{"trackId":"588b2415e5bc2a239c7acc80","definitionVersion":0,"nearbyWords":["diagnosis","diagnoses","diagnostics","diagnostic","diagnosing","diagnosed","diagnose","diagnosable","diagnostician","diagnostically","dig","drag","dial","ding","dialog","dingy","drags","dirge","dingo","diary"],"usages":{"total":"9","results":[{"phrase":"I've never had a formal diagnosis, and I want to know if there is a test for it.","src":"abcnews.go.com","additionalProperties":{"additionalProperties":{"additionalProperties":{"additionalProperties":{}}}}},{"phrase":"While the Post-Dispatch is good on diagnosis, they are less strong on solutions.","src":"stltoday.com","additionalProperties":{"additionalProperties":{"additionalProperties":{"additionalProperties":{}}}}},{"phrase":"They got a diagnosis of ADHD when Jesse was 2 and soon saw developmental issues.","src":"sacbee.com","additionalProperties":{"additionalProperties":{"additionalProperties":{"additionalProperties":{}}}}},{"phrase":"Torres'discussion about his ADHD diagnosis and medication seemed more pertinent.","src":"sfgate.com","additionalProperties":{"additionalProperties":{"additionalProperties":{"additionalProperties":{}}}}},{"phrase":"Similarly, people may present with heart failure, and we don't have a diagnosis.","src":"abcnews.go.com","additionalProperties":{"additionalProperties":{"additionalProperties":{"additionalProperties":{}}}}},{"phrase":"The report highlights a need to address the problem of late diagnosis of cancer.","src":"sciencedaily.com","additionalProperties":{"additionalProperties":{"additionalProperties":{"additionalProperties":{}}}}},{"phrase":"I had similar symptoms in my 40s, and it took two years for the right diagnosis.","src":"stltoday.com","additionalProperties":{"additionalProperties":{"additionalProperties":{"additionalProperties":{}}}}},{"phrase":"Such late diagnosis compromises the effectiveness of therapy and rehabilitation.","src":"sciencedaily.com","additionalProperties":{"additionalProperties":{"additionalProperties":{"additionalProperties":{}}}}},{"phrase":"This study challenges Apple's initial diagnosis of the problem-a software error.","src":"theepochtimes.com","additionalProperties":{"additionalProperties":{"additionalProperties":{"additionalProperties":{}}}}}],"additionalProperties":{"additionalProperties":{"additionalProperties":{"totalResults":"13154","additionalProperties":{}}}}},"videoIds":"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"}

diagnosis

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Phonetic
Nearby words
Usages
I've never had a formal diagnosis, and I want to know if there is a test for it.
abcnews.go.com

While the Post-Dispatch is good on diagnosis, they are less strong on solutions.
stltoday.com

They got a diagnosis of ADHD when Jesse was 2 and soon saw developmental issues.
sacbee.com

Torres'discussion about his ADHD diagnosis and medication seemed more pertinent.
sfgate.com

Similarly, people may present with heart failure, and we don't have a diagnosis.
abcnews.go.com

The report highlights a need to address the problem of late diagnosis of cancer.
sciencedaily.com

I had similar symptoms in my 40s, and it took two years for the right diagnosis.
