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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%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%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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8jqp1HTmpo5bWvtF5470SzNsW0i9tLmcNIQDZK7K1ypHUHdkE5%2BUyHjIr86wmc1sHk9ahUf72i%2BRfP4bea1t6I%2BmpQjLm5dFLVvTy93vZ%2BTW%2Bt0dN40e70PwdBq%2BlXU1p4k8U74DGsbOYtNKkmUoOV8iL97ns7sv8dfa8PZWssy%2BnR%2B1vL1e/3bfI%2BexVb21Zy6dD03WvAXga88CWWharp9mdJ0u0SO0uXYI9qiKAsiS8FCAAcg/XiveWmqOKcVUTjJXT3R8IXKWVt4iln0m8N8z65d20cpXBuLUNnzCB0xhW/wCBV6OAnJVYyW7bT9P%2BAedhXKli5UIL92oRt5O7S%2B9fkfQf7N1wkXwtjE8qRxpqN4kRdgAVErtxn/gR/A1/PvH1K%2Be1VBX2/wAv8j7rL3%2B4VxfjlJDPpmkXEEiSo5lKOjAhgQvII6iteCoyhVrQkrfD%2Bp9pw27ur2sv1PCPhR/yIOnfWb/0c9fpOO/jy%2BX5I7OFP%2BRTS/7e/wDSpHe/su6kksGkLvA%2B0ac1twBwyf8A7Br5bjfDt4Wcl9mSf36fqeZCX1nIaM19m34e6ejraPrWjeJPD161qk%2BowXFpAy2zo0nD8u%2BTGWG7JVOnOQOQPiHVWFrUMTTvaDjJ6p222XxW03e%2Bm%2B7%2BWtzxlF9T5ovbZr/w7YX5hP23TWDNH/ETGcOn5r%2Blf1BJRxmChWhq0k/XufK16bnCdPa6a%2B80dJ8Wa34di1vxP4N1%2B%2B0uWTUIQogk/cyK6JnfEQUY8nkjOa8mqoyjKou587l9bEYetQwVTbld/VN9T6yf4c/EVNH8PpZeLfDc15oDI%2BmXb6TLBKqbQrxSMsrK6OvDfKM8N1Armsz6O6PLvEM%2BvXHjJ9T1Kws7G7h%2B12154djvyZpZ5pIWWGJPILuk%2Bx3DLuXG8l48EV5FbJcJWruvOPvNxk/WN0vzOmOInGHKnpr%2BJ7Bong/4jXGr3/inU9V8NWOr6nAlv5T2Et4NPtgMm3jPmxqfmJLNg7jjsAK9ezOW62Pl3xlrnia4kGga/wCJ7zUbDRPEn9kRQkiK2MEHyqWjXhj8oOW3H3rpowjyqb/msfPZnjKyr1cNDb2Tlpve9tzk9FWFJNW8TSlvKnklkgDfwxbic%2B27%2Bgr2MBTVOE8TLre3p/wT2cFQdDD06Ut0kn6pHuvhizbQvg94b0ySKxk1OSI6gYLuJ2XMhLtnaQBgSY%2BchTyCRX84ZhiHjs5xGIu1C/LdNLbTrfe19NVuj62nHkoRj13KfxvuoNK0mxto3YrZWEtyzOOSW5yR6kqT%2BNerwfTlVdWtL7Ukvu/4c%2BzyVrDYGtXeyT/BN/qeRfCeRP8AhX%2Bm7nUH97kf9tXr7nHL9/L5fkdfClSCymkm/wCb/wBKZk/s5eJWsZjZhv39lOLqEZ%2B8hIDL%2Bf8A6FTz7BRxFKUZbSVj5/g3FRxGGq4Cb816PR/c7P5n1ddXbRXdjdWCzXNpcyi6s4YipaSWQN5mSclUAYk4HVz8wHFfiqoaTp1bKUVyybvola3q3ay12WzPNr05UKrhJap/j1PHvi1oI8NeM5dYtQjaBrsxZJIyCkF5yJEOOm4gke%2B4V%2Bz%2BGnEiq4f%2BzsQ7Thtfqun%2BX3dzwsxw/LP2kdmeY6itnpC3OkXCIlpe39vdRM3C7Q6iRD6YHP0r7fG0Y4ebh9mTTX6o%2BVx%2BEqyxEcTS3UZL52dvxPXdP/aV8X6RoH9i2174eu/slzHYwX1yrPO0OFHmsA4VioON2OdvPevPlGKbtLS9v%2BCVSxmIdOPPRfM4uT7XV/d9X%2Bp5/qfjnU77X5PEd14zuZdei1iOO31FblUlituNwjA%2BVY%2BWyoG09wa05aXK1fr%2BBxOvmEqsanI0vZt2s7c2tl67Ho1t%2B0540i0yWwk1Dw1cSi9FnHfvCRMIzj9%2BVVwhxn