidNw6FAtKe5yiw2abqKjqJ0aBU09sfMeR1YVAk3QsilIKwoscgrGFyiUpDtViGU3KR4JCKGopAcaVA2YnArIsgwqgdeZLuYLvOkSMYipXZ3B7/GJfRKwvc4MMXLaIHDyvSrENDZWJZGmiaeA61Wj8ZUGOK1gR2hoqurj2z04JFOJrYWQoCKlVfkAsQfrwlJ7xXBxSrLTP7OdvJcu/YoQ%2BLv2F1544b335j703k/av3rvzfifvPfQ3Pfew1sv0FsvfI05avuHOOuNWeVhaBmqqH8lyd/n8PSKFStBT//2wJ%2BYlVfsQ6giDaSnG6/KOjmu0uSsUqNMW%2Bo2ujpsbhyUUVpdNrnZarTJbDa32c1TWgsKZUpZIaeL2t7TiYmJ6/POnoJDDryRzSZzYmITnCd%2BmphofrUpjJwzEYYPJkatJyDmtLnDo5rWR8GdebCLioxKPAXIAqnzXk1EXuFmW2rUqy%2B9TVTPT%2Bpg8TPENDwhJqa%2BNpUn08c0gpTBm%2BanjaSFEPsBSQMD43tb9KEtZIYN3DGRFQVD9dT31pK6EakZkTIuI6UY85BeUzSCSrDtHSi17CkZRMWltMktyjjIpQHcL1pYr/PIjsWh3eh5NQ4DsbvE8XIx0yQEkjIvDopSROmaKRpmHgyA2B2B89cMknSAGS66scLbQI3vAQ1WjVQRRE9xpSP4dbB3GgQgqWJ1hlhkt4tFGXYxJKkNTjEf8BQIvCIfcApq6oxtkNgzSHZK%2BhaAU7u/H4msqEIKSbgWEr8S09IKfmysz14hwioShBQ4zccUFjkdloKv6Od%2BOaXjp7TS%2B0n8m49RTt%2BLf5Nw%2BlX7e%2B89Rjl9Dzj9Kv4XRHWfDfwoCup/fG/fa8%2BQ9qkk/fRDNn6/YsUfz498dMSxB9MGHm0dN0IqGoqebrTokpVuS2myjpOpKyzt1MqTZW6hkOPi8JQco9VaqM0q1SbrknnGUrfOLNO6LQTTK6c7lLpTZ/OarDx5jpzHiwJOyyJ51jBthzK8S8fjWUAzdbxwrVHJiQTaw65m81zhMp4OlDTHGL7eIuvqCld2JJZF8XjhOqPMFTkPOJ13SibEQ6JMadTlyly6ebSVz%2B9/B45UAEzGjanH86IF7He6xOC6CjGNbL8DM0eV6mktln0dZL2yFsb86kNtlFPIQm%2BTCnBtHB1DpfVe3OJCE0wm/I6nWsYGB9JSwFRRW%2BsvLMWh/4Ubt/0Rp%2BCiz%2B0huaaz%2Be4N4BTHSUE7FX5SsbAExlhB53YL2FWN6AwYsrwR6qqiuxx8rwFX2NVElHdTExzRXR5RDi%2BSmioaBIoD6HglTgnkpii7TpVX7BX4MrADCWklM04bVKimKomErxZVkk5CPjwDPKoZTD1SZskG5NSOQ6gVmIzSGi%2B/EuU0lg9HexLLKVpgVFzg1DM8c7PfZbJTZtpa%2B9ekmNv%2BGIFy7gsPPRRP9PQnS5/aDXr61WPwCZXYr%2Bk46sHA8mY4hjqE7sF%2BtaFnR8ydu2HT3A1/wtGYpSPPH0uzD1xz%2BvWH32mu2wCcGs3hSps8OVmW3MkrzOrMssjdhdg0aLa4tVmdhQXmglJ5p6zTrLRlhhTK3GYjcb15V9w8LbreLk5YXp5L6eoCUMM4TfPPhivXh4V1KE%2BDz03saMqLUkbmzS8z5pSd5tnycmS8T0EtXafKysI/bUrkucH5cvCqy82LLGua1xSllJ2alzOvzKiE53KyleFl80Pn69mvfRnM%2BmYDYNsDl/gVaaPqJ6bm2my5bd2E0xNtqW01ppZd2eG7XiWchrYZObbwrfpW7ETampqaejiB6ikQ2hYZGfkzcLVggRdEpka2xb2UGhmZHYmRGgmP1qICxxFBDchqLY6/MD6YOucgSIvwFUdGRxFMr8G59O5O8MDdGrLsQnEdJqVxO29g7HxjKXrfmTduvKFRzL6xcy3YWwPB9uSNG6s0GtifByQjIvBrJ1SAZjnBtLu7vJwFlQ6XoueVOMlQi5eP65L5RA0NPhHa2%2BoxEDfGzD5ZDakp6G71yy/PUJPR0wYvP1YC9FXNePnl8VUeML/MhFOipwBu1WfwAel6AA2tBCT53thKbHxgOM0nhNIpNPnDoaeib5hiLxPPxj9MG47eRE4fOzf%2BfPXFrx/6Kv7Nh/a%2BsuKDcwurz1fvfYFySvwxON/ADFUs%2Bf58CH%2BYvpWkgyPm4NJqDyKnT50b%2BegxzyBjON%2BhF2lgTvM6SsHOGmWcjoJOXqklS1to1WWWlmYla%2BVWSwFym1VgKZRllspshVnJclmpLIw0CT6jU67HjLSrA9JQjlApxFzUBpzqeKfD8nRKS978%2BbrIsLBEZWRY2fyoU8hp2PxwZVRTWbirq6xpfVdTImBY1mTjdZXlzLsqc50uyykL5ylfpZwmzgMDLOSBDQ4tY/rjQVNjGgfTU97E/cGkKsKZ0pIrFZfkzYWzrQnI81aipyc66KcdP8NqEq0j6VFPI8Go4mdtwBtIKvkX4Pbh4DKVUlljMkU7EMKJTNJKi761cXG3g%2BSTVJZuFxUVAaJFRRNhr3A4IO2UoJw6q%2B%2B9QQQUk9Bu%2Brpw9x6NuzsFCs3Je/cWOxSH7t2rpg4YYue9e7P1GtzHEU6doLPlSKdgafXMteX%2BgAxVBWw6QW9BPEmpF7JPrzjDp3KKnV64cfJyCtkuX1686sCB8gNw/fL0SshUVQ3eSqdP6vFUvXz5MqA76eLFSWmsnmJlN9/zhyVLdoukamZdpAp7LHAqpYOnDKdEdZHqYeGUVJGe9pM2Ov41Kqdz0eQ%2BtJf8RXaM3Bv/Qu7e%2BAd%2B24F/VbKLcymn50i/Q/zxwNK%2BWEmanjFslaSfPkmyTsLpikeqz/s5HaAXSWQfSn7aJCvkKd2dmTJrSDLPKjPLzTpdcmlhQaHWYrbKk0s7k0vNWjnPnGlVyq1WratUlkOqR8%2BEK5P9nNqahIAjy%2Bn6sPmf8ozzw5psXfMpp11dYWXrgdMwIy%2BxrEynNF6d11SWQ/Q0BzhtmgeEKtuacrpsUcpsvEJOAddUIBn9cBk2CiVgjoms9osa8pdzoj5AandHAKvIaIZThI5yyvODx/sZQEc4baV62lIbynIKCBJOa/twWtKIawcSUCdOJKpKuh78AzXggPW1TI0JEZ1YBBs8iY29OPMUv6wQOFXEdeMoTXdcUVx3dxyoInB69y6B9Q2u4uTduzcUhFPSXYSFIiD0DdjfBcSBRkhBAV%2BgFOzr4i0p57tZTLshKxXA/4hX5UwHY0tmgzvTJYaMDJ/II25oiAAuAdKpU6ciqVNPNsD1kqkvi5FmJ3jlWDtgWnXty8u7gdYlQCud1obVIRDK6cipmO1PIuOosXwppKT5tI6UT9JTEVHV/Irhsr2BdXqfJbVecLPIaXt7Lvv3OPLc%2BXO7f/tfzD%2B/54gVfohkqL87FxBUbEoaivEF/tb04m/lCJwVNCee9Df86fwIKcvz%2B//9/atIA%2BlpaQdwKjRreZYsDic5szDZYjPaLIBmqVluc7utOrlZnpls5GnlSnmhthQ4PXUFK7ygp8lY32U4Pe3iJRJOQUrB8jZ1uE6FJRrDypDTpqvWV0FAlba89S5hTllTFE9p%2B7Qph%2BjpPOQ0JydnnkUZnjNPHt7lssHFPKKnOfMSlbZ580jiOv82kppAlquv7wcq/dvavpXLXJMhFl5uairBdRflNJfn55R0RMjIdUdoNNHTNspppD5UTzgl4y4spy4Am8dj6BYquI3R0SY9BfU2m58SQuOwyYGLSwuSgZtawikhFWHthuy0WKVJdzrTsb23Ow4A7S7CiOuOMHjv3rs7c%2BzYmcDmIQBw7Ni1EcjpTNpc1K3oRiVVxK0dO3ZsEeEU%2BC2/ECGQqASLt2xZRTiFD7obJE4QU1VDhDdd4sXeBnDA6ekq/vQplThvDfSz/GRKyrax1WNXzZ4Kkrqq/EDz0otH%2BM4D/Ax%2Bg8SXpK4C3dw3adIdqqppdrs6DTmtENkhYUVO1f6lQHHWTKUPFZSq6RxpRb40CQdw7BX5w8IpDp4GbO8aRk7jCafxewP/ej46fvx//Z7953k8TVnnfk0rTgd7Gd%2BhrD7Y18%2BuGfGgXQR3yfTwV%2BKPpbEjrX2rSOqhcbqxlAOc8rDNQas0J%2BMc8c4CnVErs1qsFrNFm5kV0pncmVlgc3GU2kzIYgtlXVfIEIyO6CnllHM1z8KTXfXrKRrfqDBd1HzklBPOcZ1uAj11hbtsXU1NYU1WUL9E0FPgNIflNEppLMvJjSrbzjudc3Ue1dOc0zzZPCZwtIZMGKWZKhP7ySuGu53%2B9chSa/FyfxuC%2BFbM/v3RCKgxehQegDJZePYyyqlxokO/gPxUW2M0Gt42E9VTPaOn1LzqkNO42wswXl2wlej2LuAS12xwkLHViTQfZS1vHM4uxZnhtaSSFEcxJQE4dhs0EgM6Uue1ezO7UU%2BLmOgWcAXA6b/Ki%2BJmgqw2KyLWrl2riEBOFWNXzVwbAXqLehrRvXbt2AsX4AcUzdVwv1uQzlc1AKfnFQTTCzNXVTcfMfC95eUCAzxR3YwrO0jSl1ZXX7Sr1Wkipwo5vZyyraEBHHL1ocuXtx1oONB8hF/p9Ur3LV01/o563747nvw7sK8CPV0yg35N4qTx4y/uU4Ni/mHJl7s9OAnVjgs3JPHJ5Bhm8BTrSGSJB9KqBJwOg/H9eS/bu5Jmp1%2B3v0A4He/HdOTeVx74/XbW%2BJynnL5JBbU9UPL9C2nytQ%2BlktS7PvSrDfjLyGy2FSv%2BRn2vPWMovUgDc4q%2BV5eZbOVZCnlya2mh2ZJs5pRaOGarkCM3Fso6jBY5x1xqdrmV2oKsLE6h7CpdSiWc4ZQTFgachuWFK41NtiYgFDkNS%2BQZm4SnysLKEpXWsJzIxLImLU9mccmuNuUAmxYe1ouA0yZWT3MsSve80zKbUaa0AKGE06vzXuV1XIVDjh/W%2BbVkbZQAqvspqqZsfzoKahtNSMNvYYopgvu8WkZws0OjGxtPEOkl5d847DW0OaieRjuY8VM9h3KKAknzUzoyE3ebqPQJUukNRVLR3dbiDFOmGQJpvF1UizO/9QqHolahqO2%2BzWJKFBXHSAUq55H02XdnTmQZpSeYn979F5wApzs0Ad97cjEY4R0AKNHTuLidd%2B/ujLtVPvbGji33tuy4sTQ9fdWhqVu2HDp04wIAeOhuypapY5YCtIrqMVNTUlJ2zF6qaZ69DU6nbhtfpU5L9x444F11OWWxt6FB0nBgFZjfatWqqROu%2BQ74ZmwDed02Y9uEWeB7J0zYPWnWBLie9Yd9ohmzJixZ8uUXMyoYPQUK7au9sav5ZBK5vQKhZDiFyMevr8BbwzEw80Gvau%2BHRCF/E//QY705HblqxSu/vb6qD6fvUUF97cmjwRXfd4fyx/m4TyVp0YiPAcxNj9CVkf64gWi1tN%2BMtr8OldOzoJCWZG2pTRdi4XUUFsoyk93JWp6Vx5PhyoPyTFspR%2BnW6txWZXJIqRmebsrrpadCrPMCpzkcpZWDnGK9F9B1WcLDyprKmPwU9dQ2PxxMcM48QDXRpUxEPW2ienr16rxIZWSZRZiYaOEZqZ7CvatRAC8c5vnjdhldhQG/JzhYUvfvL2ELR7nRMSVETsl//bewoXAB5TQ8Ojq6MZpw%2BrNoU7SptZUUoIpaSH4aTfscahlOaReDjnJK0KwNJ/I7kVAbR2aII6ZkSV4/psApel9g1KHvxqGabsJpDYMqmdGt8jrTd979F8HzFkTJraJbcIqcziy5NRa43FmsePTevRtET5nq0myG0%2B4b8DHAvGMLYHpvy5ap1ZKTW0jsgCfgkALvQ2svdK%2BaCqcAaspi1ckUGlPHV00Xqw4IknaD7xUI%2BJWqBsG2lMvXuJ%2BlXH7Zpzq55DIT26qI45205DJsSyZ8M/5LOEB8OUNdhZymAYVJDQ0Nq3127Dyyi3wBTu2wS0rySIeL017p6Ro6dvp1%2B08eIpxeJCkMjzdy1X89Nf7RjpHnXTQ7qWY4ZcdQF/lBxwR1ylC%2BWqJ/JSktQ/Rg/O9XMC34A/ciiYbI6eefG7VCXXJmp05WEKKVmQtdmKnadEKlUGg12owFZqtcyLPIdKVCV2FyVqEw2XaW5ZQ0N6x3581HTsPygD2ZX0/nW5W8RJbTpqam9Zifhp12uU7nrI8CVCOVbU1BnOZctfFOzxO2Xb06WeZaRzidPHlyTrgy6upLsF0N0tR5tP6b4M9UEVQktTuVNvmG79/K/O2xKeXWeuJ7J2LDbzSp9%2Brxuw4dLSUkfW2lnNK%2BQX2cvk8dyQbeFtxtaBuRZJw4wxR0ceAFm49I1SiO0Ux4NK5Wg4M0Gj22CcYRSOFVgq9uXL8IOK0cc7eE3iIBrBJOsY4E%2B0NHnAqs99aWA6f3Dr0xG3GdWX6D%2BF6gdWfEWrizY/bJ2YcAz6Uzb9zdsmXxjZ3d5wHb2dWrDm1J2amo3pGyhTyRclKw9NC22dW7Z6WkjKlSq/lO0XTgdJZEpPaBpF67nDLGNwM4nbIaxHPWjBkA6JJtHg/h9Bqo6KyXr%2B1T/2HC47t3A6Ff3CG%2BNw1Mr2/16gZvZQU2%2B9r5fI%2B/3CvCHfY4QMY6DB2%2BoleC09Nx8bRj8KH3qJ7u7ci9Xv0/jx/fW73qt7994PyqveMef3z8Ox28i35Oz5Hi8PvBCepTQ1p/pW8l9/1jD378148Z47vigWOQiE7py3L8piFyuvHzjVarRWbOlLuVhSEhmbpkl5lXauHJdUq3UW7VZXVa3VaO1ZpZWsiTyUsL3VZ5%2BBXaGRil1CGxVsvZPMppnlUpC/PraSKPk1PW1FQWBb63qakrvAn0tKxJp9TNWy8Em5vIo3p6leE0iqe7ul52Gog08qIop1evvuqynQJcr%2BL7JdRXVllxgRQsKkU31tfHxOxng5uKWPJK2pS9YyvR0%2B3RRE%2BRUxshttXRTdSWjsvoo7eTw0Cc4gAMSU63x9XGTaxlKkj%2BIRiwvRMZOQX1rKkpuk1bBeE2uNqamsCrqBubjY44nYt3AKU1JQynJSVgfm%2Bx4zL3Fq/VdPs5XVwOOSkcd5Jxme7uG1vuzdbMBssLjre4%2BdCWe2MUBwDX8xHd5ZCmvtGtUIxN2XJItTMl5dDYiPKItScFqwVLj3hvVk2amrJtX5UnTa0WzwBOxZ4M1QGn%2BFrK5TFphNPPQEf3VU2fcg05JXpaReq9VZ4M%2B6RJ6qoq%2B4QlX15UA60zMioqpEkNq72QnJLVzPgiFtP8O6CnHmk%2BJLjDwymWkf4eVO0lBdz4N2mTYHz83vGPvvM/ly4df0e5/YNX/jcPTle%2Bc/38%2BHY/p0RQv/6wV0vSkL7Gon8liQQrqH96MG2gGW1DXr93o5aTzDMK3WaXLiQkxJosM%2BuSeW6rWekWymUcSE11Vqs7uaDUqrTqODZOstHM9N7nyFyJeWFRtpy8sFOuT4HMvCYj6GmYUCnHvvsmTmQTyGlYpNK2vmu92wrq2ZGTg2XhUx1RTVfdNmBTKbx69ZSMZ5m8PtJlPHVVB0p69SrkuZOvblfq1q23yGyfgsAipiSuTgZtZUitpaQCeIyo0ngLYWojZaTtubgZtxu3b99F6kjZ0aSREDnlNNZFN9Y1mmrx8QWNhNMEB1NHCnB6u5bwTZD8GeaysmVxuLKgHqV04kQmba3lRjtwphsWlWqYqhHx3LdJblrDQlpDOMUJZkecRw4dwk8oprcoqcDp3Rs7d97YARI6NsDpSeyxfwPuRexk3e9O1eIt9046nelO56ot93aUrwUTfL68fCwc4BfMHnM3ZerSHSkpJw%2BUY4M9NgMuXXXtGqar%2BzLsak%2Barxo4neLJ4PPFAU6Lx1y%2B/HiVR2Qfv%2BTytnxKKNC6ZLcnzV7h%2BWb8Z9deBk7Hq4me2u32SoJphcjnq7RjXxJTSRIlkYMHE9XhKPh%2B06uMRNLTT%2BKBwMfaH5q79/zeVVjpPXhp2m5lx8U3fjsSz%2BDv9Pre3EePPEQ4Jd1Lr7VP61VIGsrCg6INT/Zuxl%2BDsXIEsxr%2B3zbY%2B9WantwgGjqnYbJSl9JdUCDkdYYUWAtdcqtLpjOCnroxOeMUWi2ZxoLMUpdLXlhodRXKcp5hQO0yymw24fq8sJxwo7sLNfS0MSwsUmgM/xQnxkRqUU4t4UKjW2jriEo0CoW6nKYoDudVKwfO1%2BfgncgunVFoE9qMUadeijQadV05UUKhLRJucuB2ZNfklyYHx1W4fOmlyUyu6k9Vma9cwjAia6SFt465U18PRBJOYxrro02Nft9bXx9dg2p7mNZ76xxUT1lOiUrKWD2tITWkV4tuhzr0tP0obuJEOi6DX5XowPouPA/oTYzDQRhKKKUzKIq6IxSE0x2L/Z/dIpzeIpz%2Ba2JJ0T8AzjeKkNM45HQs9jSsAk4PYL23HFR1y%2BxmILK62Jment58d8vdsWNRT8sFS6diepqCGWoKZKdT166OwObDZm/zy1OZBHWfWJTmUYvQ96qxsU/UA3RekwCnY/Bs93S7SH1x6pIvpGnIKUNrmvTO4xOYBBU5XbJbLUoSiWIbYis89ko%2BLr9i9xd8kyrv%2BEEdBk5Jc%2B9fWMimPYmjMu3xoKcvxF98R6k8v5endF1EFd3e8R%2Bv/Bcq60L4m7oI%2BPKuL/zqva/av8KmpE/i1wR3OgxpVYeMOQPObvuQLAhK1lzp34v0nb8UdaB1toVat9JltbmV1hBtYabSytFZLNhgJLe4dDorhyMvMIckW5QcbUGB0ai10ZUGifXN6coJI/Ni8gLT1lBKm8rKmjA3JSf4zslpapqXw8a8U%2BtP5%2BSAdF7NIdXcyXiCV3CGPnfyqcl%2BEb06ecB46SVWVfWQqTbWpkbvp5JKgCxHmTxBrmNi6htBdBlO6xg9BQ2Fm/WNWEdyxdHycD3pR0p16AmnqfpuyDqJgd6OjpbUkFIRTZxhCoxiQooKibkn6Wy4fbvbobhNRBPv1QwYReUoqEecF%2B/eOOy/WYLvIsLp2FtwATzeuP0ocHr7Ao7LYOsC1oAjkFCFYueWezuPAKdLnQan17AUzsZegN0q5/NHgM%2Bd12bP3gkbMDt1qaDBewQbB8dsSZk65trjU4FTUFOPp4pyqpamiZdOvXx5FXL68nRwup8BvOqLX17e5iGcVqlBT4FT9TUg9A/XHkc9JfmpGjAV8VfHivDboHCVJJFdSjmVBjj1DAen9l6ckjLSJ/GPxb8599w75O8m/h1lde4boy%2BtmfG/H/iv64suTfufjvG87bT9gffoY1%2B1k5LvbwIjqC8OqRUf/%2BWwH3t2oGVXRvyJOt8/PTiEdZHuU0f63GrVKmVys5nDCckMKRS6ZW6dS8ZTCo1CnQ5nypgzOzszhUprZiacW63PnA2AmoeI5oX1DYpoEwmAFLdecXXQAEaZuIo7yuypyacGIHXeS7QAjLPPcpW2XfVIKulM2rofxU/WTfX0dioILuF0fyN%2B2yHhlOMATEeR9BTSVjouQ8ZPw/dzCadCARhcOvscOL2dSgpULwGebE/gbUT0pZqXarBGFEerRnp9d9EAcB6uOUz2SGN5%2BQHkdOmWnUGQBjj9F3J6AzgtAqe7eOItIq0XitD3Lqb5KXC6ZbYXMtHZ6dgVuAqLu5ifVoO2Tt2SUq1QNVy4pVCAFU452aDip1c6VatASKtV6knI6RypOMOjRk49noo0ezqI6LbVklWXL79cBfnpLE%2BFB49MvZf43hlq9TcIqLTqzoQvCadLdot9IvwCY7JgGYKaxOdXSgN6ikpKW5SG7nv/I5jT0ZBtPtz%2Bwlfxc/fKmIaGi%2B%2BcV3asBEH97QfXd0%2B7tOi68vqjq37OFCaut7e/h4L6cKB18M9D7BzMyJjStyeJqRWNoGMzj2zqW0UasUk0DJxu1NoyeRyz2eKSFRSEFFq1FrNFKBcqk4Vas9ycnNUh15ZqCziuzKxOK6%2BQkxg0PxyZ7MdpE%2BSoTWFNbJTl9I0%2BaCKTSCg9DQ7Acx1CSoEdUFYJrLWRBKfUEwuyESyeYv/P6MIOiujoGrh1YhTlNAanpMbQPoftuxymBaR75VU/p6iZvNQTejqIs%2BAEMya7PS6ONjikMrHgNjsiWjMR6MM30ookEhk9fJicoQEmjAY4rblVFEE43X3vjcO9OIVPSsi4TM1Hj96FDJTo6cSPsDfpX7eKIPO8N5soqUIA%2B9mGk1u23K1Ol6iqgdDZKiwgjWn2enembDm0VNAdMXZns3c2wgkZbPPsk8Dp4uaG9Gvoe6ukGZ4q4PTyrAqpKH33rJTLl0/GJn2GnE66DBZ40r7dE4I4BSGd9Y304pIlE/Z5qmYsYepIn%2BGqviJcHgk78CsqY2Nj%2BXwcj/kY54nfwUKS9A7JT4c%2BA7XX8OlB4PS1%2