stltoday.com

Such late diagnosis compromises the effectiveness of therapy and rehabilitation.
sciencedaily.com

This study challenges Apple's initial diagnosis of the problem-a software error.
theepochtimes.com

Transcript
Words
    Sorry :( , there is no result for diagnosis

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kukOQkE97Svb5BhRFd8M1uZx6IrG3s0oVgK0MKhpWfKWlKQPz7TkmUcsi0fY5XclKlYdBHJE3246UaZ5WDOgrheKgG2NXgIobWqliZrOcc2vCrOWdOSoQ0RH49yNui6fkVlNhW4Bl25DQr5A+2/q4kDMngg32raqqeWCZK90TrRaYVqkO0motQqzwu+jT7UVctO0QnoOkrr5UTw3UQaHlsdwwkdiuNTC9R3luxbvo1x+MJFdUZdz7mRYaku+G/3+5BlXnQxQ+Bprw+YCrnazRycaeqaUUhD6VW/UfGiZRf24ScBpOQNX9vCwKWU98L1HQrBjKgVlaRvJj3FsydmZvUsAJcjBU8k0WbEHhB4D6TTXA5r2l+QNiVTTjLnlzvx3T9KeH7mdeCkYKOmc07EUwX25EqRIOKE3FPvhjgR04UxAYLJ16Nt6RYsqi0Tcr0LygE+6tNoAlnmOGi8lQsVBzZtITHJ0RVbclSZWB3iqz7d8yPzDNxqtLgsxOQ8Oaa7RrDchqpKok5LY/A5vlJH111ePElpKgHNrYpjSkPE+XLKVbOgfVFgSqSuA14kGBhBA0xKOfGNCwEBUKtWDso9jg6ztQNDKeK801kUvTzej814umK6CcSVCh2EEPocvtB3gLXCWHsE+bmu9FdcoR6KL36OU8m7r4dSamTz/RR0YO8R9Qb5rBUTVfjrh9w1jkeh8uQpF2Fud3nu/69abXCzvRRC5JzOn+j7e6fzlYkUQI1D2wFuRiAqRT2+bMCOOiISQ2OzxAjKt/IQTQjo0ZnnZVZKYZMhm1mCoMmuHY7VkyJD7MVxn6ImMtQFpQQO8VAzcbL3EM1VsgQEAJH+KvO7wowyaEdUp3dMwIhUcd4ExhukceDkScvWlZPuC+Pa+rZs+/Eb0LA9/Xej2V1ZHlm1X49kOczq8y9mMYgPoD8tREeXnZfsszNMtj8iK6yTVsaCMMaaAmNImBaVEUZ1I4LrrgaRdLB7whj9KDGET9wV6CxCwBB1w1mKAGZkaryLH1RnCehQWUfyB1kK6DfhomwXiYZFcGrRzeCAA6JZX4ljoxnzR+uOe2yf3hAc0oshvylLraNqdqC9RoYwsb5F5c2QVgO/g46VIrnzzr2jf9qq1Ld2rZXb8ELM03NnlcebRiVKvcO806PNsfT78iu5+7mlmXEXz7Najl5so+dLgYK7cwRQMhT66OZ21sXvkSnmx7M68j88ZvGJ8oiE03x7cux0ugjDakkNE1DbXoD+gM1mqEHB/tFJUyrZFDO/wVNn5EpC4YbSd476Z8OfmBwSupZcbgyXAM7xknOnm8IbSRaBVsNK5GrnOLXpIaI4hsEWcJzh+foOiqRbbRfO6andBE1cXXa0yTUDORVxqLpDFyIqmAuXX6hef4LNsbI2GXy7+r3+HUNasjg7ojeI1sqnx06xxbo2MlxnPJ1f3BdnNINNuc4ykS1g5KoSlfQeTiA+uXXZ5B2NMunxEiS3ZMhyjUQaLNQLAPIGKRjT7IFYgYTbssdq1FTMgLEX7G2+Ad/NlbsJzLhob5Y6BZ5XxbqCmrKo1uJ5z3p5OiKg8kvDPwanvqvb5vx5XwdMhmYI/i50V8HO4M5HoH7V76luPjqp1SK1L2Mk8dhOTVkOSNZNlQJ2sos8qRNbkGwMV57MSELi390wibl1fRLAP/2aj/ZjwVFH4l6fQFQSp10KBfedE7ckkz2s8S3HvQFAYqT7IrpaUnVXtyoHzCrDK0cJHU5vhThin14WAEQ/QXr7xIKODOo2Xra2xTFrYzvx/bS4kJraAUra/dfzY54jwr0WFUUzmo6QfhEa9MnxuQ1VloN9pi/7+c+GCtKuzDdQqH5buXJa38VzieTMp3FrIaA7YES+LLeBRQg1dQw2brFA+xHUsViAi07uxRdQaqco1B5fGVkYoSy2kg2H3g5UZJLhgqDT4Xy6V5yJp97IYrTWKURU9c+U1HL+NspaxFxVUnNkBNWMPkrOUAFd7lWgTTtMfoM2EE0iH9eyI8+qzma1na5M2nj9LIPwCvnnfQqHDDqZWkjps28sQ6aGHn1gvt4e5i35Zn7XFEZlcQ6w9q76aSfcN5+GVgSXbrf5hvgBwKHPvAc2YdrGh9ACVMup+yxSgHU6/OEsVLfMPECFkUpJEKdUDNpYWHaRc03nLXAt8bRJVPvDgObqc3pqu0GGn2z1J820Rgq1tI27RC1evJci18A8w6EKqlav270PMuJus6Dq0DS/AiVpKpWVmhnHQXyG4nFZOQlJ5jScy3CQegUI59NHkceCgFBBfUfuhEOLFDFWFyMYTmJz202sNY5ZxvH+QelpDXw4N8yi0d8PjoTWykWCzSnFxFElw6C655kFGdZWcZHRgvETY0RXWnxLSEEjeSi+Xx1wBNT2+6SW3Z2wS6GoW7xf+QHjsRyjvxtFK7bpXvhCG3KzCcoJqa2Zoxb8TNRChg2YVJDAv1RuTYu1+h5o76DlatlrnFEVN0D/0w5sLwQpLL4z/JuidExyJN1RGPNhoAE5RjLuu3ZOXH8qPJooh6eyAENYy8ClnLurswUOUple83fDHH1kQwsIj9z5gCKAyTxMZVr1iIyZ9HPO6dNduSaS2cCOr8jwMqKYM6hLrAj+EkNkU9/tHOhUFy7W+WBLZveJMad7OysntyX7dPs/aUM7Yhp9rUHb026N5ZcIwcrnv3CK18GcoKBqYX+NmF0wJ3LyvICrnI3Zp/CpD5hVRaQfgBVx7HQoRPTvhcl89KXRyWubn3VlcXaiyuR75SopoUCDnKKVuBE9d1l2iUesmHJoZS8ZUsk6Pt5+9wXKH97ZTgNC8YECVtui5LVgc5hOvjrUVO9YFjOxMXIVbxKVfeuAPCge+KTsn4nRKMJvxcSfr9xMdN30sJTYHlEBi96irsA6a9/UHMomKANnSq+/PJNOTprtkpl++jX5/7XxLHgK5hwShirk1AeihY4kSFk0BhU7CqmR/CLnu0iJIn6vmuyJWC/v5+qD997eDHBo16yZH2/89b7FyxSm/FHEqh75sjE3iNwdBaTfXovoOVcN0cYWPcLbY0N+WUqlbhRFCbkePZ7d6vHn/Ncl3+FSRGjJgppNAAFscP6Nmd6Zdn7JWocNOuHkOPimhEjxWL47QXKn6BhlNEjtmeYdoN6Napw7xPv5LDnjTA8AeO+XP+kOeGj146q1vuUDemu5pahn+Rwc9aSa4JVrAE1SeDkh8Qt8kCm/OFk/Dvo5cq3xDY4H+8MWkaCfOa4/TEc+i/AlgOjn4jWXP1X+ISSG+nZOqtvCSbogWwqfXaSgCYo5uEqRdNk8NjcZy78JXKGsnjUVPQKEYtKBieLwXPHAo29/jy0hgiJvXhpcrRpnE66F2+myR6r7y9Pmcj62le9IjjqvaxlujzCREtlNV8wCPk6sz/SNODTOqFsd0JyRNomDGSm219mYA8j1Rj+WK+XvftCMSrB/wbNgmc38oyJUHHeTD8qsSBrxz3lCQMwWASeBcdT5E4Y0zHqqVmsRwhK/ggy549QI3y0Rs8YMZ9EYmNnHWaQv1PniH50bp2I+sO7QP4BXwIHlFqt4EXAAJYWxDbJb+PwXgPL0wdsnKuSYJ5p2UrO8tjaPfvUFIj5cAVxpl/vnr8zDuGSFsWVHBJbFwY61X4eG3YwBwAoI0EA62y0DFEXTTHMqArODPAhPdCW92EvdNSaVlgDV4Je9pS8M1PbsT3LDfUNmdCw9jime8aJr/gfE73wR63Z23q+mW6Z8Dg71wDyYCr1FRWOKUKwqF74bqt5gxHi/WCBR6tYSJ1UPre0c4B+lH81GyZggnd/MDgH/36ipWZ5XPTZwXowbAl1468T8JP9xEV5ez8kmrKMZZVeoVL10uGxMYxbigFHI5J6OSPlS2bQkdKwuSu4LbznnmTOy2g5JFo9Kcryjv1WJr9oyJQu9Df1PlD29xwav8a6ajeJQUJ22zWSONsTQ27K/hWUPCFkGiZ48pa2HX2f6alA6QzVhlyyKwckwu0Mv2uv94nCsKOS4NuJ9S2FLQVuB6H/eVkppWDNs0bGDG6kYLIwZVm7aZqPY54jiwrW3i3l1rMFgXAmYT6MG2Gx6RlaCbQ8WfhD4jCiqk494SWLevQQnGM38IzXuLNSD7P2N1T2GN82pfO39FgiVuN2Kpzhf9YOZWgMcKunfzeLBT1atqTlM21xupxLvDeD5kzvqjX+zVndUhpG5Ua0qNieM8pH6Xxw38dTFCdC7d7UXs41UzbSjMO/G0n/Lx8faLNXxNMye2ZiMUDp5SS6SoXh/1lh2qB8gOwJ770Pe0VZ6NPUpgyW/Q+yrHCdx7uYmWvBea2fcYBiVMk4aKoEqoxT0Zl355+xpuDEZ7dZ4PX1WBoJbkyZglCj0Nqc19ySw7h/2mhfoj5U/PWJQwtelNoCATqRQl3kvd2g1GM2gXfrDzbTG9bkbP2AWBxsdnVGoVAHB3npXfrkGjkM/u3ixCa2xDGLG54S2pQ+FmjTy/gM05Vf+vtjnpCrd9O2/e1Jlf1qr+hu/F60BUrS0Atq9qWX41NpH109NPQUsLqYNkk6wUcwpEZA3jABwszCSo4yfyTiIgRL4FnHZed6QlmaQf7uFijtza1sb1ymZS07P0T+hZbWQlUtj1N+dQcgu8rZ/tQdkYOOcGspvOX6OWo04GBrnHeW7toU9yjnlWQeY/69dc018b2woThL3WJNdLupkMmoBx8G80a0CnePPQNNfPJST0pGJQlA7LWg4PiUgrZhEufTy/saOV5o/32un0stoV8aH11/mEDYGwzlcHQxykVpbOw4jFvEMUlKKNfN7nTbNmbQrkdg9EyFawbXQQizvcuzGZ0skWzVfRrQvc4ATCqCq8TAptgROAMWZk2FBLWTappk+dNlJz5AHbcMPQBZU6n66XcIx9S0oPNrhLTU8pfUEDDwQcPEwsRvmAX2bvRL/IBAQcIRJ/XGmrQBuGcpFCFHUgiJk6FjZCk4VdAjwqOIcS+NkJpJKL9vYh4+YmkyHJQaXNbcSPnvmIYAKhQ6R1pU+sC4G0xSvVE25gOGoHDZlz8PomNgGI5Lcvj7cGhkPp0K9SvlQ0oNz4T0D7ha1WIVZ0PP4hiKhnqbFpHnKMvLT1oUqXhs4LDLDB9Y6r5LMaR7E9c620irUXtOvADLcL6Iqp2ZfpnGzgFcY1H4np/S17/0vNBaSY5rn/mGb0XyBN05JOCt8PbMeyrHjcwuux3JUpMHyPOp3EtrzjD5WqxnTLxx2EZh2iYWF0Dhy8I0vELt2qu0NoEfrCQKVj3K/IqzJg94Lhrw10mpHi2UN0lsZ1Gc2Zza7Nks/D5JkRmMaq5q11UB+WBLQnO4oUECTke6fKap0VKUzsKTPZ3Tt7eXl2eJ91vq3EmhXGzEm/jTj+vr1UMFZbq68oK9lDFXvJcpjwxeDeZ5/Vfu+Z2uG0Fw2VYTJeWSCmCTCKxQX0AFgzGmfNfyFry8DQHLQm0uOyKA87us4B+AZTRq1WC1XvjM2QpjrVhAatEgkdU0VT9NDxutc0a0DlwWqiI9aGkkMh5UTpsSsVkcoFItevIRnF97jjKDgtXeSUFyIDyonKalwoe4HG2dYyKXDZCKHLUKHI6wP4Qf5R0Qpldd9pRPvDOcv4n+cmo/93pHESWPYCkj6z1YHdmbUT68Mj/xhqvd/uliDp+ug0rUNtSzPNLPp3G/9PCObQswOGohBCMf4rUY0x8yYcVcNQfmMd9KllsLKZYW61r1zdQnGpSEt30I9O97H4Cxc15Y2TGWUUbJFr4A5AvOn0U3PJVPeSPya2eDZUhONgpNnYJ2ICEfNCqsWWwgVAEAaXXQL/GwKRr1qvrxdx1n3NqXmNjmty5TalCx6klaceM7eePzPP7R3jg7f/LjF9Qiw30cPtHwfnmEfifgZeFTk/siZo5yOS1qOn4Q82h+lypYe101e53RsYAcSXCpr57Jx6auqXFkY3UH6q9hAggUtix4fPxbMx6350+rsYxTt4o2hL9H+Y/LWZKcOo1VVdFQJJmOXt54m7vHThAvBRcCvaNIPPWO6zjX3s+Zbvu++hxOOM0BRkB3