{"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

1449

Saylish enhances your English pronunciation skill.



Please select issueCLOSE
SUBMIT

Your recordingCLOSE

   or   DOWNLOAD
(*) Please click UPDATE LINK to resync your new records with the audio link.
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

    U2FsdGVkX18wHpsdNIUnpXKKlbvgd5khIj+lZBwGHnCsoGNj7KEJ5GfpqcQsF/BDw5YAhamqWhSGuih0LNanuw1iqCVAnBCNOkTBGGqoNSDhrQZxJ9Hew/jkAnx4LKpGFO612L61Sox29+I+8xwuvcdWBY38ZfiPeraLUk5fm30QRi+mVRV8bXUCkmTXDLXwl7tyZsAhZfmW71Lk7+LUU5G5pcWc8ttUUeS6eGWd//kKbtPut2sizc1YXns3r/31yCMXfk7AuI9Xdx6LLYcr4HcmFyhZEB0hJWvjK0jweZtz+9Paf7PQIUa/9vP6eAp26MFmHAXQzO2d3HAZ0Jq0JBxwZSAdVVCTWZT+/VKmsjuk9DgToe42i341QKZ1SsnsHxHbRcqYsc0IRWZp9c6CS9byWf1Hmklu45ki97AMrg2jTdhzjRGfSd2OIHwBr8vcJvqP4ADGW4llFfkG/uM3yuQw6daSP+XYiAWQu2tPKiHfVL9gOeGHcQ0/R/J+65upGMoBiOE6TlYvIQAUXke7WmS6/QHOK73JDCSJRqbj4gIp6uP6s1JkQw+GOi8GOzpJxWjk1319HHl0hIIvZD5IPbOB5A5rfS3kgCpnsf1OTEnshZlMu79wMYdGLnH5qM9f4FhvaERYbTP17v300VJ/Qpg745zf0ONgPnHH+dAn/ItJqrNZFWvZ2NsPwQ7m9/Sg86l66NCdwXiPyq5GCvFknJ/wN/piI7LaLT0Ivt5JMFDXbLxTXFU1/ZR0xNMahNAXC4Jn//8Asa1RchaEJnBehgTpSdZOzvNTL4V4zdZ2Zs379+COqGWbvTTY3BLtz+/mwjuryorS+P27rOlQkCjz29MNeKTttU3JHTREl1ZxVi+nPbyHHqHpDfUGqzZ9t2BBrMjY1ccIUKTrBM27ilYptyfci3yGX91gaiqqud/t7v+vIx6cs2oML61C+X6mkH9Elgqi+2Zv+DoMbQTCWfTwiUkchMaeeIQv4KIXo0a66pPVpu+bNemyVjpDRBaBh6BmYEP18tCZOS61q0CTqvelUmzNFA/LjeS8zKY1ugq6KPJJD+W+vG9aQ1pYpElganCXWhUR3WmRb1nmioDicnW7/p10+Qq//SO1g2LfZGrmMBX5UKIPs7wdzyR2V07K+DhUy0ZsbGfGmdFWCJYouI6vksO/sMDJrN2siZ+VWFtLfn4ZChZaAFskOdH07JNc6GaufCWZUdPen0YqJTcEqx63SuIaQ6rFNbkJu4o0wC/IazFKW+GaCc/eFFZdIMvAc0KqvqXXb0+I+aMCQzwxFFEHsrX79zQITncOkXBqG1SJpMnLiatnbCjVQKQi1O20cI79YvagaAZeikgVclby5M7craYXaMzwqBYHFLixGbuOkntp/VNf/KIZIA878GLIvT+AoEJTPiTR0YFpkQSicEcqGwVt+4PBZ0GLz/uQg5MismBZ0E6IP0y9E7J9e1pna3WuwkwlOpPq/zZp3vf5LOeK04ufqUX4w9bRlvD82fscna2ttQQUT0lvNN40Vm/2UxNbWJpbIv5edFVOVQNHzY6qOLtoml1myiHN4YtZ1gAC6ryzEFg2quZ5oVMl9nob7JvxJz4w41HtvIqYIanMJsQd+h00yvhkovtZTPLtU/uGclexb3feesTeSnk9OmBBwLT8OHShK7rNKVUmXvDKVepqY3H9tmUc/xLpE0EXpfSrOIpfBYxHNrYkpWdb0sPckswysLSQlBXLqApxbH+kiJ8/UuLntIR0rE3RQvgaPsYfeLqYlIi/B/xdqjarO5MTecpqIv08PUEPM85775TkJnmQ5lCWkwj6Loka+wW8CZxFLKR9Z/eSGNEr2igY6j0XsFOpTkUPwhaGIJXdRf5ePlBwqomf9xu0nYxPJQCE4sKk6GdGBgdlm8477jy9YogoMLLJMjDFS8bK719dgJizzW6KX783ZOfdNS4cqdMZqoi3mOEw4spYBhLIvZmFwbXXTo0sFNc3ZMyrlyYwBYO7WEEyxSXYMmgsetAihFwChvTF+ixidw/r5/9fh3Gyc/+3x88UUkvOiBwlIvyBZtrLxyK6h3p5UskC90GhuYPbN8DkvxP3nZoF88GvTIO3/PZYflGBgU5XjDsiKb3IeSAooqzONaAlLqbNXMcKTVfZVbQP4dPyDtaQXjGlUQcjujMAAGbd5FRzNigvfuT8SASnvF1q3r214cVJEKsxLXoAQK0SpgAAK3H7dkM+kswDGS9cYdTfaCTQ3Cr7AZBfBRaHMOza5w16/7UXJZ53MtYmTy7ySGzHBcKvwDih0zt7Bskl+nbP7X6ojjgZwlJixt4FJOCOHVzi77aJAZDricVheuonTnsVrnZX6svLUJuqEtBoCphoKwl8mESW/jEyKDOy447qr5ph+jKTF3pX6aZZPJ09zuyEPxmxZMM85o/eZ/S4x5gS0cLnbeix2KM8fTFlrz5bYtuGHWM1R3tX20vHM64xhjLbhIpcjGr8ryczzrjNikbwQz1ovHfCnIPWTdPJgbUGQMRGmIrPLG8mHwG0VWQHoyMaSExF7e1C4d4PnDlr5mGSCL68UES6JkVMiF3ZmUxc4ftjpybYjR11gvrI4EEB53D+NdSMNRJ17d5yK5MXGOYTY8lg8+vUnVBs1usgrgRx/zYJ8Zh5j/0CseowJ+WjJFuh+u84kHOZH+AeL6TegeBQf+8kNgz4iAxcDbdUDUUo+sVQdVUI9zz+jnm16K5UWw1KuNuVCyGkPCnmbCXrQteyEYrUj+B4TTHQJDoaR/3+nwvMrVLTQIE187u2UgDfCRya84KfgqdimKCdM+S3dkHFhk9sZ+5tcRKcBPYlVf9LQ0gnqeDxCp84OVzfS+vTX255ppsA/FAQwTwo6ZSs5xa6n3fOnYJyZTwWKwE2xUZRjFntXHaR1pNSN1FmLjG1kSLtBXz73FmOO61hqRzhTW5KM6kTb9WiFi1TZ6YRJX0bt5eN3l5Dsr6l3jNATUjXfGsApcfE6q1otcjympUCG5DcF3FPqD5JmohyhZvtADY4fzoXbIflfBpxe67PFoZd019p1qn5jX4+UOjshh3mYgbghtFAfBCzPB1kMqGJ8HlAuWVNjGaWbhF7kAaGGcPgHX9enRy4X8lhKp8MvICA9OCA6Wo8eT3QyumDnBtdLtSy/6R4+lEzUdz6PSguRoG5h8lV8VK2Lgc+Vcy4ARfZM0z/kQT1+zVGzwxH32ibmzz7rCJXD8cop2kB4EALk4MeWld60nMhBx+KVDaILp3Osv5TAaESpUsR3YjWknzKKhpUh0ejOb5cAkUwR7SPE94b+XYACeWfO8qsdzD/u/pzUUUaqEsYz33sc+3muHImKgdO47Roo9ki3CCnnxlBfIAddtLaFWtk2kmRV0k4848Ld43T/2nmokUheODAWEIRCbYWPW9E7HgASPylqHz05zUBhTZ7CLVJTuNcioWYLHnEM+Iio0ItMLp0SCh/sO3W/9o53qnX/EOE+rz9BDJs0NYP/TKukltKoQni7ma05z/9Sc7tQokE7Legc7h09Zm4wB8s7D6i30GH4YGInmqOlUpFml5oDmrKdDwIKq2M8Ndo3wdeBq/W06ol09a9SXq/14W2yrnI43sccBwoRLTmhiNDP2r84JWVfA/9YSC0oe+E6rvXHn3Ccuv83IMhAnfwZbkVWQ6+tv1KHTZsnFrfF5xFEItyAGMwcj0kyOhz6slXZuLwLlQPV69K7MbQTurZLh+aRytNQK3SEi4YTobagHYk5fIImx2ADyfQfh6WDf11Y246yrTZ1j/APPjeRZugo9Ql6f48EKutskHA1nZO76abDzJsUJZG/NXU2ywz1CQU0heFb0G60oWM3n9aMwX17ImgvL9pqrGYUFdIruBrQOSwgnG4c8h+Z0tRRzDMdAHmyp4epTBDU6gSxDGxIRnP9/7DrPMCwFZ5gBCx3OioYPcPXOTJ7/v71CT8Kc64ZKzbmYEp7wT1Rkrlzv3k4gz0a5HdgDytFg2hCdQ1l+gFcFeGfLip7yYGiXrFREyIZqsRpsHagWAK0uEg50hWNB4ZNaJsitGDbJGLNBd/deSl8UL/aoI9eDfMxixJ2M+fiaDrkoXlOK+LoZ8sf3saJlcz9Qo3UXb87p9lCBLKjtSfgXsmwMnwdRo9+kJcdc5A2fu0H1UTtYjjvkIirQZpOiBDYCJBZsWjmReTAbUNNup9AUGIbBlWSx7l6HWpfvo+QZFG/7LhSD1evhHmClgggzzTE+3YhX4KwMqqHdk4uFg02tckch0XOKJHdH7qgjP3ypeZxxmVWuGtx1+Qhqx75a8lkAp7lMClbR+WfVFzmeCl60Ug6OlfAUG/y0cZTkkYounc/sS13h6bRc7Qc5RHA1U/ESKS2FaJkS2MmVHfum1VzpHIL4iLaBBDXvdaWzycknWhrVvaYikeJIHxRxE3fRu9LCuWEJuwlHOS8rG6m2iCviWX1X7sMogYMwBGBWYwFlZJR+vK0k4IxzGsIRXUHCkuVt7tY1MZaPfEdcHY+qoDlJPCrZpsxwbhtSrH9jBeeL1Grz797jWPARBhYFcCC/isejctbPUnHndizKiZMXawaaEr35uQ8+YvypyWMBu0gCgxvEYentes6S/uezJ4QyKjzcbMfjM5PbQ2ubaW7azl+i9M6uwQAXQO65S/dHHkkRRIOz4LSbm+9neKhqq4iAisyxzgIWpa4HlqsqcczFtUJP8tEs4T7THRPbf6Kg1O+3Rn3fgNQ2nxkyHZANC+qFVsK0rv4jWK5c6D9lzDey8cZ4ndtFffG65/dNkjQypH1QajxBn/UR9KzP3xUe1LVTGGscR33AkNyTXAAvHPbLAJiulhVqxeFEyee4FWawa/GEKkbJFbdwDOgtfB5huMuqLtkr3la3KPjHQ/tXoo2UGVrjP9UU1oezezixH9B4DXbzCPx9nR3lR2DRitWYbju1OC4qVkARhgFv9r7gNQOeIlmObMRkzsxgoZZzofZYZFuDZRtpLMroUlbFFco0s60ov1ADxzt4QDJjEU95U4JktTaUn/ycuSMqf0ci87sXYmJcDs27BJxdMKWqUxmAYs6ZHaLdRr1fz6B+EZjgpUjSzV9U/W5OIxvvw3frI1S1FnulP87bVqA93OY9Vkf1DKulcM1/PYDP2nggu3yWt2xavxRZCQJQNEq/z7N294Nvn04HcHA/3kpmNRZQy0keCXpdqAnz3zolyPuvptGV1mTvReyHioplUWiOgsWZl8VItbarKqxBxHodr4EstvGkl7P512XSyjJv2d3lJIKCbjr9CjwoJwzSrJBeareJk0O08aJEQ3WENQqX88OGRY4D0ChuRc50H1IKaTd9KFydQBaDKIT9i3UnodsFY3K6BCPjWbVbnZEXzMIiRa/ob6MSlE9d+NAWC5lMs7uoRyKrMHsmDrfUUiNPDSXu0jl3CjPnpmJ4dEw+bRrMVVzFaXRBPNfmvgMX0f2tMEkiGoHih2d18U59068kzT1bIKQ4dGxp0sYu4V9Xtna42tm128mogSuGhlEBmQK0zoDZB0lBZksBINkFyn9k+8jGxFdzjI+nAnotoJsvXYga3f4zQ75vpqJghphIC0P