0C5HSo5I3%2BLrb/AIJ2rG4jkV6L5uTm8r/y%2Bp49cSW%2BsRXGiW9493JPrct3NP5m5jEFGXLdyxY/jmuqhSjWfsY7Xv8AI58Fh8RUxkcXWVv3aT9W27fI7jwR4Zbxn4stdAgiH9kWDpPqrgfKIxykH1cjp6A14vH3EtPKMA6FJ/vJaJdv%2BG3%2B5H1eCw7rVLvZHtUkf9s%2BPAdkVvFpyhywLq4Vcr5ciE7Od8hBK8qflJ%2Bbb%2BCxf1bA9W56dLa63T36K6vvutr%2B6k6lWy6Hz9%2B014tS6ivfKkJbUJRDAO4hTGT%2BOB/31X6pwvlrwtCFNrWKu/V/1%2BB9DxFWWXZRHCr4p7/m/wBEeCWusala26wW93JHEudqjoMnNfXSpQk7tH53Sx2IpRUITaSH%2BGdXuNC1u21O35aJvmXs6nhl/EUq1JVYODLy3H1MBiY4iHT8V1R9nfCDxXYa1o8OlyXaiGdS%2BnXO7BidgQyZBBB5I4IPUZBxX5LxRlE6VR4unG7Xxruls/l6Po%2B5%2Bl5rhqeOoRx2G1TWv%2Bfy2Z0D2ME%2Bn6p4U8QabbXuly3KRPHBEIEhSRgsbqOW3tISfvEjYWzyAfnlWlCpTxmGm4zSb1d22ldrtZLyS1tbRtfI2TThNaHk3jjwNrXhG6bzrSXX/D4Y%2BRfRQ%2BbLbAdVmUAnjH3wMcc4PFfs3C3iBhMypxo460ai79fS%2B9/v9dzyMTgJ0neGqOftE0e8Tfax2M6%2BqKpx%2BVfpVNUKivBJ/cefqT/YLH/nzt/%2B/S/4Vfsaf8q%2B4LkdxBpVvH5lxDZQoP4nVVH5mpnCjBXkkvuDUv8AhTwzq/im4x4fsU03S8brnWriHy4EjHXy848w8HpwO5r4biPjfAZRF06FpVXokt7/AKfP5JnZh8HUrO70Xc9SsbXT9G0mPwp4Ph3WbzD7XNNIVlv2LqJH3lTvHDKQBk4OBtXDfitevXxld47Hy9%2B2nVR0bStdWezu9uru9PYjGMI%2Bzp7fmP8AG2q2XhDwoPD9rPbx3DRH7bMoUeVF/dLdzjjJ7ZPGQB05HgKmZYv67VT5U/dT6vv6fr6M%2BqyLLoxX1mtpCOuv5%2BiPjLx/4hfxH4hluxkW0f7u3X0QHr9T1r9gwtD2NO3XqfD59mrzPFup9laR9P8Ag7nPV0nihQB1/wAOvGdx4Zuvs8%2B6XTpXBdAeYz/fX/DvXFi8Iq6utz6Xh7iCeVz9nPWnLddvNfqup9c%2BBPiBpes2Vt/aMlpJOIillq5iWQxkjA3Z5GO/I9/WvyjOeGqtGUp4W/K3eUL2v6f5fd2PssZlNPEw%2BtYJqSfb9P8AI6rTNO1XT9ahFjNHDprwpJI1um9LkqWyzEg/ORjJ%2BXdlcMdpB%2BZr16NWi/aK802tdHG9ummie29tdNdPl/Zzpztt/X5nLeK/DPgfVYrbWNf8KW1tLfqkkF1pl4IZMOQMyNlFyNy5JJHPXjn2ctzTNMJOVLCYh%2B5dNSV1p2%2BJ9Hpoznq0qU0pTjv2MmL4ZeArgxrZ654unlllkiS1ivVL70JDLkrgYwTktgjkEgjPtPjniKmmpyikknd82z2e9/wvfSxj9Rw72uX7Dwj8NNBvYPJ0B7/VpFkaE6zPvIdCPlYSNtUnJIOAOMEjIry8VnWeZhFyrV7QVr8vZ9U1q7ddfk9TWNGhTekdfM7fULa78S6bY/ZJ4otNkYuzJ8j27IjBeOVdRKFPbp3ByPnKVSngak%2BdXmvmmm1fzT5f6TOlp1Erbf1%2BpzfifxfpXh2KZdOa1utRUMZb3ny4OACQWLEttVQTnnaCfSvocsyCvjmp4i8afSPV9dbJWV72VtL6dz6PLsjvH22J92K1/rsj5M%2BKfj%2BbxBcTafYTO1mzlpp2J3XLZznn%2BHP51%2BtZfl8cPFNq1tl2PnuI%2BI1jF9VwulJde9v0/M89r0z44KACgAoA2PDPiTVvD1z52nXBCH78L5Mb/Uf1HNY1sPCsrSR6eW5vistnzUJadU9n8v6Z7T4F%2BOaWIjWS6utLkPDoR5tufw7flx618xmXDNDFp%2B0gpeez%2B8%2B5o8T5Xj4qOMhyS77r71r96PV9G%2BKOgarCvnaZpl2d24S2FwI3DZBzxyDkDuK%2BRxHCNam/3VaS8pK6/wAvwOtZLgsUubC1k/uf5Gy/jLwi8gn/ALBvo7gdJYpNjjlj99WDdWb8CR0rhXDWYpcvtotdmrrp0at