o97s/fHbG8GjMvKiXy5GTrGEb05EsdsOfX/C9v4xqk6NBSFi93jvz9dM9AS93ACXULA0gXy2SrnwRlUGIGWbTKXXhTiAOKGYCMKykeQbqtedoySxHPSNgvvBva+Cgrz6Jl9Gqp1ffATlI+dBq5wqjeHxSoo0fKuVoCF2ta3RMivB77bX+k3emj0cCgFVDAUKr85PzRFpOgndztSFU0gQnUDq5lleehgG0PsVDQL7Wko2yrE+RslYUjmZe5qbMo3UAFwyHy4ZF+6FCPxqk39NJiCacWfPH46E8MdRzav2uSfDx4GIpganrvBgbAE0rBHriig31y52c9AdZEL0+lp0DTZgpnhqN5/ZZraUTJ4TIRR6l/VB5JW2yqADIouu+1Eqir8GJdpLW9tW/+34+pHoRBvpwviNjbpSg3Np/5R1j/6K1BYPnRhY68CkeLPHMXx/oWuQKP+HyAra0WChXhJvmNmtW6P0rRvr/FGntit21rFTNttfo4I26xDxnYM+tDH9rEXGp5/WaaRFY+4oEdrO8Cl2bPXaPMZ1be2wv8DDNhkD5npXkHPUNkcpnZKVIWUfRiRaJRT8GzVb/Ko3ED9dFFwwqQFnxnu4qAhvkIatbAiEsa+y5lZFNOExxPlZyQgHwmhtw/g9euSDhblNyYvABVIfMuAoc3d4o1IBHRriMFx0kakLhcFaaughOUKcKrA8SedZRa/N65YoYbQJEYY5hMayEF4Cu77udWOKf+UKM7R4DgcqaHZBs9mYlHbXlohtLAqDiLG8Y92qrOhfeH9Hc7nbvQlPaNszGzwT2AMb8gImbT/Ng2/Fr6QVz+y/cUVlNQXR8ndYfxLgj798hjP9KtzRNFDYhnIF6tZZQaEn/TSstGwG7mgVDPvq3ZdZK2pgqGJmIfoUjupVC9ZewOYHJ+0U/hcw3frb97kBc9CDKS3CVcodlFitIMrWlTdB/9Uj4Wf5BFqnW5PKfvT2ILhytMjfQ3CnuY1QCGGaJaf+5a90cqpqp4e5tYUdc0gA2mU/n/z8yahFgk8trqEHfX1FFHgwRfaK+UkRLZtaAvtZVVmRLNSZO9tDa5FlVVy/jBvODiO/QS7383hdFYRZcFEQto5pkW6poXg4q8YQkXhK5VvyM2Cd7BLdqon2GmdkfPPURsb3XR2c/t/41zvOZCqcL2XFQjzg25vTLWLuZVgNQv08OO2Y3CBaedLSFwlNhsvZAA4Qy1HVqAsJPix0RXiYf8lmPCPQCx3nQoiIC57JQgQbu4Qb7nHj/5DWYpsjtX6czS5Zi2RI+5YUXXWWZgPVjZjFzVXadr9QzYg7oH+MklGdGGOknbYYDAhZl4eaRVga8EmNzHQkjr43UFiU/aIjF4WOPSlnk7AM1XZQGNYJnn2vTlhzewtUKWMuIyRALCIcwOnxeoefRhvETHfF9eh2h/hxXza9hfpsYy9DEIdRyGRyb04LJF0kwYX6H186sLyl/NAsthFNRyUjtKFyRQJPL03QxuIVaDaz2CMi15uoZxsGnnNTQeMYZqwxjZk4D5Vgbuo3XuR/refMbMo53nJRdsxcQEurpqBNaQcaVPFLrIJl6IS2GujJyUFyTgbCw5LLHlIXP9Fkz7cz0dTvFKvM2ZUTnfbd+bfhgDC3Ylw85sr4vdtmwvTGz5pXkL0k2JtUB+2rIXW1ILq9Cz5pPYvR0n1VRTjkXh1kEyyqzWbbf1yS1uQgCocPILpKPqtV0FwgZBYU9Bzk/vnLpf9ttTRKCYl8xjWmk4nJeLDj2fd6ZQU1llNpD9b/1fH+zBlQLznojYODAK+Fetr3wM1/39s+T7w+6RQCMyE7NUX/ELjtwqaJqacY1kXmOtZbxr5UmeC5D2pn2NKPovVBOosWqj7Mwht96xfnJb9J5YX7G2sEbL6kZyCpbqjyDRz38IAkUxLyl4ffCXm9lOEV/N3R6lj7vKYUAutHlmsXlEj2ftVMOFS6Y2fS+MgjkCLzgJv2NhF2YBqUj5Txo8urvR64EdQh6+I0AMPmuoPrl9haX1FP6uhtMwkw/yj0Cb0UZxhEjv6s6zNLxqe7Wq57dmfdE1nDxy41HlpI05YK7ksJ3x9L9a5QaZjqDyW1e5emwPX2ohX0RKzl/xCvzMWo7unwSMqkIWT3v0DBfDEGdBCKtz8XZ4IJJY4YGMZ1c7/cQcdGVOMXETeAzlB5u39g5zRTQKJjqT3FobPtsyELQSHEZbogdQk6hTER1tffPNTCnj/rPI/1fgUCHW24njw1Xl1wP4PJspGgaE0//7cDeYYOcxEufZa8PId75IcirVssDLuknu2OIj2s6pmEZfpvHUubLqyBSNAshW2XD07jkDxI5PCaGjgKJF3+LOr8OyoVtiib/8wdtEcgvrZRwI0VyFAz5dHvUF5eE/AhdVa3nHHHYRPPqlbotXLCHucoGxTWaPE1To5cYJfvTJ6akP87hqwqhDX/v2TOTW+g6k9RkgRox9Q8nJeQfG/0D5SAPljv7smuECksur29dvHqU6jRL0vpFeg/kpqnfzsFO39xvlsqHUVBwP+/TnEO0+ZEff2tYcK41QOJBs4NPuF0CUm0IF5XiQ3ousSh4XtqQktjGx9+ope2yYKzrzyfUsEbXZooIFECuu9Fq26xg155HNLmf9m0UfevYqCdb6MQJhifDGxZW2sspfZ49EkzimuNCbKEUYbi7pm4nKZTUbSDHrh4rFAdQZ0jqaeB3gsZJe2I4Hsax6G2DhEgZuUlk8RRxNSVJOg7sXLPlt4v8mby0e1R/SlRyMejs+cWK6lXdubSbf0bg6AxgbyieKVp6nPDZ20wjL0eKY067dCI2GsdxRKYxAnlkQ/HVTQEOwqfUFn42UZ+VQAxR5XwURbJzWw6ti7CE6iZ0y1qaQ7nS7gNH8JIxva5DTLuW8hzXiqCBA7V2kg6u7sTWY4+5YS14nGd+i1olZO8rYWmXOPy+nWFuGn2sGZXsxYgZrnjXILesiYeKp3+gnkIKnoCilpTmMCpxTdXdKsd9uK0ib08fmHeIH6G81Mj/DlBQcoCW/rW4e/EHyGa66af5K0HEGqR5Na8+3tSEWfvHPzZs7nzFsM6sQ6HfTLVCcZ0+hD6PJh94V6w6JKtj8dv3KX+OBeJ4YHzpIOsJEnRTZPvXj3bllzX/777Z8P9Vq/OmEFJwppG67B7YXnxDiSS1VCLd6ZKytgZBh1epqlUBM3Sfo+