BDffjI9n%2BwVz2y/C382qo5fWVH/wyqJLl/4Hrqrb32EriOPb30NBfTh%2BXDCn/zGUgq99kHWSnh2x8AHa69CvivTd/7UaSE8TOVkcng5Mnysrq8DMkbvhP1ujxW0RCpXGTvC6Vq22tICj5FisNllnhzmw7D07JzyM4ZVZtqGJSiobhM3TV1nPi/Y2gCoxugTSgIQykK6H3brJk7uQ18E4Bf8LoL7U0au6mw0imk17A12ENBs3JqCnMWzfoIuO4uSaHA7CaX00LRN36LcGrQ1BOF0m6/0/wHB6GPSU4RJQPMyKJ42J2Lsbx3zmF9VboKcNwGn1ljcYREv8lrgER2QgcHjmX7eIntbguMyOnTt3wK2xgtn37m1ZvBY5PdIMfG4ZM/vGVByXiSifjWOmY5Zigjp1zM4bU1OuSZqxs2HM7DE7Lm8DTlN2rnoZ9peBU09VFfreqbNmbdsGdy5fu5OhnoGcVl0DUL%2BcugTHZeYAoZdngEFesuTyhD9cnLBkycvjH//yS8xPry35csIfkux2UaWvsnK1Pd8j4jd4%2BXzRHWb8NMmODb6AqYfMRh0OPQ1weuwXv2ufi9Uh/zo7CxfC3/F2ENRn9%2B79y6WDI3HwdKH/r%2Bp8PI7ePNyH03eHMt9uCs5ZG2DhwdEjzu9F5/u3Ef16kUTDwqnFGGJU8sxgBrMKS5N5Fh38t1oo57iNOp5VWBDiNnZasrLg/y9yl7KjwG19hi55H4XlH1uHTWhNRC67jG63OxzetvVNp4VC93bhaT%2BkwKWsw0aDExVlMxptRoRUB78hKtFmg8vTmId%2BKrRxOMJXgc%2BuU13hnNOn1kGcIttkuk1m9n1Y/dQWRJHRgGlpdtCd7RqGUzItFTmV%2Bf%2BaOSUmE5dyWk%2Bb9zmKWg77qa2NcNpnnCd7ItrdiURHCaEkaiayOSkdjInr1jsUDLgEY9yKioDT1Uecn917dKJCUbOspgSNbs2yW7eAWP%2B4zI7zEUUkPwU9pY3597acFAiq74KKLkVOvYKli7cw3Q0zL1woX4vY3l2qOLkjhXQ6pCw%2B4Bu/bQstHh1aOoYWkbZhfir1iCrmgJ6m0PkyU2fkV6VVEU6f34egLrkMSvoFdbxA2stLgNSLj5Mi0gT0vWnjAdcJ%2B%2BwAqoh/YDWY3ErvAW9lYGCGzESV3qmw27Hbd3j1FH3vJ/FfgZ6OZP8hvfjkdTjsPnpp9LkHXrz0PzKU2PHsP9y8vXPf%2B0n7a/30dGj/egy8TtKvP1x1/m%2BE0yFXkQbJT90hQqWlUKm0FBRmZSqtLiWvtECudNtcbpmwMNOt7dR1llqUylKzUpalszJtDnmJPGV4YpRFyOO5c7DWK1PKEhOjdLyosKZPXUoZxZRJTbt4rvA2S1QkT%2BlafzUKWMKB0qun3crIU13wezo%2BpRr6qUzJSwRG4RTuvgqAgvPtWneKckqCAtuH1Zcmp7JouSIFpPwbs4Bp%2BVV2tIGIsnpaH0M4za2hz/PCFa16B5fUe3vq6//BIXrq2GVjPu0%2BMTCnh9mogVyV9bqHWUmdWBRXRExwHKarQC0V2mWkjkT1dPaW8xMVRcApkIr7W93lJR8tPkRi8Rszi9YWnTx0aGfcrRuHFp%2B/cXfL3cUzBQc0hlXwxJHZhw6dFDQLmmeTbsGd/6vko1u3bo2Fu2CQFUtvHEpJ2TFmxvPSOXP2XdsGGemsGematbPhZPHSl2fN2ofDoNI542fRGLPqmypPmr1q/LZZj6sB4YuPv/z4eKwj5Vd99sWs3VVV%2BXdm/GHbF5PyP/tiyZezdsO9ixXS8bO%2BmEU4tcc2VEo9FbGr%2BUn2CsxGPcT4khVY4L5oWHwvU0eadnTNwWnA6Se/%2B925uV/Fv/AkY20ffefRc0DlO%2BMu/fmBg5fWnIS/tYW7t59nMK2e245yCpzicmbky4yHgdN%2BPUmMv60e%2BQHmp/16kb7HEocD1Xut7iyZLsSs7OjUFoYUctzwH3tpgVXp5rgsRnNWoVubqS1E42sOgfxUp2PaHPKaXMqoZwDaRJfS3TQ/LA9cMgqr21JWFmaDcyqnVFE/dUU1gd%2BFPNJy9WqXS2mliWmUC80tRxmORHZ1dV01Kjl47Oo6BaIeeQoZ7YIdCGrgxQJLw0/sq5HhwtzwtmWhuN4Jklr8UVt2eHbbR9G4vkPNghMnbmEVqb5e/9aCt0piok/ghyVc/K5gx64TJ07EwUcOzbKtqVtrNXr9iezc3OxdmtqSE/CDcbvaesUJViCR09puHI3xc0tKwERP4QpPirq7FXFF5A5iWlQe0SA44rx273/hYAyiC5QuW1YCQlsCKSqeg%2BiWlBSVX8Ah1Vt4NnbsWlyJt1llOHKk%2BQhEM65TpogYO3bmv%2BCXfARbeUT52LURESpF%2BRHnpKQK9Zw54G6rpPsm7ZszR93jbW5euvTA6iPi/KoqT2W6ukqdgRNaRKIpFZ459ilSeFJaIa0ChuE9B5LVP8zJ96ilgJ7Hoxbd2Uenz0gr7typIF9DvG%2BfCDBNssfG4grbQGtFRYDTO3fy55CCr12a//GQOWXGZaaNG/fsyjWXjiKnv4h/If7Nx%2BKrUTR5kJ0uxCbf3dOmnRt96X24d/6cS1lNC4AXH/qq/U36IwcvTXt/zfvvr6H13qG2Mw5YSVpzfuTPsd77bN8ZbVOGRU%2BbOKVmS0iBUZbZWZgVUmjlWCwuMKhKHs8qT9aarTJ5aWZpZ0gmx1YQIreUynJYTmXKKJKjgvSB9WU5jYqE3BTOm4Jsb44lHM0vyKzwFPDpUkbSdDTKdRqONuCU0jmZcgoUnubwlEJElGDaJ7rWnQrSVorq4cmkpHR7Hk7/1DOoTp8yfT81u9H1dXW4ZFIgYvADroMbDVzXR0eb6uqj8RtgsLmefkUMfjVMXFwc16TvjrtNG41o1wJAOrGG%2BFxwvhNvM3JKPiSoxgGXE0vgfNlhLOOSFT%2B5dTgxDfS1HDhd7T0y5u5Hcd3dRcsIpMjprVtF3RFF2POwjA6olpffulWO3b%2B3LsDPROCqC7h24BGnyus9AFiC2/0IogQ/Lb8FKh0hcIrTG8oFkunAG8EUDsCrWl01JaKhuaG8udn71yr1lPIDIg/c9FR5RJX4pFiEeErtnjn5n42fJNo3YwKpIFVVQKIJAFdW5uPscJx%2BKpXiF8p4cMUkijm/0p4GeWpsErb4ovP9%2BOM5YHmlpKBUVQGceoaKaWD8FL8lho6fnsPx08fiz1Xn8t55FCebggm%2Bvmjak6OPrgJlxSLS9etK3jvV7W%2B%2B91X7CzhfFcdPp61cOW0c5fSDoX5lsXrAStLO6wtxVdCDQ%2BxFGoRTsL2dISFaXVaBNjkrRCu0GWVCoxuQ0iWbzXKLTGbVWiwhISFZOnlISGeBThfgVE6%2Bhng%2BLubQRDnF%2Bi7waevD6afrUUAhC07MAUIZTk8xnKKedgVxCiCeTpRlg0Ved9q/BcXkPueMpr6ERaWXXpo4j/TcAmfF9UyfA%2BE0GtFlAp0xOaL2mrhwwuXW1SOb9Q76jeCEVS5XHxfnqIvWK7pJjxFTNKK9DITVw7fjagIOuIbWjLDOWwKfLltG7pcUdWu4hp4ejaLYoAA5PdDQfMS5eMcthSauhlJas6ykvPtWkeDkGyQenXkLsC2nkN66ANBeQBFWeXESt1MlOILrApbfKvkIHim5JdBoIiLgccGRz07OiBA0d6sIoIRUD%2BxFPnGVWlDevLq54cCB8TM%2BW%2BpEOuEJUEoAtsrjy5iDxSXPNzMev3x5wlSgdMmsfPxxqTS/Sood9rg8rx3X/aygX1Oxe8aMb3D2WlJS7IzPZkyy47pm9iSs9wKoH39cIcoHXO/AU3c%2Bzp8yRIs5Bb8A6mnITI9O8/cj/YZy%2BtDc%2BL17z2/H0Zd3lLz/WdQ%2B7tntAC2Qy3vnYvXCh2g/Emncf%2B1J8tPTFtF%2BpCF/tXi/niSMv%2B8c%2BcHvV/ypz1rc321dpMH7e/M6SvG7KkBJdTp5ZqbWWGjhWApDLEahuSBEaxRqrcaCwuQsfCaTfO0MJ4yOmqKe0lTVqnR1Yb8get31UWEsp71GTa9im6BSB5gSPT01EKfrTgGncDh9ep1u%2B6c8ZRRD6OnTp9fdL05t1WW/ui7qJVr/fQlFlax2XVdcf3M/g2ZddLTjLT%2Bny1LbHIROLgBsgrO4f%2BAang7uW3WKWg2X66jVKxzFdd2pqalFdf9YtmwBNjVsrdn6sxLMOsmEcALlxDgmVQUkl7WRFgdwrRRoJPAwgXWiQAO/jRunKdagNDY0e53bDtXgUg5F5KkabMS/FdHM1JG23N2JoAKpJYjohVsf3boQgUkthBfX1xVElBMtvSBQXNCIxVMMClDj8plTt%2ByAD9Ye2Yeml7xAStVilW9Olar8wIEDzQcuzE5JuTZF7VF7UGfB0wKmIjFeALCfkZkySy5f/vLlffmE8op8oLwSsk04rSCwkiXK9kGuehFX8a1M%2BmzJkpeTKuz2O2SVFcB0DnB6BwU1/86E//zPhUOuI4nYPvzRK9/Hbxx%2Bv50uc//mew/Fv/feC%2B3t5%2BLPLVy199w7298Z2X7%2B%2BvZcILd64bm95/z9vbQh%2BENcbXvls4tIf%2B%2BQvrxi0J6kv6%2B4MXLh7//Yr4r0V9Fw6OnGz3UuOfJXUFBAFtW2ynmQRYbI5UZdaSZHycl0y7OsWjP5UigIuSycUEr1lCB7FgDUUt/b1GTFrnvqe/uMmHZ1KDtOY1baxeppF3DaFcxpF3J6uguw7Ig8DbeRUvpat27d4Ky%2BykmNzD6dSlQ1%2B1UiqfOwbwi4A1RpFEfXKcL3x9ysj4F0dVnuW21vxdTvb%2BSa6vbXg9DWFS0AkrnR0SfqHd0gpQo9fseaflnuibbt3LeWbc2ujSs6bKxpewt1tVux9UR30W0wvbCrQUQJjbtSSWV32WFAmiJK%2BMVTnBDerShSFKtwATIs%2BB46dPgWGOGSZf%2BgglpzK0JzgHC6BXc7MTMF2/vRrXIEFdsjFIJmUFKwv3BsAEwvANkCjWGKerp6uphfLNFUT92yLV3SvGPqNg8aXsppmnqKRDSnShLEadUUr8BbmTQdx2fm4ArZ6I7n5M/BuacTrr388mcXgVqpCPJLyDlFlfZ80mgEguuhqwxWJH3x5ZcXIVOt9C7d9p9frE6yJ4mYURgiqPAsDtHsm/CfE4bOKRjfd%2Bl8mTUrVx69dGkRXZos/rH3Hmv/CXA63pV7/fz4hXvj2%2BcCsefOxe9dWP3oOx28873mtT3cvhI4JaDjfJlXRBlDHi7qV0l6ccUvb4zcGz9iqDPaBuN04xWjGfysXOfWQT6K09iAU5c52aJ1WzguXrLFLQ/RJlsg5KWlIfhtbXkBPSWc5iUqIUEFTnkcm4wX1eTX096NDTqlUk7xZPWUcNoFnLqR03VwTjiFiHIldoUrOacJpH3Mb39e24ynTq1b3zY5NTzy047wV9dFhrfN2/pqdvay1Oxd0buyU7tRQrdmb83dL0hNvQWotrWBHd5fk5oa4TixoO2turoTE/9R352a/VbdWzf1qdltCv1W3DmWZUfX50b8o2Rrdnb2W0W5NW27itrCs3dNzA3fOrEtPHXZxBPh2Vt3ReZmL9valr019fCC7PDUXbtSYXd4WeoyuIlJ6rplJGnFepJC0H0Lje/q5qmLDy8rAUxrKKjLlnVrVM077t09ef78G4fubdkxlnIKthfyUGS1PEKhaAYhxSWxjwjKSV6qKO5BTqeoEcvp4t27x1dN3we0qtUEPUw7p6vT%2BFPmVImBUshQy2eu2n2xynfho3JBQyw8MGcOft8Ehfri5ctTL0/9BmR2TpW9qtJXJRVj966IfA8bWugqZplQ%2Bz7gdDw43diGk198Ub26EgwwLmlGVl0BQZ2DS5nlf3xn/O7dHw%2B93iti55%2BOIyMrR%2BmyK6/F/%2BSxdpwv4y/s7n2nA0R14UVmEvL1XvPEf0HbBsetpEttvztkSnF53kU/7RVPA6fX927aMPRepMHqvTpzSEFhaWlpcnIh5KhCKy7DYix0W4xW%2BD/YDW44qzAz2ZxcmJwJompxk0akPEhFUU9JsJzaEhMTbZYyRk/7yGki/FKalfbhtAuEswtVtOv0KYbTdTpZW1Q4ZLPr/KCuJ2//1ovcT4W5ieteFX5qS0z91Jb9aXjkq7lR2Zyt2R2pW7eHbt21NdxQF9OWXZKdW5e7rCjXUX9TkZuq2F%2BSW3MiXOCKfCvXEZf7j2zN9gUlbY7cnvDUt7KzS7aXbNVrHMtsqdm5%2BtStW2Vb27bX5Nbkbk3N3dpmeys8G4g8ER651ba1LXJX5Inc1FRX9lbbru3ZW8PDt24/kborTrN962FjG2jprl3rsKobhyulFBUpyMDM6qVTbxxe9o8aQLfkH/9Y9hHksBECAXK6NiKifCbo6vmSj8D6jp05cyzKpgA0tTxibfVagLy8HIDDT9YK0sXFPdOrqionTcqnJSPgct/UlG3qOTQqJk3ap1b70gBHb3ND84G1R5ovHJF6fOWrxelLZ076GH/Cw/yg59rly9jaMMfumeMRV0r2TZr0jbTSmwQ6eufipDv5ZMltj%2Bebi5Mq7yCnOE/8wtKlS/mipIo7GFL4DPLRj%2BfcWXhxXwUp%2B96hnCZdvFiZkSZCEUvDczvl77sNzEwbfXDlOBDUX7XT1QZfeAwo9HOqVK46t317x97x7HoODKdf0ZXzv4b0dNq4caMPrhmeYRmIOxtGjIh/MhDxD6x46uLIvRv6VZEqMkTDkp9%2B/rnbAlmnGfRS21lQkMyzaLXJZq012W106yxWi1xoLs0qNFvkFguchMjDnzlLWwX9nOZZlLgUKPW9iZGsnvbG9JRQ6UrszWlXEKeniYyuYzhdL3PJZDKeMpKSeHo9BNwFUtevX0cwXb%2Bu15Zqy0ZOsz9dZ4z6/9o7/6Cm7nzvd3YsXG%2B82LsFvCupTQV3gaRr99qG01p8NIJyHMR0GpEVe0wiLVsl0WpNymZsmj5TiCC2O81yfbLhWXTXk1ANkjgrTOy09IkwkqHMxijN6NOpGL3mUsk62Ri1hvJ8Pt9zAkHtbrvFPv/cb36dcxJ%2B2OmL9/vz%2BX6%2Bn%2B/A1qyslvzq/OcaW56bV6QDoloOnPt5rS7HWqu7XVrdIj98%2Bt/7GlsspS35pS3WIcPhLNNoaaTUU4r539pI7TmttshdWyrKOXeuu9boaTEBp9XmRK0HOW0p7p5XXZo/qrtdm1VbWzsKthb0s6W6tKWzuKWx9oDW2uIZqrZ0mgs8WcYhIyrlFou8s7vTlABO52mBOJDE4LGG9%2BWgpLgjjCns7nbrtPq4KA6crhVZRbhIZk/E5P7Fl/tv3LjxpcCnD64%2B%2BuWZ1TiN%2BpKIDfpEZ1bvb8i7MfvY%2BESovv3K/ry8vNlnqflLmmbXD87OK8mbvanV6/Se3QTX8zZl5AKJs5ua1r50NO/YS3lNg856u7p1CWjn1ex2JxFVjE%2BjTSOZZ/PWLNHQYGDrXZsyM69lLnkpSEdbuzKvXcvcNB%2BnROdvgqtXFxNO6YmXlmTuvnZ1UEarM65evXJ2Exjd7Gjv4NXdu6%2B2gu/tutq1HDjNgG%2B1O7OrFRxs8jjjuySX6GQiac6i46CHJzjyXlv2LNHTl6bamP15z%2B%2BPTfaF/BHHabIl90EMcGcdOcGnkWaiC2LFrx7fnCKns5548Y/L//P399Yi5c6Qnn6xqxk43bl3W3Nb897tczf09PR0wKNnw7ZD/BFILUDaDGfr587taX6Sr%2Byd0tNq0sehjXB6%2Bc5nr6TqabJAsGPHjp6FGJzeQU57CKbA6R3C6UVCKccpsb0LCoHIoR1FnGrWcKDWcEOYckygxY8MpNcVLRyoTq9rK6y7XdhYN9A8urExa%2BPGluKhYk/R0gMHak3ndLW62oRO9POx02OnD0dq80utECLWHj5sqc4Suas9pYa%2B8XO11tq%2Bc9rahHa0SHQup7u673%2BXNgKnpVotz6mlu7u6tHTUNDTa6CmuBcGU59d6qqtLs%2BSelsasnISuxWKsHirWjtlaqqvD4H8tOCBORdu7VKvF3C1yuscCnCYkWokWWQ5oh20i1FMBOlvg9EwgcubG11hv9PV%2BgSu4v2H/DVJ9dONDEcs%2BzZciNVwpcK5b8jWWIDU0OefDk5%2BrPGq44qUG87AcaaShZBAC1aaSPGzZ%2B%2BHTIyXZTme0C%2BsF4bwpg8MURsbIyCaqa%2BTa2TKnhsrI5HJKa674B7EeCR5Xb2lCZ6%2BuuYZr22CcldGDWEa4e/e1Te3qjN1rugBPGNnZ5CVzueYW5pF61Yszd3NjsIwe5A93Z9PfZdM03F2G2yJmDu4BxaO3jMSnZ6eqTzKW/X5q0z6u78oLfEtu3Auq6njVqiNceHprJjD1T08Yvff5iy/%2B32O/vyeLRP1j3/3%2B62Xmzt2wc%2B%2BhldhacOU%2BdMD7wOfC6yEMSzt6mrft3L5h50rie5vz33kSZ00Jp4VcPe/Qjubnk3r62SuXa16Z1NNTH/OY1mzdcRtzu5ebC5HTZi5xlH/7TlJPYdTV3OE5zUpH/WzecX6gJpXQlLEl9V7YVlhdVFdUV71iqLA5q66tujC/sXl0YWHtwoUtdS3F1enzli4tzQpn1ebUNlpHc04fLi7VlVZHauWmRjNwamjJsrmrtS0eU6m29nRWoxt872ik1mQwwEc8Le7S0cbbxsaW7pZi8L1tntGWYrhXw/HoaAvEpdVZjenVpdXy4paltaV1WVmefE96Y7dWW33e02m6TjjFVBFOl%2BqwvhcD1A%2BBU4ulmzTIN8nD7ojINSxxAae/0GnZp7/%2Ben/MJNj/dcPqPRisztbjAvCGo%2B9je5X9a0XYDunoFWy50rCYav26Ie/K4JKGQef8koajjmwsFly9ZNDbCpA2ZWc3wctiigJO8yD%2BfOnpkpJsr78LKJ2dfSVvpKRpvprnFDxvK7WYrBQPnc0cWZO5aXBT5sjisrOgpYuzM9esydZEuwDRTVeuIqgZdOu1a7uzWwdBUls1GWuA10we1a4uJLH3FskjZSC02dldmbszchfD8dXsbPzU4HcoNPBzFb6bIT7FTdcO3uTZQz199oXJevzlP37zhd//zwXT%2Bvdywezvlr1x4cJHVQefmrWIq%2B6dAdsLZnZ6h17k9MV/%2BdP0%2Bof3nvpT7oxxumvbRdDTbdtWrp%2B7/RDZTnwDcLryUEdb29ZkP%2Bq2uV8d6ujZBiS3bXuSL8EHTjv48PR8DTd/%2BirGptuapzhtI/OmAOvFHQsK0fXeSV%2BBhQ1FHKdFxPAmOS2q4zitGTjfjGgW7tjRUfP3B%2BhrfltW3UD%2BQHVbvnCguhBeqwdG62rqSrdsye8szSot3Thv3kZ4Hc1JlFY3Gk6ftmGaKCdQWm3qw1Wq/e6cSLEBTj05njHDaPWoRAtP5r4%2Ba35pvjHHaDE2VldHtI2jo8bu0drq4m55aam8tLba0zlamzWKyaPGxlG4KDdW15aGAeFSuaWzc7RNrjtn0HYTUE0Jmzkhx4MIGt8PSx4RwrEVG/NGsMpBZBseHt7f8PXR1UexQdn7kcAewBQAV6AZRk5XxwKBM3kNX3%2BIzRtmq6kx2RWgtn0QOE6jvGejzvl5DU1qbzvgSRd4NcDrlajT6cRFMlGqCcRz9Zm1LtRTanHJSN6HUq9zbRNqKLG9VDRzpCmqOXttZEk7LjodaVrudGrWZtPRsoz58F0yQFDVGaCfrbSU2QSgnrV3Xbs2SJdNLL62u0uTsfvatatRzXzUzv/SUKCpXSEXcqoBZrtu%2BSvKMhZXyADQTe10hQzezpz/HVjhG4OuOg6KiEtQiaD%2B7ibGpy%2B8%2BXsE9fx/ZmB7/L8se2H5j8jKieV/4frh/3PKBjPHT/C29w8zs%2BvNXatMPydr2qbXIm1e9mt65vR0b9Hc7Sv3Hjq0cvvc9SvhiUzRfMWP9etXtp1vBmybL/Zs2zl3%2B%2B2a5FqZV0AWXyWFvQs6cDFb0Y4h3D7x46HCz17hOS1M5%2BW0cMGONly%2Bdqd5K/jeHoCWs72FCGj6jjZ8KbzN62lN/g60vTWYedpS820G8b6YXBKCRxZyp8JTwi1bhFztA5Y/bJx3fem/4kxNn2H89OHDY30GIHQM7/%2BOBQ9wva8vJ%2Bf06cO5uA%2Bpre/cgZycnD6bDSuWDmhzbDnnsFOZaV73VDmvnMy6AHydFn4SBt50yy1AqVw42jIa7jaPjeUQULtxt3C5Jex2E06fbniEMGsFMxwwyd0mq8tQ7gJOsYXg1zh/ajqKPVT2vL8HZJWgecYkiAS%2BhIsvAZ6gggV%2BO3xk8bESAHI%2B5aUo5LSXmg%2Bc1jupjBLshYRVRaCoraCnJU3DTJAherqpZOR9qVqtknw4MpLZznGasQYXzPiXjKzJcAKz1zKcVEgdl9rL1KH2jNbBK9fWZMqy16zpskdl9HL0vSCX17IXDw5mQ/Dajqp5tjcaRRI1Gk0rwNnOIKfLAcmztJ%2BuyPVXwIcyySbBCOzi78IKzqB%2BBKDOOc518P0Zl8P9C%2BgpwPj7jOV/fuHNN5HTm//x8LM3l8P5mw8/i5zyLblBThdVzalC5/zMH//4BD0jmN69D/EnZPHpJz/5/rVI36SnO7duAN%2B7/qsNgOfc9cmZ0u1zt%2BOV7fuG0tfD2zt3gsiCMSbdez/99G1Sh5%2B%2B4tSKnvPnOzB1dGfrjgUdK1YUFi2oeaXm/I4F21bAW21cfAoo7ugpXFGYzylpTfqOrYUDNR3n21BOV5zfcb6jsLD5fNuputs7zq%2BoWXF7Rz7SVwjfpXDgW4EqJA8hd1AjJKNmCzxt6dy4pRNvGzd2dm7EbU21B3J%2BjpOqY/8%2BNnZ4zNB3%2BvDY%2BOm%2BHHPfaYPBcC7ncMFhm5ZQe%2B5c33gfsmqwAbnmHJs2WcHQ3W3C4l4ynyLstJAgVE7cLXkI4SYvziqFF53ZlqMj1jeiTQCw3TjbYmV9s2/0wzUsKEpYdcT4al028L0N%2B4/ik8Dtju3n186Au90DenojZnK7TXtAVyE63UQ5nRWVzk0QoTpn4wKZ2RmVFLYp03iRUzXlXVxSMttLigdBUAeR08VOvz7yPuipdwkEqr6oXz98K28k7ywiTnlRQrtmdzWtGcmm5l8j%2BPodTKXdHx3MvMYtlhFvurbmitivdmpw/jQDbC%2B5DoZ3fuu13SCnhNPWXr8fOXWsRU6BzasVfpr4RIhOu8pyaX9FwRXwxQXfmhZ/Lr9UvOrCIpTERY%2BTXWN%2B9%2BdnHyb7n77w5l9wX0WO0//48QsPP/wst6/ij0lq%2BHd/fRx7rsw5UbVoEbe9zMzIaUXFr96YJp5ce6TpLUOfpWfQ914aWjl3/d5th0BRd26fu%2BEQxKgrvwJR3dncs3flyo5tG9avxEB1296dG%2BbuHeJWteG6tqKhofPn04t6TmFYegrXpKUPDaXfHnqlpgiO0nF0EE4XFqYXwcBLW0lkOnDx/ILz58%2B3QRB6p5D7ZHr67Y66IvwWhW1DQ0NgfFcM4TdZ8e1ArSmtSyKbPBqoHoWz5EKbhfACoJK2KeZzfX22YsDUrcPNhA%2BPnTaAko6NI61juYTTnxvGc3IM41ixZBjvs50Die0zJxJLdcm1axylAKtFiJMvSCuQ2t2NL8Tp4pPQ0q0zd3NHeC3crQPpZIP62XnhMJz7MLvbLUedtUpcoKc3XHH2KNheayQGEgomGG6rV59R3Gi4oXC7w%2B4kpwVOZ0EBBUdX6iUfHi1paLgxSPRU410OnOY6vYMlJZu8ZAr1CkoocHq2vlzifrpkhHD6SICxO3NBOEfOYokh2t4R0qsXcEX3mxnVaOi4qp52dK1Zc21JFyCaKb6yZs3TcZlfbU9y2sWPW8DpEqxzAE4zettpoLNLOsmpnyOyDDjdRCYpCKfffraCrrjF7VxxpGrOkarNuFj8NU5Q/wk5vflP//EwBqM8p1P7FD98k98mtQrM8uYLT83img0%2B8dgMYVqR9tC0YPSnhNOfft8Vbd/se3dhIokvSeKrjuZu37lhX1HH5OnkaO5J7hz%2BPO4YjkL6KOmwgtEovz4GX/iw9GO%2BScMdbkLmDs6TkqeBbR2FAyQqJVkiLlM0MFCDN%2B4IHtxIpXGAfx5IOeOcb1shJ6g1wqJCOIB7c20dvHYSSlFQt1jgiezbdFJ77py5sW/8dKn%2BtKGvD2QVdHXs8Ok%2Bs7nv8OFcgxZCU3DHcDeAoKIfxlpfoBWiSZ0plVPCqpyIKbreThDcTotQaLR0YgkDCqvFlID4M2wUWkwirTWBm6vFsSuo1YRpXpHVqotg7b0cM0k3GvJcLhFp1RBxr/66YY8R4A7HwiYFQPuLAHD6PvheeP%2Bo2lmfW081ge%2BFV03rkoaSvHbU014K4tP9snUF6HudqJTUEuJ7QTgr/WLrpO%2BNuR1UfQYEqlGscaBawQGThW55a9ZktAO0GWV2h7gi5DgGQprhqD8LnE5kr7nW5XCIJ%2BbjMlQGzS9Nt9PRKC0GTruiAGoX2l8NhKu7lzDE955F34tI%2Bv0FoLJXb%2BExfRWzv9/l/1p%2BA9RFqImYSko223722TffvIl6%2BpeH//Lsww//082HQWJBT3/88Js3//LCTa5z/htY2Ft1YlEVv/1p7kxxqn7o4L2C%2Bsx7qVkk/4xyuvL2dsz0butpK7q4bf0Gjk6wuntXksP1Hc3NzT2kuHfD7ZWkAolDFYLU5yc7N7wyySpuGJ6cNf348sc8qHf4NTEcp6f4GdNTPKqnpud1BwirAzX8nYeXEMqzO5B6K23LasH0UTN%2BrqhwtDSrbbTudlZhXVZbvlCYXz2aP9qGJQhYqlS9ZZ6nOatx6egBklSyeRqrG4HUcbjnmHPGx3ILxrXnbH0GwikY4p8bDH1gfEFYc86ZtdqlHKf8OhdgtFOHCirvJvVGCVO3SauzAKg6rdZkKbbAHVxywsRd0WolEmyz7Wo6agVQLfJABGJTbDUYtrgloKd584dFytUNX3%2BpNAGS%2B/st4XD4kTNu0vBTaXKfgden8SS7QFVev7ihIa/d2Rr1ekNA7LGMG%2Bh7l%2BeVlGQU%2BKPwkk2leSkwwHnL0feepSix9umRkitpi0dG8s6Efc75IKyb1DLAOdQ1MrLY6y2LV17BBeNwtsRFi2nNYMbgyJquXHEFSGkm%2B9K1NdfWSuPSK5jvlS65dm2TzC92tC920BnAqZrT07O9vWnIqY9wSiJWWUVZ2a3s%2BY5MnJABTHF6Zv53ChJ5QZ1Fqv%2BAujf46sG/PbiKQdyyYtHmWQcPHud3P6VnitPcXz/%2Bk3tAfWZaFqliJjn94tLQ3u3rN8zdvn7foY6etvShnp2Y89178fxQz6GV67fjmMvBu3foUa4dUtL9IqjTO6wAqr8lh5ykfnx5UkqnML173DXzMjDJ4wAH6zcNXoIL00fzF6zIymq8WE30tHlrfml63VD1ivT80dqsgfNZdelt4KlHm2u3lNZl5delN3pKO1uutzR2V5cmzpcGaiOHT4%2BBpqLJBd87BrIKYjsOqMKjDx4GVNRzhFPSqAwpJfoJlrVbh8ZWHgFOl2oTcG6WyEE95RIwvMLiYgA1rEt0Gy1ywimCyjDM0dXAKWglUEoiVmu3MSzCeZn55S7bMYg4fwEaigX5e95f3bCacIqTNPCyX4EEN8ze89JssLtXqIyGpisZ2XkNJWvXgp5CsInaumkQjW/J7NZWbLaS7SV6StXH9YMYn2qAz7wvPxxsAl6PqVi1t3d%2B3kjmfC/lj8ePjaxpas8AE5w5%2BFL21TWzW9eMZC4%2Blg0haqZA0HTtWubTL23C%2BdO1fjS%2BVwdfunJ19%2BIylEqnepJTUNGrviDJ97biXMxga/bV3ZvQ%2BO7uWrx4026O1%2B8yCfIuF6GeWHT84Bzwr8c/uImg/gbHz8j9foPDFD6%2Bec4bRzYf51oNvlwxc0Pz0Kq7SnxhvJeSRVLPJKe7vvhiWxGxuuv3bbtY1HNo385tWOHQXLRgx4JtGzas3z53/aGVnBse2jbZtIwnlTRF4gV1sgKJa16W0pgsFdK/gykvkXsJiHsHvsWoaW6uqRka3drW1tImHAA9zcoSDqQPFBWW1p6qEabX3RYKh%2Bo6q6uFjUXC0qyhrOrSjRs3bmlpzDp5UtcSbjGMlxrHx8fR%2B4K5Hc8tOG02Q1AKoI6PjZMB/jcnxwxRq/mc2YyCKsdyezkuiYEDk6mT5I9MuEmMxSjsxsRRsdCtkxuRUqE8AtJaXCwMR7SihEjr8zH6YN6XARPGq2E3y%2BJal4Q7bGJRT13l5cOy2V83rBa4H0E4MY10ox83k%2BHHHrkbs75cm95NaswlNZBMUojLI9W3YqveJV7vFX5PmZJNAG9TycjZgvKJeuD0CkXNb%2BK3kcn70MrqaSqEnQaxFt8f9zWtGWktG%2BS3k1lzdf5VLGxYkwl3RezDayR5lEnmT6ODcLJ795rda7pkrURP1e08p/%2BFekri05A/O1nb0OWnrySPN7V/R0NIBPUjDFG5ftmbH79Jkr5/Z/zzzZsYla6qOnJwM7e1zPdf0pYyyu7alW3JT6dx%2Bo%2BtaPtbnL6avpdMm3aAnG7F/QcXXGwu2pp%2Bvqh568V9GzbAWxu%2B2gmKemhoqlUvkAoR6qvPQ5x6D6fYr%2By3KaCmeN5Td3Fac5eYTtfSbzVqqrNqBopG00cLC%2BvgrGi0uZpwOlpaJBwYSK9rE9YM1W1pzq9pLMpvqwPnm7%2Bxc6GwpbH2%2BnVLi6X2f/SVegw2cLzjJCrlOR2D09Njp0FTEVbDuXMHtObE9USOLWFKLloDSsHtyuUQsuqwhUoE15NaLOSSBRiF6LRYWAxCqtOFcV9Gi1wkwtUyPt/akvet7rBcHraEWQluAwVnVpHy6P6jrnJZ%2BbqM/fv3nzG5f7Eaa5BufPlIGOPTPaTW4RGTO6B071mNNUhNi1W5lHMQSxnynp6f62pqWqJepzWcnZ2XN9vp9bYuwU5mS8DPer1Lmprmx92M%2BMPMpiu5lLed7HuaN/sYGw9hHfDsvKbBipDG4XAMX4FP1JdlkO3Zmq646LNLwO02vbQks0mhiD0CinrtauumzKsZFWXq1q7deJod9B3LzOxyhtrb4Y3lvb1UBpz61l69enV5iK5oxbIH0FRZRUV7K6mEuLpYRn/XFSuvc3OoxxfNWlWF1fTHP%2BBi1L85fkbU9HjVwVlVs2Zxc6fvVszkSJte1tC0JzU%2BPfIQ5Z9BTnft4loOIowb9u3tGSKlDUXNPdv2HeohJUn7vgJE9x76au5XW1dM7wL6PKAKnD7/aCqnXMdsIBUP79HTe6X01H0Y3fudQC28XVp9vrC6aDQ/v4boaf5AXXpd0ejAUDPEpXW1NaCnW6qrawqLqmsLW7KKgeis4pYtbfmNbdXC2pMHqj1ms9kwRhJHYwWHx2yoq4Dn6TGis4hsTo4E%2BzHotGY%2BkUQ6MUDkaZ4HzzqzLQF6mug2deMMjFZrNhmJ54UHyqbFQjZQtZDGDKwveKzkaVOYe0PJBkyRCKir2xoQKIOu8nYg1RVUKgVut1vxyCM/6gfi%2B4FRpeDMI