0QnwtVv8AEvxKOpfFHRNJhla20qztN6qJJb25B3bfu7s8kj3Oa6KPB9as17as3a%2BkV33t/wAMV/YOHw65sRWUV8l%2BLZ5V43%2BOsFwjwJfzXgUYS3tF8qD6E9x/31X1uXcK0MK%2BaMLPu9X/AF9xzVM/ybLk1h1zyX9bv9EeJeLPF%2BseI5MXU3k2w%2B7bxEhPx/vH6/pX1dDC06O2/c%2BLzXP8Xmcv3jtH%2BVbfPv8AM56uk8QKACgAoAKACgAoAUEgggkEdDQCdh/nz/8APaT/AL6NLlXYv2s%2B7GMzM25iWJ7k0yW23diUCCgAoAKACgD/2Q=='/%3E%0A%3Cimage 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005ra1QR2J%2B0x3BYZAMuXhjGGx8oI6nNAG9B8FozcwXeoeKLu%2BuWv9QvL12tY0FwL23SCVAF%2B5gICpGce9AEfhP4GaboaaXu1kTy6Zf2d1BJFpsEDOlsrhEkKjLk%2BYSWJ6jgDnIB6/QAUAFABQAUAFABQAUAFABQAUAFABQAUAZWt%2BHdH1jD31kjTD7lxGTHMn%2B7IuGH50AZh03xRpIzpOrR6rbqOLXUuJMegmUZ/76U/WgB8Pi%2B0glW21%2BzutDuD3ulBgY/7My5Q/iQfagDIjR73Ub7Uk1KbLTvGjJsZfLU8AEg4H0oHcqW8mq6hcyfYNVlS0j%2BXzpI0bzG77QAOPekGhFv1xtVWxg1kzFfmncQKBGPT3PtQBs/Zrr/oKXf/AHzH/wDE0wuH2a6/6Cl3/wB8x/8AxNAXKeuG%2BsdEv76LU7lpLe2klUMseCVUkZ%2BXpxQFz4f1b9qDxrqqBdQ0bQZmH3ZDAwdP91g25fwNKwXJdO/as%2BI1jbC3jh06VAflMweRgPTcWyfxpgWf%2BGuPiR/z5aN/35b/AOKoC5vfDv8Aah8e6/430jRtQsbRrW8ulilFjbM85U9di5OWoC59Hf8ACeWKNtuYvHFse/meGrgj81hI/WgLkGq/EDSI7XzrTxVNbsvLpqFk9sSPbzI159qQE%2Bl%2BK01MI2m%2BOvD98XAIjjvIg/0K4JBoDQ6TR7i4v42VtTuo7iI4ljxGcH1B28j3oBnPeIHmbWJop7iSfycKhfHAIBPAAHemIo0AFABQA2T/AFbfSgD3BPuD6UAOoAKACgAoAKACgAoAKACgDC165uIfEnh2CKZ0inuJllUHhwIHYA/iAfwoA3aACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAGTRxzRNFLGsiMMMrDII9xQB5DPoEdxrmo2Oizz6QqTyfaDA%2BIipJ2qIvu/iAKRRvzTT2ltbaPZGOS%2BMYVnRNqRjHLkc49hmmIsQrZaJaRRyOyq74eZgTlj/E57Z9Tx0FAtzRoAWgDP8Swy3PhzU7eBDJLLZzJGo6sxQgD86APznf4F/FtULN4F1QKBknCcD/vqgDzl1KsVYYIOCKANrwd4U8ReMNUfS/DOlXGp3iRGZoYcbggIBbkjjLD86APYPgf8Hvibonxc8Matqvg7UbSxtdQjknmcLtRR1J5oA%2B9KAAkkYycUAcfq%2BhaFPdXN8NE0/UoEkKXsE1okgzjJZNw6jPOPfvQMp6l8OvCGo2aX2habHpdxjdHLpsslnvH90%2BUy/wD1qAOUuPDt3FeXDad4l8Q2TbgDHdTpeBWAAIJmVmIzn%2BIUAyBI/HNirH7VoWtAdFeKSyfH%2B8DIpP8AwEUCB/FNzYRB9d8M6vYjODJbxi9iH4w5cD3KCgDV0fXNH1gH%2BzNTtbplHzRxyAun%2B8v3lP1AoAvyf6tvpQB7gn3B9KAHUAFABQAUAFABQAUAFABQBzviT/ka/C3/AF9XH/pNJQB0VABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB5aL17TxNrkcEZlup7nbCnbOWyT7CkV0NiztTplnJOUkvLpzvnZMbnPfGew7CmSNtme4l%2B02dyl1ZTnE0MucxnoduRke6H9OhANC2hit4EggQJGgwqjoB6D2oAkoAKAI7lDJbSovVkIH4igD4IuP2Wvi288jrp%2BlYZiR/xME9aAPWf2U/gp47%2BHfxGutc8TWtjFZy6bJbK0N0sjb2eNhwO2FNAH1FQAUAIRkEcj6UAZjQmzEUSOLTTbNPMeQvkyHngk847knkk/WgCoPM08DVLS3lWyn%2Bee2ZcNHn%2BMDt7j/IQzl55luL%2B7nRtyvMxU%2BozxTBiUCCgDL1nw/omsOsmo6ZbzzKPknK7ZU/3XGGX8DQBlSaR4i0eNW0PWTqNqgO6x1Zi7EeiXAG9f%2BBh/wAKAPcfC3jKy1a/Oi39ndaJr0ab3029ADsvd4nBKTJ/tITj%2BIKeKAOooAKACgAoAKACgDG1PxX4W0u7NpqfiXRrG4AyYri%2BijcD6MwNAFX/AITzwN/0Ofhz/wAGkP8A8VQAh8feBAQD418Ngk4H/E0h5/8AHqAMXXPGPg%2BfxF4fuYvF/h1obW4maZv7Ug%2BQNA6g/e9SBQBt/wDCeeBv%2Bhz8Of8Ag0h/%2BKoAP%2BE88Df9Dn4c/wDBnD/8VQAf8J54G/6HPw5/4M4f/iqANDRvEOga1JJHo2uaZqTxjMi2l2kpQepCk4oA06ACgAoAqatqenaRZNfarf2thaoQGmuZliRc9MsxAoAZZ6vpV59mNnqdlcC6jaW38qdX85FxuZMH5gMjJHTIoAvUAQXV1a2gja6uYYBJIsUZkcLvdjhVGepPYd6AJqAKMGs6RcXZs4NVsZbkSvEYUuEZ96AF12g53KCCR1AIzQBYlurWK6htZbmFJ5wxhiZwHk2jLbR1OO%2BOlAE9ABQAUAFABQAUAcPYWkCarqd4EzNJdyKWPYBugoGzQoENSNEZ2VFVnOWIGNxxjJ9eAKAHUAFABQAUAFABQAUAFABQBHNFHMgSVFdQwbDDIyDkH8CAaAJKAOB1mCK31m8ihQJGHBCjoMqD/WgGVaACgAoAbJ/q2%2BlAHq/i3w3p/ifSFs73zIpoj5tpdwtsntJgPlljYcqwz9CMgggkUAVPhnrd5r3hOO41IxtqNrc3FhevGu1JJreV4XdR2Vim4DsGx2oA6agAoAKACgAoA/Kb48RSXPx58bxqQWOvXgGT6StVRjzOyE3ZXOS/se79Y/zrX6vMz9rEX%2Bx7v/pn%2BdH1eQe1iJ/Y936x/nR9XmP2sQ/se79Y/wDvqj6vIXtYh/Y916x/99UfV5h7aIf2Pd%2Bsf50fV5B7WJ9Pf8E5oHt/id4njfG4aOvT/rslZSi4uzNE7n3RUjCgAoA80/aA0dtV0LRZk07WbtrDVUull0u3iuZLVgjqJGt5VKzJ82CoGRkEdKAPKDovxOj8HIdF0G90idbLWxbHTrT7E7tJNbmCVogx8qVwJW2gjHPAoA09Y0L4j%2BH73UtRtNc8ZXNna6rfwobq/eWP7B/ZrukpHci44DdQQAMUAYfhGw%2BI3iDS9Buki8V6hp4l0G%2BlfXHLn7ars9xJFuOfJCFCccenOaAO6/Zyt/iWusXsnje81t0fT1F3DfQuI1vfMO4xO7kEbc8RKI8bSOcigDkpfBvjvQfC8MXh%2BDxLaXMmoeIpp5rf/SJ082TFvIA7jJZQGHzAnJI%2BY0AR6b4X%2BIniKLRn1SPxZaPpr6x5F%2Bt5Kk5DW0Xk7TIPOjRpAwCuWYkH5ipAoA%2Bhvh%2BdWbwJoDa8JRq5023%2B3eaMP5/lr5m733ZzQBq/bLQXn2I3UP2nYH8neN%2B3129ccHmgCegAoAKACgDjrP8A4%2BL/AP6/Zf8A0KgCzQAUAFABQAUAFABQAUAFABQAUAFABQBwviH/AJD959V/9AWgGUaACgAoAbJ/q2%2BlAHuCfcH0oA4bQ5l8K/EDUdAukWHT/EFw2o6VMT8rXJUfaLf2bK%2BaP7298fdNAHdUALQAUAFABQB%2BV3xm/wCThPGn/Yfvf/Rr1rR%2BNEVPhZlCvRONjWkiWRUkljjLdC7BR%2BZrOc1DccYuWxestM1C%2BLCwtJb3Zw5tl80L9SucVPtYGnsZvoX9N8J%2BItReRLTTJWeMZdWIQgevzEcUe2gHsZ9ilrukajoWpyabqtube7jALx7g2ARkcgkdK0i01oZNNaMo1VhH0P8A8E%2BP%2BSseKP8AsDJ/6OSvPr/GddL4T7frE1CgAoASgAoAKACgAoAKACgBaAMzW9B0fWlQanp8Nw0ZzHIRiSM%2BquPmU/Q0AZf9keJNL50bXPt0Oc/ZdVy5A9FmX5h/wINQAJ4uisj5fiTTrrQ2B2iaYeZbsfaVcgf8C2mgDoreeG5hWa3ljmicZV0YMpHsRQBLQBx1n/x8X/8A1%2By/%2BhUAWaACgAoAKACgAoAKACgAoAKACgAoAKAOF8Q/8h%2B8%2Bq/%2BgLQDKNABQAUANk/1bfSgD3BPuD6UAZvinQNM8S6NLpWrQGWByrqysVeKRTlJEYcq6sAQw5BFAHKQ%2BIta8FYs/G/mX2kID5PiOCLKqowALuNR%2B7b1kUeWep2dKAO5srq1vrWO7srmG5t5VDRyxOHRwehBHBFAE1ABQAUAflb8Zv8Ak4Txp/2H73/0a9a0fjRFT4TLHSvRRxsyPECu81ssYJckhQOpORXJit0dFDqe6at8Udc%2BFfhnQvB2maVp8cy2kc9/J5ZSRt5J2ZGMcDOfesqVPmjzM65vldkel%2BHJJZviT4R8QWVqIxrcDXDA4UGORMsGGO3zc%2BwNJ6FW0ueKfH%2BeS4%2BKurM8nmbSiBuegUY61thG3B37s4cQlznBd66znPob/gnv/wAlY8Uf9gZP/RyV51f4zrpfCfcFZGoUAFABQAUAFABQAUAFABQAUAFABQAjKrKVYAg8EEdaAOcuPB%2BnJK9xos1zoVy7bmexYKjn/ajOUb8s%2B9ADDe%2BLNJH%2BnadDrlup/wBbYHypwPUxOdp/4C34UAYeg65pl/eX0EVyI7r7VI7W0wMcygt3RsGgbNugQUAFABQAUAFABQAUAFABQAUAFABQBwviH/kP3n1X/wBAWgGUaACgAoAbJ/q2%2BlAHuCfcH0oAdQAhAIwRkGgDjbv4fWFtcyXvhPUb3wpdyymaUaftNtO56mS3cGMk92UKx/vUANOo/EXR0c3%2Bg6X4khT7smlXH2W4Yf8AXGY7M/8AbX8KAHL8RtIt7fzdc0jxJoTD763mkTMq/WWJXi/8eoAS3%2BK/w0mbavjrw8jg4KS30cbD8GINAH5vfF6aG5%2BPni%2B4t5Ulhl1y8eORGDK6mRiCCOoI5zWtH40RU%2BFmcK9E42QyvPa31nqVoA1zZzLLEpXIyCDyPTiuTExk7WR1YZxV7s908eeI/gz8R1s/EniGz1fTNcWBVuIbfO2QjkrxnjOcHjrWKhM3cqd9yPSvjJp0Xiy1vpNCCQ2cAtdMzIBHaxYC7iBn5gPXpj1OatU5dgdWPc4b4y6vZ678Qr/VLK8F3FMsf70dGIQA9z3966KMOSLRxVZKUtDju4rYyPof/gnx/wAlY8Uf9gZP/RyV51b4zspfCfb9ZGgUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBwVxpenao19FqFnDcqL2UrvXlTu6g9QfpQMq/2Rq%2Bnkto%2BsPLH/AA2moZlQewkHzj8S1AAPEZsiU1/TrjTAOtwP3tsf%2BBr93/gQFAG1a3FvdQJcWs8c8LjKvGwZT9CKBEtABQAUAFABQAUAFABQAUAFAHC%2BIf8AkP3n1X/0BaAZRoAKACgBsn%2Brb6UAe4J9wfSgB1ABQAUAFABQBFJbwSf6yGN/95QaAPyy%2BMgA/aD8ZgAADXr0AD/rq9a0fjRFT4TMAPpXoXRxtBg%2BlO6CzDB9KLhYMH0ougsGD6UXQrBg%2BlF0Ox9Df8E%2BP%2BSseKP%2BwMn/AKOSvOrfGddL4T7frI0CgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAOOs/8Aj4v/APr9l/8AQqALNACHkEHkHrQBi3XhnTnne6sTNpd23Jms28vJ/wBpfut%2BINAXInn8SaUM3MNvrNoo%2BaWEiC4A90Y7G/Ar9KQxieNvDAheS61SKxaMZkju8xOn1B/mOKYWG6H478K69dz2nh/VodZuIE8yWKw/fsi5xkhc4GaBGhJrQQ86Prx/3dMmP/stAEVt4itriUxRabrLOBkr/Z0uQM4z06ZBoAfq3iPStGsRfa1LJpVqXEYmvYmhTcei5YAZODxQA/TvEWhaigex1eyuFPQxzAg0AaakMoZSCD0IoAWgAoA4XxD/AMh%2B8%2Bq/%2BgLQDKNABQAUANk/1bfSgD3BPuD6UAOoAKACgAoAKACgD88fjD8AfjBrXxZ8V61pHgy5uLG%2B1e5uLaZbuBfMjeVirAGQEZBHWgDlf%2BGcPjn/ANCPe/8Agbb/APxyq5n3FZB/wzh8c/8AoR73/wADrf8A%2BOUcz7hZHnvjXw34k8GeIZtA8TWU2nanAqNJA8quVDKGU5Ukcgg9aXMwsjovAXwk%2BJnjvRG1rwn4cutT09ZmgaZLmJAJFAJXDuD0Ydu9HMwsjoP%2BGcPjn/0I97/4G2//AMco5n3CyD/hnD45/wDQj3v/AIG2/wD8co5n3CyPoH9iD4V/EHwD4517