QP96quW0pIJA1BrGCwzfjTSswENCZk7nNG/DjHIbeN5nGwnROlPZ6PruR4JmErx6+ly6B/2AfAIyYacKup9tXsFBf/71Xre7zxCh5hYOpBnoogws9E0+p1s9cg15hxpOdP37CTpmJwtxuzHNJkAH6kNDV/bvKVFtkBQC+/FE2hkjyRx5fdZD0hs0Zcrubrl3tfhwWxOmsRFEKglVld552QZy+tFKmhe1Gf3WrnFxGcyT6x465xAr2jOYdvmFfugysmYwl0SKTaZqZeWe7R7QRw8jxEF38XdFxMpJ7cOb5xlk9DvGf7TLy5y5zX58XTqasJgau/hzKvL8dOVn7goPPyqKlLK/LEfemoohBAL9wUZW17U3+musc1pALE3VqwzRZJA+dwjyBc/7c7snOboAvu5jY4SK1G9zso6GYqoB28p+KugAysQLCNCdaXKBv66NNbBag5x5BYKTgOuN8Qd8/+3XlhV0kkiZ4QGzkFgpeAeZYhLXfMMXrmTBtGWo77q1rgz7h4eulFoe6zHZMDRJfP4Y42lC/RUKq+bGxMl2R7hdu+y3VzGBOghyEJzyxcWKnhCLfSmQvvm9FVa96F4Ss87tzVEJXrjMEtVM1dN8QXt7BoZxUKuaHsCbCQSb/HT7L3Fp75i7NtUEkeAIpacAcr912XqYiSkZyJ5GovJjxbJqMiwf8JVUPepkHBvMzO1PCl/InzEsosU9OYWbYcFj0bUH8ACSb0JKEYQfhx53B71RMvbne4Z65O47rhZCnVqaQzSxei9WrqVfPGZIBfM1V+nqUhzIu6Pt/NVd+tabCdLu4sOEJXzQt/mkVmFCITbigoZlfMt/+bKjKyIOPranE+wYkWk5kHVgnhNp3k9bw9dkbZb62NAd661WxKEbswWowgrdSFEkwMIms8WNOjeoddSa6ZwovbAuUZqJOHGDQqaXNuItGt9Yze70Js49YAGdPohcyY1gmAq+E+wZJAb90DPUB0Mkugw+aQLc+YUJVGH1dU1KYvesbPnUqeB+GuQBw8rwwyH/hSDcKeg2BjJT7zBzYL3KzjamCt+sUCoEpewL0TSYHvI5pn+nxt8O4lBVAidv/SLUpOpxtGZbsBsuEvH+OitmXuhfDPMefQ6pf52mO3Hl14ZoVUPIpYRmmVUw7I1XjRKka2q21k+RqhURh7cE2YzaWRUI/uyIbhZ8hGTSmjRcq/eSCG69l4mlfRj+N2aZUTtXtS3vdUMOHkZ/rbxEPUTw45noCe3YPRCNZn9GpI8P7lZXYr3uhXa8olMLOBFZpN8imd3EG1G2nY3Nw2AWMrzgooaWtBPhaSgEwHK35gC3k7C0XHC8uMrU+dNa5k9YOFNDxWM0MNvaE2rGVaufqGb2qOQNjugL/0o+d0xJ/Njuf8TnARwV8AIDJ08etykxDVniOuJf+V3sxVDdxAVUNVssEK7leNkGsCBddNtvSjF+4TBw5bnMIeJbprAmZ7Et24O7B4FNeq9ef09y23wXahv2vfgAPK174UfysBqh/hWfZSWqAeeO0jVIap7/hXt5yB+yh7QTs6jLJe8QLyqf9fNYIRlMD6p35txODyvq8KSIxf7WB/UW+RJyjLQlhieg6jSRhOxezzxUGDI6uVLNmrdx3IBm3xMHW/nbeTRKJwLcgVnUfqP7RjkDk62Sxi+WlAG/ftiLACogMrc4ehDnWtd/Kv57qMJ9CWQvzy44IdY2IY5fqYwpoX79VkxeSZxQkJrZEj1/3XAFNZiwjYfHZk70Ixju7C6ix1QVux5hRV3XVyEVLQhCLP7Ut+hUGfalrJCw/oGQFU6X05+QC4DRfqAnlUx2IQWZmgknd0ytJ4fBibUxn3Ur5tdit0RysufnIN6S1k5rj/+djuGsanXS982hHWc6LwYcSXZmeze1gGa99Q1nOazFjaMN1l3J4Drf4DW3XQ6SsWa5wdl5LSRwvrdwqLWKfCmZGvQA+zWB6xGlhwr8uHbfAHWllhPeIE9kBc0yZjVGw5BZfjoOXe7ebaTTKqtaHOWDD/cLMEKde/CJC1eY9adqdv/aJ/ii67jasJlu+2eQkOyzS5HuXEv79JB6UxAV7oEI2K4s55yYBGixOrRO6cyZ2HyC66fGqz3sAcHaHAtQPa/mqobzATYNMJQLugzq3NFfNYlqNQOqTHzbRZBvSSbQmKRxFe2DtabVtHouXpdhCG52uWAdvLRgl26cqP/ScNoXntRk+GdJvvDKi3jzy1rAyG1sfKjAUQbHA4XxInrPi+0oS0WaWrEmsxCEhU4OGedWWUl9eBEJBt5+/wT/UbownSyo9k5bLCvtkdl0No4qdthhbunGZjbqdQH8tLiDH9zbCsVd7d3QDgBfKUjod3GSoMvoZ34OUDU6Qqf0Tx5XsprHqc6bmyhbX3Y63TwJ2me0Y7AakvhbJrsqls97VjcpY2MIqV/IZN9sphF8dNscKYnBiSSrptOyvLOX4o7DOzUIu103k0Yq1yBtA8pdqMbThDf8ZOQSXjON95jJKLTiyWOvXWdTS8htdGOCYqrpaoUmMliewX0RByYjSLKepZ7CpE+uePwCNuvbckQWQggV5diOX/BDplP9qO8GJ21lrjc/5urN96xyoDwf1AD8QDp9GjDGcW+q04rvth9fxseyJM5TcRLwazqpnqcDNQNxjQUgUBBv2R9AxaU6IMId1SDAiR82UKRZrPZTbiMKJKtiihw6e2J6GZQEZ6A/Y6YOXBbK82MbXUXdEQsjXoWe82kXXJWigZqhzR6t4jOeM3913B3FK3TRlNnSDtXmUnU6LeSahEBnLPnfZUGeOrfrDWYpOeiEhlfn5MSxuLcBXQ1B3N32vZrB1JXXGNhAuAWckAyYt4HOvmqhkFtyAMuICDYdz1cfoeeWlkM2j2DDzGBlnwHsjJkMRuCJTiWttceuBnl1Q5J9Z2C1FMt16nFoFIFgmgYP/86Z510MVz/6NIFKhJ2ezSEE+Vka7+XMenTaPZ2r6Fcw1fCoqSNeSmQRPfPtEi18QFBNYWRpbwmPFC9xjElIw2DQNIR3ydm3o7ipC9InkMF+dprIEJiskPTYrvFfEDryCo88tRKuSnNSfgfgMKlNiiAzE0jKitrTLr7nrw7SiULDU5A4cj44UBlpCAs0ztfssX1uQ0v3ogb1GNe99sEwi0jFVwsY/jeNo9w0TXyoWuA2byXH0uJQZssUhyTLFXUrW+wT0mg1JNEY5Vq4io3TZJH3Uu3LdJ/QqSOo+OzIqY1tFHehsLupsZ+DfdAaRTqFsm5c2/h4DdAb6YcVNqHHkaoOT55p5sUolepUJmtkJAfh+nBIJp3+8Igi+dNEmyBcUYRd4lrxjPKWuSmJeKEprdNhtiztUEJspT9tjvXhBdvIFQtknFKAD6hjGEXN9OFPfAva+3MMlnTFVxQAEAb65+qvmun2/9io8wzkTrk99hCMGpnG1fEhHYnN22wf2gwg/hjUAY1r6eq+aToGDYfOdzRnOvHQtUNBL126HV3WaASEmiqGSeU5/ZNIbN2Ws9cd0ZeXRBZyZyZksc7LUibniNnwxzilvO1eVyQTFtQxUdcF4SMTlUo/DItmomTAR+gYKTYfet50TA1S6sZUEwDHBhMMaiWnnF18NaxX5cmQrLQhL6NwSohWILa0hpqmIc5j7kr7eiHx+jA4DfrjBXyQznJcW1/EEVuKELCFdy8F/iB/N/xZemAqnZErqwEKC8SeP8edgTAvD5eLKLVDvIX3vjKy+KrhJYbVbejpoPzi2K/JbCMMD0V+9MAH4qCeTTFsgYTuodQw9Ckn+Rc0YRnrGvmKE4FO37XuizhZTd1qwBxcZoXYD8LOFPMkEm7UWawGKBagd4e5exjWZfISL80EMhv0+pwW2cmAhbONYuJcGQ6kxGi6J8ppVpVuhHqK5qK5NpiNwWSbcxDyFbxJlShZgBkmQw9jOt3hkxOIO50elEBswYursVwPHWrdzZAr7IFb3GpjIk8xka7IBFkYStOiNx+du2+p15waB8xyhPcAhPHeyd3aG+3R//6I/dLgB9exjinqllYQ0xEDxlN3IEs3n1wzi3+uQf7Hrq+zGzVk+6J1OBTgM7pUyu6CbOCdV/C6Brbb2n+G3lOw3GPsXSlFezVS7ahTxE8fkBwfbekRKbK6TNhbnS5aIHhy9oW93ycnXKh+i2P0zwgQAwBsa+x40R5QU+4SDEizqF/Gg9JJ8PzD2oAWRu9wu3KdCGDiQo0TfS0s0kthRgbfVFWgzrbXMpZ7NbyWRP8JrqBhl5Pvz1tmsbankhiujeuwsh+dIFvXM6HWnxNj8XankROkdTGqpejhaTFgHRTs+Vav9LpER+cEAWa1HNkJExNakVSLjYxuiq8pNBoj52dNcHAmrT8RmZcIDzOtEXO+Z//GCUD2x9YX7ktxMkb1ocdQGAMiU7Gy7aIztOBLGfMNvhTwIom4O5k4K0aqWCOX50Hu8HrRwQce55hkkeTl392sAVZiaixaPInZRm5jMc0dj/KeWdiG6tI29yCPXQSpQDRxobNphZUhhEOJMsyumRJ5Tr+bwQvk6h84+O9uLdCoRVQtnGz28bEHISa64CfPdEyyRFo5btEVk8cAUoUeJ3CHqH8gTr0eFGsRYnZnVjlLScsUQ+jvwK/CuEHZQCnhGAPbZqpRCxST2aNASuYlznbNjMPHroqzMUxRQA458odEiNZNh5E+2w6akuAnh+9t/a6ZfmvvQGReDOS5PRiwV+8zpIWwLnvLTUbTSOn548Sj9IUc/9mg1t4oIK6zkNy2LCMck3VYzyuOCW+XDMYoEZJUN0P2vAgqE+1RgQHDP0FGDrymf0q1I02hWOH/5aVAifSVtGnXoSRvI8oLp3TF598TxZaM66v5GcXiVmFnuLU48kDFJTEzZfi2HXQg5NU7GDVcp/RU8Nt3rbhdKfYYEplssXHY1e1wihNIvQGqqkxi4+buhrOULUqDjwBDnnp2eReDVpM2rDBLFPon9CsgWbYBF3eLa4JnrmDt+YMHw7F9nuYF6QzjUogUIpJylXBHBKEr8mhZnqNtd0A+PQY/ybW1E4PzaB4Og/okmPCs7MsNnMiCBrTSvJdzggrMJrk/LAX/v7uwFo9nJ2Fra21txph4Ehp1kQ54uxp8HNL1PONVG42ZgQaeIYlSWOjUzpqLMg+FaBjsq602dDNuzMcxhD9HhbsUlUCq8yHbJtziRlpfy/QtKo4XfezjNR419HATkvykMVvOSa4dVpA1JMmyjgJD9PZHOq970qlfu4lX+TzMqu7Z0IKEcP+LrmO4H4ldkGvBXxdbe7VhAVnSKaeN5mzcYFPaiYImtGmMutZdRi94S48ZmtwYufM6/WRRBRMZXqq2+F6AFCkBTO/gEgAf/lAXi0VZOx9Ravu3mjvBg+1ZWnFpL9fVtxwSUecMNrSPdifQTCIo5fEEhEmIhQl/NOJ1PSepPHusmHb6N9BLFAqEZ6KOvLRv25lhEDK3wLTjQgZWS9YtIZ6+QDMdn+0oEQ/cNT6fTJTPJ5pY4t01DmuZeMCt3Nl9vKiZx9snk2Qc3Jgg6R99B0URgaPLTSj0RHgUB2t/f4e1pZTJ/uRoLCwyjv+Tm4reFdI9eSGPR2pZGU4Qgf17s0Z/1p9sNwq62+RGJT15Arr0O5vpUgZ+u7HaP3r1KVWV/tHUCn7FNmdG9rWoimZ1sE3TSsY9Oj+EUA65/99lsKmpJQKTXqRo4XD3ERvWl52pkWiEbjMB0vHGEyyRDP5FEpyGjl5Unx7gZ4Yk0VsdUOkl8FvFUKiTvO0/1Gxvjn2g9p40hbuxwfcXzrylSDK1ZK4SFwaOW94noAshYLvxIQdWaZRgPDeW1Y3NLHL+l51p3CcFKcSxT9lfL8vzC6hTo65h4IisVYfoZaolGkwpgK4OSz9hxWyOQ9UpX6WJ2qiK96170/QKuRXeB2lawhtSnXU4DtgicnXPlXZl5+E43Nrh3STvH4syPvjDDIKj1lZ1pFw71OyiDKUwhZnGNRC1i0Cks/IbxXG1KgG/o/zDsowRdYlBDcJc2DwQpjXEzcrONC2LcQYa/iGnWWqx/F4SPx5LNxbFh0Prkj5O9/U+DKmgL3sHmKvvOT3HgvCJBhm26f5EYBIvLRF+HlZxUeFN1vsZUUn3NFpvXy0GVzfdgOcWN2neGr2d6YQmfcyA6AnhGA9bSXQatCvINb37whgDgXEIL4fYArJnzFiZtedqmmRWLwOjHuI+IW0UyKhNNgpmBSpZMW5tQ3pc1lDETX4Kd5jRTZ+jS2EacoJV9i/Mw3MnZShE4wwXZVfhH/avcaoea/m1D6voTdehh1ee5Zr4g+QxHYGUsggs8+7ckP6mP39FtXi4qWLOQzO6vKdviBzGeSL0XoDJXhveFgdF62x6zAB6n2VCuGT8UxpuZB4baZjS9G//SNDfExlIUOiYmNfrru3dEeCZHmOpG8p2Tk8gLgyJKZQzOz4hqL5T8ovgaLUdcbAyLOEgrOu1r2qIe5aKkSZOxpzjHoD2ZtEeS4bAY6SnYfGdkicaq9QRb6+1/ge2jWffLXbOMeKIkhjR+0tyJFKVxeuFWLhNWtMS840DbrJqvvBN+mynRZAsS/KyzOg2fw5D3ZNioCHfAefUhyOoEcnT4Xc4ay2CEBlzg1X+Zd19ZivBAEr0P4cBOq7TjXadPTi0XI/kwpbUeApQInbf89GI/WtzVOoErFnmBPh+JrgC+5K7EkFAv1OL6yW+kaus7sojiUYGSZiPDm8wTNZG710S9R27WS0gaRWgXIrfoXSX/pd9tP+bX7FGMZ34dANN/xrlOdaq82RxTZmIPx9wfg1onuPHbQMy4LOQezHufHzQFEAqjY93O4SOWsx799rtWDLMpR3aLam830Z/FVAD6rIu70a0WfmWSBjy3XHYv4XL0DUbp+/jvl/fi54F+go1xy7ae+IeJ0mi0w3pUBidRe+QDFjny88QeAafQO/aSBrH6gmMztUCQh4OvBSRvynIc8BbH8QLUMj5Ls3ul7jTDtVEWJJhQV9gDtYRbFoou3WwnXpXAJy+v4N3kKZSV7wGcqjvmxgXThbcr19+OzDGJ059qUD2hEkZQP5qFn+1gSeB2ggCWlpuS1eh2oXo9useiFtZSZPZ8NrwrYhgnVYa5JgZ5W9ye76KKrrGDW1fNYu10b8z21Vekmmmck4EMDbcItOfiTkYY77we47OWkKvin3RVXqMbCUUgIWrzYUmYAR6jofQ8Ro54D2dRPp8pSCoUyzPmntIToGmGPQR6kCuG/E0kKXq/ZencieYyTMdYO938zT4N0f2SKfN0xMl1ffdOTRcmWH8gJhhVLfRnvALLPZWbR8Lsi9SA3g5FeUhU4E3SHgtDk22GkEhIlvQpG9uqdA1QuN19n1Wc1wNvy3CsoD6GNlPYnP+nS2ZrwfqsxhQoGj7YvIHWcR2OGMhnY6v+AIScgIh5T2kHgay1SrfTbQyKxe2qJzZV7PUqBO5nVUP6qTWKkW+ODlRhMc/dhqd02iP2VAMZIW2vCjjQR+w0x1SXwQ3nT6fMXSDhIdTi655eIVU4aOmh6Qp2NhU/asMw0UkuLdxtNJBaOFmfmE/4eGGRS6KqiobvgTf6JDGFi3Ucz4eLXKx743NLKA0pvMHDPsciKdmfiy/LLYaTQYeA4UW9erPSItYXiC22cBusd9WGNl2un7FIJdLzPqhzgNc3FnD+Bjk964gvRE13i8DASO3OLirNYbWJAyHsV401bVoTj9ADp4QiPGX53puecZM35wGGyzpYfishszMVQZrF303X3RVsIZe+e6wSxhYWlP/TanC1qEB7KmjL2+Kgv6xdq7pKt5eJfQOKjPHhYXvQXKNgZ5ZTQYA/rDrtuw8g61D44TvuMCIya1GQoTV4NReujUGc9trVgEndw4D/g/oqWP79mnGXNSOf7+LQrfd0wVdc3WzrZWWHOiJeYe4hfF7arcayounonsW4jJ+UcZH00ZB4w/vJUWNGsE2M5/LN9T2rnjOVCIgJH600pCGxaUCqurLKDm5N/tZpyX3HOxpa68GXwN/eovu8DT2CNVJ4Hs2qcPJbKunhrWflN81QGbs8hM0Zwa9KLJvI1MnkRk75i5IbB78jtIe4G0I2qRa9yad29C7TutXKJMLyqPhYFfrm8zkTGrrnqO+ovx4NpP3htMvbT1ag1cya0Ym5w/XjzbzfEru4m6ra/ek4DR6WYguORAv+5rTp8/LFYzL48k3RTJi0DIxu9Xr6QJvzt7GsgDu/gCJKixONwflIIAVJG/b98WWhDwnvxFYV3VSANWFf9dGwVSDfe6coNvXp4rU38vsCoAC+ln7PlAX5V2f3JCDjtSOddMs6r7GnsvTF/J5fJfOXgIjN4SGURecVeZxNUTTXCQcTmc03VtETMzxkKta4+kmn2CFoqQeqxb9Nn5UcfuLk094Ust/00FOc+UzL3XiHBXy23WTrCQ/7kqBx1L6C/8w+N9BJB0+9AhQUejIIGYlZuvQnjTEGljsnSiTlF/d6afV9MX8BZ0rVRNNHIDDYUVYfmf5t9+1NGalZDWRGCuckG3DyVtqofYc9NsqyH4tyk+r9+wt4/Eoz2TXH7n2GtKg4cCUdBpGXBCCtSLWpr5xPEYBiqk1XS57i1zcLKSA8/b4mDYD7WZNH6GM1esfLWHtF1QmbSHLW4tf0VrpnAGr3Ou/zXxElq0K+sY2q7/M+5rnRWVf3wMZsvLFOMsgQPTJ8UGkodxeYi8nIIo+2ON1HUFjwwEKRQ+GjrERxqcGFTtCQOdyf7VOrTIvMWOEOm7p8k2oNe3cHLQcmydB3HofZia4vhhv2mEPsrRcqzV1J9OQCQ+T4PywKtk1KZHQhZdRnhaVrgSaMCIm2wCKG0VfGXoOLDKFb5TgEUWgZjgg0+Dp7spvZx/S9eCSTP0Tww2zro0FVM+J6Cyl8jPousoJt9tMbHBcRb+GK6QL3NDDteutnjwrc2xp9z96lQRwjhcEAWoOEGZCfPJITaz+LFQgK8g5UboUjDB+cT0CxgluoLtGb3okkJOmBXj8vg3BKyexm/H6e1pDf4s4BT0o6csZgzo1Kn3xgSegMdfCHkRSwtLhKCA4enfcrBFc7X0jHHbdy3toyvw0Zpqzph0c0le6iK5c0k6kM2ZfKPts9yu3dsxVgMuhYoDygX377unevXkjr5DvVN7GaJ5tTHOZ5U23Cd6Dkz7Cm25XDcFvZvOxkQgWg77r60eXiR6Ms3uCohNsjvzPQciDf82cUGonUMKHAOoDVTnriSf+4im/TvISHFX7e+L8oSsMOgFTfro4uWFA3E90XDSpova2eW+iSe5KYazd05lKYCQ4mnmV2oPxazFIgP6kH7wwNywjKj0/BeWv/09B34sP5gu7GApgCzJIoM2ks+nuYuSABYVR6w/LluusZJ3je1ijxDH2YITMpO2tGaqi6X7cvAoQ+RKCxzippxV74H9NrhhyGuDNdCbbAClNHZxELiG/06J03KmMA/S/kRMw9/PhAfmxCUnqZNxQvlBNROiV8N7ThFgWes8qPchgD2mIwxYT198h+y1Ou92z/TsoIY5PeB5FKmO8FhqIWqVGzN7WODXJO6eZVBkX5CkLDA8EHCfYjMaShDqo6z0QeoN44wfS