2fCMbwcDpTPz8hwqcdY2ulMo%2BafzXBJc2l7VKOpL4/TXm/0LAOceqnlZzPme9PgAPug9Matw5Xi3qisHgLSCdw7lRHHJWIKPuhUMlKN2i5WWhmpWNbeTjvoetzuNKpnJqTSjGPHlIFYv4KMMx%2BecdG3bolltF2tps9mHMuI2uOMLNp%2Bi5Y5or3LcZ14VBxcy7JM8NZrveoyABK/lawCd70vq8BjuPRdi17p9pe5VNKRVbg6DTzs8Tf4eodvHq8t%2B2AWppCOVM3CBeKYRHrilp%2BeQU7t0zNJV0c/f/HzlO7a3%2BNHfQOnXzRfxAB0395DzUOkSHLBxY6OQ3M39Fw8v7Wno6NjL06qbr/YfOmudr3P4wBUifXlId3H1zZwp5POdyrhO01R78G0ZiDF8674dqCOXqzOrxvIb8vCz5fWjRYKB0rhdaCuuq10y8BojXB0QNjYOFA3OlCdNVq40AOh7JbRTmF1VqlQWDjverFl3ryTfQabAZkcKyjIHc/JQUAJo2PEEo/3QWiKlX9cHgkgdaPvNem0OtBV3XhuDhzm4LpvLAc0GEQYmxI2i4uNxckBEFsR1JdKMJUbBk6NbpHI5I7oApgyFlhdw%2B3r2tcBpwFQTXfAbTRa4IMKI3DqcikD7nAsAg9Wb1AVUF5npS8uLkMgy8txdsXrTfNbfRIHIRNV1EuROzw560NkNtVLpeF8qVNTVqkXT6jMKrHf63RqNDI/RfkZRYydCKnFExMBlq6knXax2CEGcCekMQ5SQUwBN8YllvnpqN0RB1pl0Wg0Lo2207KJYXFUQ5aJy9pdSiUE4XCGjWuRyVy6jKBJynqB2O/6fzBd8dgT/PaKx5%2B6MOcg8nfw5t/0vr/587KnFmHe6XjVU2RN3DMzV4o0VZM0LZOU%2BaPPX/zk%2B65o%2Bxt5JBivFuEuUHNX9jRfTEdBPV%2B0tajjq7l7hy4eApXdR2ofeoo%2Bu6fzPUfqFKipDbQnT6c6Z9/5%2BG5hTU3x3u14V3BPK%2B7Cte4bDfC9l7iKhwEyYwNnA8ItW%2BQ4kcrVPnQKhXh0feOWznknD2gxizRmOFxQUNBn45UUOUVeDRCfLsX%2BYiYTiKabGF/Shgw8rSXcLQE/rMupNGMtAzCsVSVS6EwdFtLq6MOSPaTq1wIUulkrWcPmLobj4LBruHydzBU0CRBKN4AMqIZxMlVQ7kKRDQjCIrvTT9cjl876ChBOihxXOvAC65P4qClCKYp7rlQjrs6QVyauIOQ669WhXH08rlKFNHbaEad76YkJ1i0NhWifbzimmLBrKAo5jQ%2BLGSagQFJjDCtwx2KsEvhs16jFjFRml9lDMkbqd4hphzQa1fRqolFxu4ZBTqXArJpfwZaKJk1a4H7nelpMJeF68VWzThy5UEWa%2BX6w7K%2B/%2BabI9K/LHscW%2BJsPzpqzec4Rbn34zFT2Tm/rkJJJ%2Bnwz6Omk7a166PvsBXB/TnfteufVNlTUr9av7GgjnPas3LetqKOj7eKh7Rt27vsKMcXNiB999JtQfXQ6p1wBfgq303eKwZ68ky3KTm2ZboG/KUKtI4jWcQd1SV5TDu%2BDMHJKAOVeyPmWzk6uVgk5BVCxVKlz3tJ53UvPGYigHoawFCPTsXGS8oWDnBwzymmE47S722TiYtTuCOaDEglzjjZhGzOTzmQmncislZM5Gd7wTg0jdga0Pl3ySDGmnhBDS8CKlUYRE5zFrEGXazgKgsqCeMbC%2BL4C9FQBgarC57IKrKipbD2pTUAS62nKKZugET2NH6%2BE/CCaaWlERNXOpJ46aXIuGwZNVgbjsnImLhWDZHIdWDT%2BCbFa46hwsHGHRu13TMiUAYTeGwIvy4D8S1kBUVRGCsQGgEGHQ%2BqQMQFW5negU6Zph7gdbLc6GpU5xLeiMqlPKQ06gNMZlC/sv4IbLC5adYIsnCGzoo8v%2B%2Bv9NPU3f112E%2BdhLqx6Y9FTqxYdWcRtp/jyz/wzzGlqTdInL37yo5SywcefzZ1xPUXru76obcPc9ftWgvFdwO3yu%2B2rneeHevZyczLbm9P33b2XzGfklkSVbPc0XUEvcxsMJ7ct5XaZmEfucDzvuY0poxNvC1HnyBBuSfXD3zzqkk%2BTuNalglw3gHJKgOWgxQd8d3IGP4z8VFJVOG%2BjUGi5fvIcUFmQ2zc%2B3teHnNoMBpsNzmw5WrNWx%2B2sZsLdYLA2gbQ2wl4MNohIzTZbTkKbY45YLDqrzmazyHVggS1TuurhQA2Dn0VOSRoJBBUuyJFT%2BN6gzIGgPigDTl1sDDlVGLnx5ZdfemJsUMm4gu6wBKwqEghiSoW8tG/Y67UPh8DWetW0U0150ygnRqVefwhhTuMcsEYWDAgEAjfegXUFKLPUr/ES3p3%2BejvLhuxih8NB%2B0N2tZQh%2BkvZaXEAHDijjBFBVUodrCDAQhytZBllgJXK6DjjkEXtdvC/GioKJrk9BCYaPC/L%2BKK9vZqZ45QuwJwvySVVHVk1B/wsZnCPA6k3X/vZP6cq6W9eu7nscf7dI7NOLMJmoCSH9MRjM45pak3S5y/%2B9Ecffd%2B%2BSH/H92KQ%2BmpzOu5UvGF9R3IZ39bmto71c786dGj73PVDba/cs5EMl%2Bclu1QQSf3tZ/c6XSR1IbkRUEnnotSx9Dq3iygO3DKU2xFiYzcBFwbHrZC7EROLjNX8HXAnQQVOa5KUDvCiylGawukAKVTaKBzonHedNFUat%2BF0qgHkFOCz2bAuyaw1c207iaLyDcj4rK923AyEjtlUB8xjuRKLsTthsqp0kYScD1BTScW4NPJlnscY5oYFwQ2H3bizYrjY6Aa5DbrKXQxLMLUkSUWgAy6l1SVyu6VAFkSaftVEPYUswbEvUGGX%2Br201YHg1fspjk4ccJSWRslAjAFNJaAaE8QAO3CwrB2%2BWoNZJjEtU0onxBMyh1RKq%2B12n4/wG6JpnyKmBFIF/QpFvyLmkwKe8OUsI2VjjAywZsUQoPplMplfrZFJpdFeb69GCpiyEJ4CpzMKxmM8qBeO4HLSzVWbuRaCTz2%2BbNmf//ra/8Hx2l//fHPZsjdOkIL9zQc3r9p84sii4xym378b6H0bhB58b2phW%2BbmJKjvvfGn7/Vv/2ZOd31xadvWju1Y7XBxwY4FbT3NRecvbtu7k4gpvHPPjk%2BfpY5Hf/vb5%2BH228k6JJI4usOzCp4XtBPvnJpeT%2BJKdhIlW2%2Bf1N4zwGgmRCJ4JKxLddiqmrTbTPbh3GLhuCXGFuhFb3s/ZCcN75Se4pViIJh8n4XofjvhDwP5o9CNDXl1EKkaSGBKpmVyC3INNrPNTHqLmXTYVxeItZrkWEIPqqiTmCW6hM2mHUeu9XIMT8Nam0pPQAV/6w5zUkqwBSYjs/MUSUyBU/S3AKo74jZ6jLFIQB4A12tVhi0KdL1IaTE%2BKUTlLISsMbce51KoEK0XV1JeB%2B7tYmd9tM/t8Dqs7gBTycntFKdpXg2EtqwoAJzCQFS5wbri4F8pL83Y1Y54HGJSjZhlpcN2H6sGetUOMaaWAhCZxrhMkkDJsgKFIsCIXWB3HWLANk5HQ1GZjI5G1e2OKKZ7HUGgOMiIZ5xTssCN37N41ZELm%2BfMOcHZ3yNVb3zwOClBevyDN6pWEUjhnTmznloFb/J7E//x9YKKBzCmMknA6effs7v2t%2BP0iy/uFA2t3L59/aGhtottPXt3Ylk%2BLnPbO1S0knjeb%2BYUdzlFTnlJnZYy4kBdiJuBk/EcCOZzgMP1eZOiunRpInESC%2B%2B4IcG6ndRh5oYeHuQcG5YgxksR324Cr3xLp3CLRZg6CLrcAQexMLmUhrhjoqfwgAvcSycIKjyTCuCT53KwEAlM8Fhu7mFU1YROhxUJEi1SSo7GDZJERG7SGsZVWrMkobXljudode5wt01rkYvGDVYj53TR/aLFRUUF%2BQyYjh5VcJCGw5jQDbtxtsVkCrjhI2Gl0q0MxAKBsHESUSMAbDQqy2UgibEwa3c6K2gnNTER8joDRivL%2BsXDdrFV6p0YHg4bA061ik5LxZR2CZQum0gScFtlao3fZXWzDCtQCsKxGFhYAM7hn5A61IC/WIA0grllQhpaD3ZXIZUFMIUU4ECNKZUBQJdVKqViqS%2BoDDAy2iGzg/VVYy98xFTDgCkOMgwyO7Oc0vQfnuBi1AsXIPo8caJq1qrJjcYXHd%2B8%2BfjxRfy24YvA8x4/cXzVqjl89f3MNEX6W6vb3sMih1%2BmZJHoB8LpLvJ0aVt6%2Brb1WNmwr%2BhiDynvXd%2BRnr7i1UtkO%2BJHU0mdrBbE0l4OVDLuByqiihuBp6wGBaeZwiqCyo97WdWb9SkjDjduSPQ8tKC6VggKdRHS3xpGitYKk4d88pc/RkeMOV%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%2BbMB%2BOCAZd687gGhDv98IO%2BkkT2OvhyDOaEj3xLbBprNWkPuWE4iEhHptCozBKeqRMJkBn88ptLKseK%2B21PcDUbYAphaTCa3nASpHg9CC1gq8lbjtCiaXpJJMrqVbg7UQMBtCYNFHYZw0u2OeVBGFeh/jRCuxqwuV5AJuuNer9hq1Q9XUpSfZe0hmuvX6/c6ZWqv3yfViEm2lotMgVMnw0a9IYlPzwZYB40TLmqn2sGANHKgwoMNpYkFKK6uYQE3V8pqNFKFWyClpYH%2BfvhQgGUVxADHUE%2BRVqKwAhnYYym450lMNaySETC3ZKiuM81pRRmJUbl9LI4/BbK5ahX43xNH5mBHlkUXNq9aNAuUFDhF70va9V745TMkNi17MHKKgprsBPoMrhPn25f9Kep/IJxeIpxe2nUJiP3sUPPQ1q3Y8u92UfOKR3f925NPwj3Zvuw%2BmPJFva9MkkoEleeUq2rA9WxwKbkx%2BHRZnWJVh48pXEUJrLTTsnBDWqdwBSXlcSV44jwgP8QqMTfwBN4DbrW4FpuU9OGaM45aIRFSLtIVDhSTC8LOefDrdFvg9XrnPNLu/vrJc6CoOGxaKxhf7KKr1xoKwA3z4aq1vKAAItgxbbckJ3es0qCVy60GK3ApN9jkoJ9hkUQbsZoIpDyoyClmhhBTkiAyhgXuMIIaCUTcCGrQVR5zsyijHqOCZJLC6INjw%2B2uIIijmmLCcaezcqK%2BYsJOUZhIsoc4Ju0OvT%2BN