UfGPh2fS7a50wQwySTxSb381Tj5GJ6A0r3GfW9ABQAUAFAHN6V488F6r4gk8Pad4p0e61eJ3R7KK7RpgyZ3jZnORg59MUAdJQBT03U9P1I3Q0%2B9gujaXDW1wInDeVKuNyNjowyOPegAsNT0%2B/nvILK8guJbKbyLpI3DGGTaG2N6HaynHoRQBcoAKACgAoAKACgAoAKAOOs/%2BPi//AOv2X/0KgCzQAUAFAHxh%2B0l4p8W6z491TQNG8e21jFZMI30ySf7E%2BSARtkPyuCCP4l9MdyDPE28N/EixuDfppmuSN1NxBunVh/vLkMKAPc/2KIfFl3498SyW1u2n6l/Z8WXNuIEI8zksuACefQ0CPtAWgkuJRqNrezMYAsr%2BbmBx1wFBHPH93vQBWW2sbVozoWgSJJKn%2BvSPygg9ySCT6cHmgDxn9uCx1q5%2BA72ojnvXOr25jCxBpD/rONqZ4AwM96APiTTfBvj2HbcW2jatp6jkTy5tUHvvcqB%2BdAH0P%2Byz4o8VWfjq18Na546ttWS4jOzT4pvtbJjklph8o47BmPPbFAz67oEFAHC%2BIf8AkP3n1X/0BaAZRoAKACgCfTrC61S8Wys498j8knoi92J9KAPaFGFA9qAFoAKACgAoAKACgAoAKAPn79sn4c%2BP/iFp/huLwGhaSylna6/00W/DBAvUjPQ0AfMd1%2Byr8c7qYzXWkWk8p6vJqsTMfxLUAW9J/Zj%2BPdhLEtvYxW8KyB2SLWY1HUZOA3tQB%2Bh8QIjUHqAAaAH0AFABQAUAFABQB842XgzxxPJZ6RH4OmsZNM8Y32vjWZLuBVkgaSZ0ij2uZMyb1U5AABJOcUAYXg/wB8UrkfZdStfEWnabe6ho811GdWdXjCNML3a5uJH6NHlgVL8EKMYAB23wx8FeMvDXxg1TUtQs7mfwzeanftZRrdD/AEMssWy5cb8yiRVZPmBZCucfMTQBkaj4J8cR/FvWdV0TSdas7u88SJeW2qjUlGniyFqiSrJAJPmZmUAZTJwDkBaAMvSfBfxNXw9f21jpviay1GTR7aGaS91oP5utrcBjexsZGxCq7i2AA4IXYaAPcfg3p%2BraV8NtI0/Xre7g1aCNlvvtN0Lh5Zt7F5PMB5Vzlh0wCBgYxQB19ABQAUAFABQAUAcdZ/8AHxf/APX7L/6FQBZoAKACgD83P2ov%2BS7%2BJ/8Ar4T/ANFJQB53aX17ZtutLy4t2HeKQqf0oA2LTxv4ytP%2BPbxXrkX0vpP8aANBfif8QgMf8JjrDf71wW/nQAP8T/iEwx/wmOsKP9i5K/yoAz7zxv4zvBi58Wa5KPRr%2BXH5bqAMa6vLu7bfdXU87esshY/rQB69%2Bxp/yXfS/wDrhL/IUAfoVQAUAcL4h/5D959V/wDQFoBlGgAoAsaZY3WpXqWdnHvlbkk/dQf3ifSgD1Tw5otrotl5EA3yNzLKR8zn/D0FAGpQAUAFABQAUAFABQAUAedfGf4x%2BDvhPHpx8UvftJqJf7PFZ2/mMQm3cxyQABuUdc80Aedxfth/CiVtsVl4pkbGcLp6E4/7%2BUASj9rv4YHppfi4/wDcMX/45QAo/a5%2BGRPGk%2BLz/wBwxf8A45QBDL%2B2H8KIZDHLZeKY3XqraegI/DzKAPXfhX8QPD3xK8KL4k8MyXD2RmaBhcReW6OuMgjn1HQnrQB1lABQAUAFABQAlAC0AFACUALQAUAUdXGrCDdpLWXnDnZcq21vbcp%2BX64NAGMPFbWBWPxLpV1pLH/luo8%2B1/7%2BKPl/4EFoA6Cyu7W9t1uLO4huIX%2B7JE4ZT9CKAJ6ACgAoA46z/wCPi/8A%2Bv2X/wBCoAs0AFABQB%2Bbn7UX/Jd/E/8A18J/6KSgDzOgAoAKACgAoAKAPZf2NP8Aku%2Bl/wDXCX%2BQoA/QqgAoA4XxD/yH7z6r/wCgLQDKNAFjTbG61K9Szs03ytySeiD%2B8fagD1Tw7otrotl5EA3yNzLKR8zt/h6CgDUoAKACgAoAKACgAoAKACgD49/4KEaQ%2Bu%2BLPh9paahp2ntNDf4uL%2B4EMCY8k/M56dPzoA%2BV9O0rWPD/ANk1zS/EdjbXovWgVLW7YXEIUj98wA4hPBDZwR2pAe22v7QHxj0e31WObxP4H1UaWEAklhjLXmeP3GwL5uO/pQBQ1/4//F/Vza6afGXhPSINRsjMZ7OFFWAEH9277WaOTjGB0yOaAPDm099QezvL3xBZG41Cd1nNxJK0kGCP3kx2Hg5zkFjweKYH3D/wTvukHwx8Q6Os8U7WOuOfMiJKsrxIAwyAcHYccUAfTlABQAUAFABQAUAFABQAUAFABQAUAIQCMEZBoA5698IaU9yb3TTcaPeZyZtPfyg5/wBtPuP/AMCU0ARLP4v0ni5tbbX7cdZbbFvcAe6MdjH6Mv0oAuaR4p0bUp/sqXLWt4Dg2l2hgm/BWwSPcZFAG3QBx1n/AMfF/wD9fsv/AKFQBZoAKACgDwr4x/s3eG/Hms3Ov2moXOl6tc4Mrr88bkDAJU%2BwHTFAHieufsi%2BOLYsdL1jS75R08zdET/OgDlL39mn4s2zELotvPjvFcjH64oAoP8As%2BfFpTj/AIRWQ/S4j/8AiqABP2e/i0xx/wAIrIPrcR//ABVAGjY/sz/Fi5YBtHtbfPeW5H9AaAOs0P8AZD8aXJU6rremWKnqIwZSP5UAe6/BX9nvw58OdVj1z7dc6lq6IUEznai567VH9c/WgD2mgAoA4XxD/wAh%2B8%2Bq/wDoC0AyHTLG61K9Szs03ytySfuoO7H2oA9U8OaLa6LZeRB88jcyykfM7f4egoA1KACgAoAKACgAoAKACgAoAKAPG/2jvgVa/GS50Sa58RT6OdKSZVEdqJfM8woecsMY2frQBxa/sva8urX2qj4w6r9t1Cw/s66mOlxky22xU8s/P02qo454oAhs/wBlXVbSXRJbf4taij6Ejx6Yf7JiP2dWJLAZbnJJ65oAZJ%2BydfSeHJ/D0nxSu202e9N9JEdGhyZz1ffu3Dp0Bx7UAQ3/AOyNeX2qXWqXPxX1Rry7h8i4lXTUUyR7Qu04ccYAFAHp/wCzp8FrL4Oadq1ra69c6u%2BpTJI7yQiJUCAgAKCeeTzn0oA9YoAKACgAoAKACgAoAKACgAoAKACgAoAKACgClq%2Bk6Zq9t9n1Oxt7yIHIWVA20%2Bo9D7igDE/4R7V9LAPh3XZVjBz9k1HNxFj0VifMX8yPagCjpDTst0bpI0nN1J5ixsWUNnkAkDI/CgC7QAUAFABQAUAFABQAUAFABQAUAFABQBx19Y3WpeLLmzs03SMVJJ%2B6g2L8xPpQM9G8OaLa6LZeRAN0jcyynq7f4egoEalABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAGZNoGjzTPNLp8LSSMWZjnknvQAz/hHND/6BsP60WAP%2BEc0P/oGw/rRYA/4RzQ/%2BgbD%2BtFg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Effects of chilled storage on fish using computer vision / Lakehal and Lakehal
UNIVERSIDAD
DEL ZULIA
Serbiluz
Sistema de Servicios Bibliotecarios y
de Información
Biblioteca Digital
Repositorio Académico
INTRODUCTION
The European sea bass (Dicentrarchus labrax) is among the
most economically valuable marine fish species for aquaculture
in the Mediterranean region [1]. In Algeria, although aquaculture
has yet to reach the producon stage, but it is emerging in the
coastal region through some private schemes being developed,
parcularly those involving the farming of European sea bass
(Dicentrarchus labrax) [2]. As stated in [3], the freshness of fish
is a significant parameter. This is due to the fact that it is related
not only to the health of the fish, but also to the assurance of
consumer acceptance. However, the quality and freshness of
European sea bass can deteriorate at various levels, including
processing, transportaon, retail, and domesc storage [3],4].