4adGo1hgkQAHhT/Bq3a1vEL5ZUMIa7VcyFvxLs54alRFGvLm8/bsTTVdq85EEFDPaJnWYxCXAXOD6aG4c2ApN1w2v8UO6PZsHMmn/dPJ5DUQcq9BR5wPIpPun18f4yDDoFq8kE17MaRe/LO0MRXC7/1LR9so7AlsdVDr3UwN0SHzog0Jm5dyp48jvS/eaR3qTBSDpmb3evknGWi9hrqyS5zlavCZGprQBHOxJcLzv5UwNpaNw4+7RjXMHpJMKjLh8Z2CS6enGW/PeuTOF4R2Q75QlMlkB/mF7Pefcb4+cmhQJL+J9UQpATfZWaoq8NmvkS2V9qfdIRMAiiMtA2/T4n2nc1RcvN5T2dXA8dwTk8TbyVJPk9pxq9ipeYHGBm2G666E04f9gbY2FBvs+ZPFK9VC/CHsanfPYOQdmDwuYjLu7mbJBoumBx002/05Hapt5Vbf4Re3cJ9AP8rbnJEsftKhQoLmHBglWF20EblFFeJCIn6ep63WwslPPvWW++rS5YGYtLoB3QsU2ZU+hEE013UMmaRZto0Rz31GOch8/LlScnwsqwjIdHF9aWHhZA7qknAJwCSUAyZPIzRRett/10s9cOMMCmV2YNoO4Q9YfDsmWJVFT+aHwGz2VCMkcfCp01juGkuWX6GrHLRwSnEun/IJaLewZhrVYYcW4jhCIZOq7//1v4fVr2Cd9+gHAKhiRsocL9vvJp2XI0TEYd8Gacd8S1u80e+JDNhxzTASBt/9nsWGoPN6uuWZlfeiDBga/rYhcv03O+TOsYarpwKTcwUl7eWxCc7fRosADynBjfcXa1hQhVURj6A7Myz1JvgIti3PrABJCFeMyc4zO1gsn/dQ3uwgZXfmgWv3EbqTcvC/TGAhdfL/176RRGwkD/vxQkEOhLff0ds5TWjFeN6BF9NwJD8ofS2jCQRqe7ypwExZ3zHnSIzUJ7muXxN9fjOhzukTNWBhdfkcjF7hkt5jPOBHjH3QBXErQcaHRF92YJjcz6N/a76k+1ouwRpVuMlGaOKdoUz1e/WwA70x0d1z6vCiFO4k22HmfeXnWF6l42aiQuKdY6q2XVqKxVMp0TqpPl6ISCOzpLw5tR6OFC0ljI0XIkG9urRshLRnnzempvcJoW73JMXpj0cBFYwbbuSlw4pN/Au3O6IFSgBlQONxpFRSroBXJpVmrPDIvsWyJSHFVjreX3p1uQDt2moB7Opu8EHLe/skjM7X+PAexXy6iw4+0qsloOGigAaqIVllcuGH94nz120P9zufykieLDLZHoTYFX17mpKCYPGTJaZr8GGJ0Kt2K6lSE+/S9eqwF/fr/2kyqMzuOsMqEl6iwaSnvMkK0UqQCABcXv3JnY2XVqawld/yQXMsXDfpzPPioeoO6HyXwfLVQgKyvCRZ1xBtno2IrLYbGT4/h144ODDG39NPGTntscMNcTed1WlncQOQtio1Autsoxa69kFCSxY050xDPR8VRYU6lE8oQowzYR3fAW4C2tGeVz89y2Xwd/8eJdax+Vam2j5J/i41OEuF2dDVWXZLhFYpmZGdsRD6rtiDRwyqU3lfZWAH47mmwdImF8D7ZQpGe7MPCskDu0zfkZmy+Vq7eKbKArqWX4lsU5/0wSfLyAXZQFOCKaab94lKtFQsdT/KopkFg+xZ2yftBiUkH2UQy0+HJYiCJt6cdqQfJaQOWz+3D7Ful4EwD/Ve5zfk8mrY9QsU0B/2yHiSdfoz07QSwRacD6B0nppP2T1yoPPs5LANStxXN35HfwcyawI0R3vDQtxPCek3WE5aVvGFeAfMa6c/zNHePL9m4QvaNJ+tzof32H7B7YuJN14n1NINWZWoH5juKZ2ZEeb6rBNGXHc/OA/os2/qaK0aEm7yqsMJpAz0TGKivEO588QF6Cbrrd3SLZI1cVAhCq+v89y7309aMBJ7yE4ruLnSlj51OtXclWeWvL8Q0aRt7lkiyZSZZIZNuQLp6AzeecfFmjiguLmeFuIXf8vNVNqZs+5/FgTiNjGdPHYKtMjRlnwyLFUyzRglmgY2w9xeDToWIbdAv8qBGYqgLnNK+xWlbj99MFN3Ox6bwgevnkOFqnOZ6f9POsLKnEbgQRjZEw+bVsBmjWZXPyofGumPgNeuIpgZtg5A1pX/w73hNbkVNu8iB2OMJtAE/Iz8xcnxGOiA7zUj1FOHag2fkKksHf1jg9PFOnjecE6ifL/hAoVjQjOU/j0DQSECL4M9v/0IbNVEu8B198wiiC84iDX7k0sDu0Wj/aIcWwIU3zjX5d4lGGs6ZL/r18lLoVue/CEZO7I2Bk3d5WkxsgEhzFRYPwg46e4E814M0FLPyDPrlUcsKoiINTRv5EyKwYLGfjmVfNZCa4O4uy3Uaa9WaeWxIgk8VCTJkk6IbRPtoxJxXJbby0yddXC9LqRjQmM64eCElOtlvyfMkRB1wodRPxI2bsNCnoqQsjBStgNpjek3UShM/0CSJ8m3Bzk8xoydxCEyS2QFmTIkm96HwSurZ6wUDfRpHar0fZ3lri3582+uxZiPJEMKfyLUYRVP/3UWhKKEaG0J4+LSIQiaj4vn+Da95ChLpH2GHw2gzYsdcr/R/LrdS4gmZkh0BDqCt9iageOygmLnE9Wv8zc8Bl5Sl0ys+lGRl5w6/ijYfFxAFyngGMdMM6q566z7VVva8RQWUNQQ3ajMQl3zFVkstyP7vFn88gbBVFvWCvseU9pqGnL3Bgj41cbYzl3XhG6QYgBdipB4lYbORnHlualtWwg3Pf7pYf3OiHbn0gxlahoXVslnXRsEsLBHJMCm6flXNozyQuTcZF7bNThxfrGLVfFHFpqDSRAHxkATD4o7BYSMclFg7ZiF+mEPS8QMti0R6Su6ax/bQuYJQY9oWtwLT/nJ6uzrF898Yw6FEA6M7pbiPERToQqZFQEcNHi+F+1TWw2O1mwm9Pje3R2i1szMK/uIBGIUmm0SeA2WThZPU30LYRZIgmySx1X9JsUzAroQa/dKvDYgNGFqpgT9Cpc8dQgk3SAfB/BAj49wSY6EDaDXSNXI5XBpia1RKNAf/Sptl0M4XsBVy55m8blOjoc1oz+qqP3EVTNykFf/nSpc28vatgLr8KgMhm4V7FXa0r+M3vOcRn3J/UVoywlGIm/nw9GcgoNUN/yO1fnWE5TRs4n3+8UkDqg/KoOuL7jqI/ApHmwNClP/z/1hcry