11JOT70htRozSS6xWq2hZCxDSKVV4nhcbFUAgUpB3EFTILMOAatcy6B8CnwyjVfNKKUhtZJVKvpBSeE1AELbD5gGgGgFSK0CE0tRTZSmo7g3MaHU29sOcqps505nnNPcisdweuaPn2PFAxb7EjGtmrNo81PHF504MWfWHDC7VaswhcRLK/G8TzxWVvGgBp32UNV7k4L6OR7%2B5KmHeisepJ5eeucSjl273nn0zqm9py6/Clb4nXdQTZ8koN4nPH1lWlkvR%2BpzWDI4WSzIFzQQZLcgsCmbw3QuJAnXjd0bySZLSVq5YcVdk8BoWjlY4e7jx3RWOVoRValKhZs7iKcNFRhUgNXHAq6k6A9iWaGFmGNuf2FifDvhOr/7cJ0FfpfruOK7%2B/r1k%2BZz3Eyq2YotyIBTlXmsvqDAZk3gLI3bpHLW5%2BbmqnQ6s3l8LLfSIDHbVN1GS3Gk0uAGNcU%2BLN2iyCSnQKrlTN6XxRZOSY3kCYPVGOEUhjsMJASDrIAEpv3gfvuNxpg7BrwOt2NBIWun4qzM63U66rGjttPhxBKGNDID49DLKAIsV%2BHAXeQu9OJkqkY24aBDFPa1n/CBfWVc8F9rQqbGL4oqlUAj6CsDlPZ6NVKW7pX5sMoBA1QMVvEeU2AaSoEmuF8gJp171VEZze8t09sbDUoZhj8JzTwWubew4IGX1Auop4s2nzg4Z1YVxKNVJBdcVfXUrBOcll74hIjpy7fKcise3Pj1Qwd/klwv8zmHadr3Dcz/DqdTA/m8xCHKY3oXqXctZrs8VYD/HCGVD1LvJFeHT6sV5CqRSJ8U7GOEM5pkMXfn5Pbbpnlk05UISd7okBGy5QML2spqp3iFB8GVU1WkVQq3FFYnJiZAWsXDAHEc3TLcwRZDlElaM5i6k9sM435s4Lzh1g1hKkSnus6B4i26pQntSXj0GQwqswh%2BBfiFJOUFEI5aRZVilQh%2BQX2uwaoDh66qHDNU5pJhxgIGEdhekEN5JCK3WiNuzvcWc5yOvM8b3slh4UjFvdlwPXggEFSGw/1hhaWfyyEpjMCpYtjFgp6VU34/EOfQeClHpTpUT9tp8L1pCGuIchK/SzlDMl/cySGaHHBmpzVUKKTBDRP9fl/MJ6P8UtoRCPgpjd1Po/WNBR1iblZHI2WijrgjDoIaU2Iw2w9DgTYZEVWQEsKopl0sw/oG7LrCcyoOMvxhr/oBmM0y%2BnXifZ/hSF1VdeLErDkXIBI9iJxinT72EN08ZXmfePeBed7JSdQPjqCOHv/pi8%2B8996qxx/yfu/82TdxStK9l6YNADSF0397exqoU7Y3iWmyVPA5QipKKl5aOL0O/56y3slqwRpukpNPyFq2cMuwSeUPD2yA0ErEleVGiroCrMykssbjUimBlcOVs8NSEsaqxOXjaIj1xBGjwpKUMcSwxHCTY5DTBKaf5cWdpnlLTyZMnfMSB3IMNpEO49OIyGYTAXiiAqcTwlHQe5PFJCrPra/HzDAZkkTCaBRJdLitarHVrMdd2kxyC4epp9j4CJb3GqdxiqByimoNQJiqVIrgpowBn/1kTobcjUFXEOTM4aTtlNdhdaSlOUPwL5JWVoaw7sHpHLY6iIiGhn0%2Bt0dRSXmnGCXhqjgOX9lLwcc1fgcT1wDtgQmxwujwhhx2jQzsrTIKH9aQAqeQnxWwUpJGgl8F0ORAhWMB4VTAIp2yKGCK%2Bz5xcALdrJTL/PZS9gfhMysqbr3Mk/oRQfX48TlVm0%2BAtB6pOlF1/Mgs3vFyWvrHlx/LrXjAw6/51UMfzJn1k1/ueeaZqscf%2BpXz%2B%2B9f8w31SJcu3a2nl55ENX1nSksxSP23JKif3SWn%2B17ZN1XVC6ROH1iHtBGzvdzOwvyYLO1Nli3UpdQDklIiflZFSFqE8dCSfcw4Xq138UqQnYQVdBVplaIblgKi0jjJPamGxZOxrCoOhNtsthwfLgwl87VkFbjFktBicwYIkrs7dbib6dLEyQM5Wl3ECn8tJPqIjjhxWz2Smgh368EHY8OiMZtBopVIQHltYU9EL7KAdlrk8JsGImCQTZak8d0zsme6mvKcEkEN4K7DyiCmdFxAREwRNnr6kVKPp19JOHVhEQJFDwOTftYYZn3DTooLScVuFt5RD7PgTPs9MRnlTeZ9SdmRxqnRUGqEFF2xJgTxakgtU8sCgbjDwYLVlsqCQU2aVy0GV02JaVlMoCTyyTvdGGAaiwUgViVTNIwDd2ZDTNUaTTsmfOHeLpZKudgUOK14UEL2BxKlQpz6y49S87yLjiePfvk5R%2BkTf5BV/BAjDbex%2BP2P/uVfHnrWOxPf79tzCsFqKqScpoKqElI/%2B%2BzuLBLfveFjHlUYv53k9HpKFRKZ8YBXMJlYd0TK9ki9kZBDluP1PoPgy1FL%2BlZ3E53VWQOkc/V0XiUMw0xpa9ITJ0NZPjscjw%2BrSFRbLtarxisrK5FcPWihLhzhpoaWaiUAr5ZM7ZLZWhDPhEgiMg%2BLyutVVluuTTUm1pr0TmqsHDcHrrSpEkutCbNKpLIWi1TIaUQE7AGlRnkAJ108nkYAtf8RTyqiZPbFouBjVDfZYpF1BYFTQEcpAET7izGh5PEogkGBQBl0kg5lfjvlhwjYE5jAAkEimn6H3c5YBVggqIx5YmrKLnN6AWIqBDGp36%2BmNRS3N5vGb7drNDRNq0MadUgsFQtAOR2atDQNEuqIw7N6QuyTylgSkfJSqoz1CxhGoAiwLMMyjLQ9RHaWibZjDb6aTMT0yqR8Solw%2BoBGQZnsdZ7UP37%2ByXRWgdFPPuffe%2BL1W2VluT8IqBVlvb%2B%2B%2BchDf6Jouqzsh%2BX00t2cvv1OEtS7MOXWsu27/PE%2BMlUKLjhFU68/h5A%2Bd/L6v2KvPzK0/A0AwC0Hr5Nywe5k0YGQr%2BsjeK7gbvg0SewASdAmgUVeA5zEptDK4A1pZchkDTwxEh8jYbhYlgSqhF0QVRuyin61sjK3ctxmFgW0NlWOmTCqlcCr1qzFjiudcl23LiESRWwF%2BvJKrb6gXmsF82y1gZbi9oaYUBq3sVq9TWSWmFQqKwioxd0dEUXcbmM4Ig%2B7jYBpo4eUO6D/5SgFCDEE5TCF54g1AMZ3eP6wy%2BXi0kkK%2BLQH1AwEFXTWGhwmdfiUNySGb9gfUIsnkjMwTtrH2VQ2CB7W7xRLZCGHn6LqgWWVA2LREMSevRCgOhy0Rk3TDtoe8quZCXucaecdMqUJ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Revista Cienfica, FCV-LUZ / Vol. XXXV
UNIVERSIDAD
DEL ZULIA
Serbiluz
Sistema de Servicios Bibliotecarios y
de Información
Biblioteca Digital
Repositorio Académico
(BVDV-1, BVDV-2, BVDV-3), and extensive global research has
focused on these genotypes. BVDV-1 is the most frequently
studied genotype, with prevalent subgenotypes 1b, 1a, and
1c. European countries exhibit remarkable diversity in BVDV
sub-genotypes. This suggests that there exists genec diversity
throughout the connent [30], emphasizing the importance of
molecular studies for effecve prevenon and control.
In Europe, the BVDV-1d sub-genotype was idenfied in 281
out of 3,101 samples [30]. A country-specific study [31] revealed
the dominance of subtypes 1b and 1d near the Danish border
in Germany, 1d and 1f in Slovenia, 1b in Spain, 1a in Northern
Ireland, and 1f, 1h, 1b, and 1d in Austria. The 1d genotype
idenfied in this study aligns with strains recognized as subtype
1d in Europe. This underscores the need to consider imports of
animals, animal products, and biological products from these
countries.
In a study by Kuta et al. [32] in Poland to determine BVDV
types, all 65 BVDV samples were confirmed posive by RT-PCR.
Of these samples, 31 were subtype 1b, 24 were 1d, 8 were 1f,
and 2 were 1g. The herds with 1b and 1f types were vaccinated
with BVDV-1a for 2 years, but by the end of vaccinaon, 1f type
was found in calves. In their study in Poland, Mirosław and
Polak [33] idenfied subtypes 1b, 1g, 1f, 1d, 1r, and 1e. Another
study by Kucer et al. [34] in Croaa marked the first detecon
of BVDV 1d in that country. Our idenficaon of type 1d in this
study suggests that vaccines containing type 1a in Türkiye may
be insufficient for protecon and control, and vaccines used in
Türkiye should also include type 1d.
Scharnböck et al. [35] analyzed 325 studies in 73 countries
from 1961 to 2016 using the meta-analysis method and found
that some animals infected with BVDV were Persistently