Denaturaon of proteins, oxidaon of lipids, bacterial growth,
and autolyc processes are also among the reasons for such loss
[5 , 6].
Quantave analysis of stored fish quality is typically
accomplished through the ulisaon of microbiological and
chemical methodologies. These methodologies encompass
the measurement of volale basic nitrogen, thiobarbituric
acid content, and the total number of bacteria [7 ,8,9]. The
researchers have expressed confidence in their findings, but
it should be noted that the study is not without its inherent
limitaons. The process is costly, me-consuming, destrucve,
and in certain cases, hazardous when the reagents are considered
[10 , 11]. These disadvantages are indicave of the urgent need
to develop a cost-effecve, rapid, accurate, and environmentally
sound method for the effecve evaluaon of fish quality.
Advances in image technologies and computer vision
systems are creang new opportunies for the non-destrucve
assessment of fish freshness [1]. A computer vision system
provides valuable informaon about color properes and can be
ulized in overall fish quality predicon [12], 13]. Previous studies
have already demonstrated the effecveness of computer vision
in measuring the freshness of fish [14 , 15 , 16 , 17 , 18].
Arficial neural networks (ANN) have also become highly
potent predicon and modeling tools [19]. Such systems
are coded to replicate the funconing of biological neurons,
parcularly those within the nervous system and brain [20]
In the context of computer applicaons, an arficial neural
network is disnguished by its remarkable capacity to learn and
to idenfy and represent intricate, non-linear relaonal paerns
between the input and output of a system [21]. This study
demonstrated that this method, employing computer vision
and arficial intelligence, enables non-destrucve and accurate
meat quality assessment. Similarly, Lalabadi et al. [22] suggested
a non-destrucve method for evaluang fish freshness by
observing the eyes and gills color using arficial neural networks
(ANNs). Similar studies on fish freshness classificaon (large
yellow croaker) have also been conducted with computer vision
techniques using arficial neural networks [23].
Among external indicators, the eye is a parcularly praccal
choice for imaging analysis, which makes the process quicker
and more hygienic. On the other hand, examinaon of gills
although informave, requires opening and manipulaon of
internal ssues, which is more invasive and not suitable for non-
destrucve method.
Computer vision technology and predicve modeling studies
have not been thoroughly studied to enhance the accuracy of
fish freshness detecon in cold storage. In the present study, the
cornea of the eye of Dicentrarchus labrax was selected as the
research subject, with measurement undertaken using colour
parameters L*, a*, b*, R, G, B, and H, S, I. The objecve is to
develop a reliable predicon model of fish spoilage by employing
an arficial neural network (ANN) to analyse eye colour.
MATERIALS AND METHODS
Sea bass samples
Ten whole, non-eviscerated European sea bass (Dicentrarchus
labrax) were purchased from a local fish market in Batna, Algeria.
The fish were placed in a polystyrene bag filled with ice blocks
and transported to the laboratory within 24 hours (h). All fish
were stored in a refrigerator (CRF–NT64GF40, Condor, Algeria)
at a stable temperature of +4 ± 0.2 °C. Samples were taken for
imaging every three days (d).
Computer vision system
The image acquision setup comprised a custom-designed
enclosure equipped with two adjustable lamps posioned
50 cm above the samples at a 45° angle to achieve consistent
illuminaon. A digital camera (Canon DS126621, China) was
fixed vercally at a distance of 30 cm from the sample surface. To
reduce external light interference, the interior of the enclosure
was covered with light-absorbing black fabric [24]. Digital
analysis of colorimetric parameters, including Lab, HSI, and RGB,
was performed using Adobe Photoshop CS3 soſtware (FIG. 1).
FIGURE 1. Computer Vision System
Modelling with ANN
The development and integraon of arficial neural
networks (ANNs) are a strict selecon of some architectural
features. Among the numerous ANN architectures available, a
mullayer perceptron (MLP) was employed in this research. The
MLP architecture has three major layers: an input layer, one or
mulple hidden layers, and an output layer [25]. The neurons of
the input layer portray three color aributes like Lab, HSI, and
RGB of frozen/thawed fish, while the output layer depicts the
shelf life. The hidden layer(s) contain adjustable neurons, and
the correct number of nodes is determined empirically because
there is no rigid rule to determine the size of the hidden layer.
The design and opmizaon were conducted via the MATLAB
interface.
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