Infected (PI), some were viremic, and some were anbody-
posive. The prevalence of PI animals was higher in countries
with fewer control/eradicaon studies. This study underscores
the significance of control and eradicaon pracces in Türkiye,
emphasizing the importance of symptomac and prophylacc
treatment for animals at risk, since minimizing the prevalence
of BVDV is crucial for herd health and welfare.
In a review study of BVDV prevalence by Yeşilbağ et al. [30],
1d subtype was detected in 20 out of 91 samples on the African
connent, with 1d posivity ranking second only to 1a and tying
with 1c subtype. Fulton et al. [36] reported that the 1d subtype
is predominant in southern Africa and causes respiratory tract
infecons. Vuuren [37] suggested that BVDV-1 subtypes in
Africa are similar to the classical BVDV-1 of American origin.
This implies that BVDV-1 may have spread through animals and
animal products (semen, biological products, etc.) transported
from the USA to the African connent.
In the Americas, subtype 1d was detected in 24 out of 1055
samples, ranking as the third most common subtype aſter
1b and 1a [30]. A study on a Angus herd in Brazil by Bianchi
et al. [25] revealed that the herd grazed on natural pastures,
established breeding condions through natural selecon and
that the animals were housed in barns during winter; although
the animals were vaccinated against foot-and-mouth disease
(FMDV), rabies, and clostridia, they were not vaccinated against
BVDV. The study reported an outbreak of mucosal disease
caused by BVDV-1d in the herd, resulng in high morbidity and
lesions limited to the upper digesve tract and skin (there were
no lesions in the intesnes); the study also reported that the
outbreak led to early embryonic loss, aborons, and sllbirths.
In the current study, although no clinical findings were observed
in the cale, in the aborted fetus experienced an anomaly.
Nogueira et al. [38] conducted a study to uncover new aspects
of pesvirus epidemiology in human in Brazil, and performed
protein analysis on samples from the brains of infants who died
of Zika virus disease and detected pepdes from the polyprotein
of BVDV. The same study found BVDV RNA nucleic acid in
amnioc fluid collected from mothers of infants with Zika and
microcephaly during the Paraiba outbreak. This suggests that
the Zika virus may not be the alone eologic agent, emphasizing
the importance of considering the risks of BVDV, especially for
veterinarians, veterinary technicians, and individuals involved in
animal husbandry. Therefore, it should be kept in mind, as with
any disease, that mixed infecons can always be detected when
one agent is found in eologic invesgaons.
In Australia, subtype 1d was not idenfied in any of the 439
samples [30]. Nevertheless, the potenal for interconnental
transmission should not be ruled out.
In Asia, subtype 1d was detected in 13 out of 1411 samples
[30]. Numerous studies in Türkiye have explored the presence of
BVDV, revealing a widespread distribuon of anbodies against
pesviruses throughout the country. Alpay et al. [39] asserted
that BVDV entered Türkiye through the trade of animals and
animal products from other countries, this claim was also
supported by another study [16] with the idenficaon of BVDV-
1c (Australia-specific strain) in a herd imported from Australia.
Genec and molecular characterizaon studies in Türkiye
have idenfied various BVDV subtypes, including BVDV-1a, 1b,
1d, 1f, 1h, 1i, 1l, as well as BVDV-2a, 2b, and BVDV-3. A study
conducted between 2005 and 2007 by Oğuzoğlu et al . [40] found
that the prevalent BVDV types were BVDV-1l (18/40), 1f (10/40),
1b (7/40), 1d (3/40), and 1a (2/40). Subtype 1l predominated
in Ankara, BVDV-1f (8/10) in cale samples from the Marmara
region, BVDV-1b (6/7) in the Central Anatolia region, BVDV-1d
(3/3) in Şanlıurfa, and BVDV-1a (2/2) in the Marmara region.
Timurkan and Aydın [10] idenfied 7 different subtypes (BVDV-
1l, -1a, -1d, -1b, -1c, -2a, -3) in aboron cases from Erzurum and
Elazığ provinces. The commonality of the 1d subgenotype in our
province, as observed by Timurkan and Aydın [10], suggests that
this occurrence may be aributed to animal movements.
Toker et al. [41] idenfied the presence of respiratory
pathogens, including BPIV-3, BRSV, BVDV (1l and 1r), and BoHV-
1, in northwestern Turkish provinces (Bursa, Balıkesir, Kütahya,
Bilecik, and Kocaeli) through phylogenec analyses conducted
between 2012 and 2017. Their findings indicated similaries to
other subtypes in Türkiye, excluding the detecon of the BVDV-
1d subtype. In a separate study, Cağırgan et al. [16] idenfied 9
BVDV-posive cases from 117 aborted fetal materials in western
Türkiye between 2017 and 2020. Among them, 3 different BVDV-
1 types were detected, with 4 classified as the dominant type
1d, 3 as 1l, and 2 as 1f. Considering the prevalent circulaon
of BVDV-1d and 1f types in European countries (Germany, Italy,
Austria, and Poland), the study suggested allowing the import
of animals and animal products from these countries aſter
necessary analyses.
Yeşilbağ et al. [2] conducted a study across 15 provinces of
Türkiye between 1997 and 2005, focusing on cale and sheep,
and found that out of the 30 virus isolates, 29 were from cale
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