5k9xJQD9UjHPcRdHYmxGPeTBbM1zo20O96aoMUWcyAYzxe/fctbQYve1QTIAnOT4yWPv3ghjVTSs0obylG+BSsjvj3TbvTvULmLm1FsvYh51C8Y+EPv/7XL+Rmg5aUkyllvIQnAva3846jhtk9WWQ4WiuZ2E2kkEh7uydKrTOUfvVHRw7MW++IZ/QCdPde3Y3tQQPRCIk4MR+ktWjB/m8V2spNmhTFsYhYyP/2/w6bLyejdLktu+DEcyYjShw1+oL7EIMFSg9EYgvMfKEny5QROxV822zfAgJdl5q02OvJRES4h4fGxO0zrZcpX9TUXyH5qzHsYreaJyPjrMQZ2Rg6SZi1d229h4m9oxkPO1KdtS/JfYgeCC377Vgsesm+qeKV1Vx6ugKE8qMOrOCPy3rw94pIGkCl5LwjO2cz4vJYg/6r2AssiKvwYGo2EHSVBhExZC4bJTSaQS00laUDVdvshQ5LGDA0JCKvrS7r/A5vxEcD79v1RXAU5V17Y4Ut4zo1OqS8u+GtN+lmn2d4gmTWp70EkuB5NzG3hFeGw2vsL/1ttyKJ62BBop/AFKu9ewu/35GYLo32IX4cetKIVuz0Mds1E4lAmOGjnjeifDhLjp8LH4kCuWIyzXMbEK3nP3iqQ+QoCY60W9L1M9RMLjAAjN1QJCE6Y9Qjgf6hDgbXOGoi7iZmXsTg1uPAWLkdsvaVyoCMybNm88hM2di+zJS5UsLl0dmdMq2SzObISh0sa5ZWIe3RYoDYnlUOC5xl8bsYZdycp7B3XBTh4WvQoJdbIWludBrTrACXXD/LOXfPgaux+b8+UcJneS32z8n5FxOc810bk6n2j4jfoY9P+Y7OxQGbZM2TPmNwknsOqSZvX7G7LeW7DyieNMCluu24XHO/UgmlKH9v5St8WWE5vGtVIppOcYuV7gHG9+ASAamS+sixhwRo0ixic+hpseyjy6V+jThZbyTU91BL0eVg07fGTjSDGj8/L96XJU95Johcg4AYSFBcItZC05h/C2+NP0BBlbCh52N1332x5mMgJOC7aukZfbpmMJjesZnYckgr9Xw4shFhKYb+gPfws76qnIPndNWmnwi798HygNfm2STxw4Qh58yijhYjQbB696MQjK0oBfPH+QmvczV/Pz2X6aHBlQtclnVEYGR/GgADWh0RqTsePMg1OvcGBqWcj6Buw7zpte6nqZ899RInk3dn0yFj2henKSzzYr5kRaDw4zmF6OSBcXS1LLu5s1n/252RxxwU5AEzG+nwr3tlQxAuOOTxvjB59ilwOXOZ/aHgkQN+nuGH6aa5Ox/achqKGFIzWGDTxNaqCOAzO3gqANzq3Q+c+TjwQZ8xAAA3rKthv0dpp8zX3O0rlw6772XR5TwU1AyYHTHVRgzpWB+/zax75Mr4/wVgRONFoZpbVJVdD6TAbNhL1WTU73W6PW4aXpRG8UXmvf6jbM2RMQ1+9ZvZqcVzYMExQFfmu4GuWCheS9Y0tSFGwt3dhY5AX/KYwtVrC2qWufI+I5s7Q65xN/he9aOciWBWcKyBP3So5dcZsrZnAqE/A8N0hldmjLtkBXt4IUB/ni76MdZgOz6fOu0EskQcflZKtvUqBRy0o/SDOjYaXM0FEhgTwXx9lgdaQCXC8gY9Sr4wqku/2mAyYa0WhJl5l/xpGUXTDgGXUxLPGQEHuhk15PplXcAyk+GTiaQ4wKgSuzvdXW0cg9mslZpfpNpdr0oWATQ8KhxLJbIVCzn9B4We5DPeHwyehWatTUbOVuZJIS0mVe9bIwtDdotbMUAR8Aw3nolgZ51yyBqtFsiFWCK540gnCdrqsMCMKrJF/dnA8XIr6E1PR2EHirPouHHjGuALCtqY1xcQTxah2ImdZF24iGGU61ycDSpdNOdv/LOBXZsnvvt1/xAqeYZvqRZ0M+K34I62C1rz1vjcVRfANFwt3KKDFJW9skA44lA61TlizJhtPa+ds98/E1VQjDntmoK1CkgcxbZmqMo4Nx6g5D2zxhIatfAssolY3XFhQD6z3D8UZfZji+RAHKz+tfNGqk6QooTiKgtqfvzKzA2VQ+ffAJE4661DmYobBVIL4fjvcwH2YJnewGQ1OyCvx+X351M9N0MfWfS1pXbrUVYxn1I9L9NKWOOwAwUHRrOJEP9qJF/J3peUhBT601lhzc5qIVE9ibTdfyZuluqObBRI1DeI1gJtKskuxq2K4cg+CYi5nbFILPEN/Hu3zhwRxzTiD8+QHyaVldCW86sINWsS0Xh+mQsrOAoiqrCkgmZC3ekp7gg7V+12R5zgXqBLgqRpV0uRdW9+og6D70RqZqwhT24hjexPwog3KVyyzMwYMpzmI89Y45yPaUd1tTfqSG291hhFtoxPTZ9J9UrHI41wy3CkKQGJ+DdbxPZf8Hm5szAEnFgNI3dJRXKdXNiDgT7hLDl3G8S+JIo0Yc+A/PHxTtztZxV9c2GQsFcoZ2uDrtatVsiQB+6bsa+cF1fCr4KzkTS1uLD7vgj4e/z4UZ4R5ZxFDZc+4ScpZAfxK4vXc1bemgWCNwmGCvvbQGv9uFzEEswn/xoZskDHKEB+UsJvrCYYhTMDCOSS4Vxb7HHE13l0yC1i3orTxwX4HC011qMPP72ECqZqM5WtjnuAtOLQDSCMVuABt81atzU1I3ZAn2fG1j7L1W0+BdwkLEhKBM+Cx/fqh3/2uVCiKD3FFxhryP1iyvj/YJB42D47I4fIQ8Ozb3Jj97mtKZnAlwsjfnG8PPW3i773vdeNpfNRFmhyAMwb9wOD5ggEEch0PUAJBuacjoaTdmXxo4AKZdxFtupPh88hKZQmrY1Tf7gZIUdI1oiajor73s+LX8y30IuUUjF1T2HqGphNSEnMORY0xIOlaP5sa+2ATSk4ljX+1C/kBDCSbzwTcQICVvV9mp0i2jf5FFyLFUiyFSZ/OTimrkJac+L9dVGLt3el0PL6rzT8TsVOW9jqw0FhPUtoPXLglRt1p72SFFfeUhDSjV5l2ZVzy85hAsWVWjQP0/5KkLwWRwGzCzVrPbouAUCU0st4mDLLVI+QqgHelmcIbprotX4nFLwXMK7jhC1fQvBu72Jo9oMKU/MwQEw0tS0Vih87uxlgy8wLPNZt8fjhEzvlfVNRzfqUL9OqMK7qNDukEiP7dhenuPDqsjL52lFCWk5LjJuc3gmU430VhUGkHQ2Z0hziZVZrJnBg4fFFX+PIPcIYyabB4l8Fz9vBMwvYVVQlLH0t/SHTVByJCW3lmSDcw4RA2CY86IsIRpXWM4mvNiKT4gGV6kHSiVLsWXUwh6Yp1kj4l/OegTM8JM9QPTco1Qn6/8Vbd5KA3TDq8DIL4hZqwqb4iqUuPOHXXf1JlhqICJDXWYGlFt+hV+KU8sVr6/ACUFS19lI0rGRGP9stbD74q0AIoUgII2XYYdGqx3GTGKxyEk9ZIIBX5smhrKDr2y02sB0w0/idXoFlpp0yXTozt/k4+lQrfLoXoYqGQHUSKaa2pQ6nKgX14FnPjXRyXxGHXUDFx1Bq2I1MN8xleKlM5XLQsMqJsMNBIP+JZmkMKx9YaaFxWWUkf3KyDqGk4ctDOK7PI+XbkvD3fcb/xobzQgBsE1bL8gTpVZbkTUbCqiBdiya4P3EmMmQr2OTMi4V5u9qQUbu6XQ4i8dEn2mt8+koTOavZxNURR0ZvA7D2BCrTYXbPj7TmZeXWWmv+TlKStuFr5V/Jf8X21ag7sCA0NRCtY528W/PFG4udJl9XTruGOB+MTstb8q3EHjgXt7r+2vfoGqKLVZP6mc5i/DNissgO7QIzx57jfYVBeAi19LoAKvTDNR0vwdikrI1o7wDH71LPyW0PnNpTStjZT0FV+FK4xonIeTiDiFH5c4zNoc5c5lgMdQlegRolL0lR/UFaReuCMqJ0KQRNmTXsfaGdWaFnZVSHG9nuPTs4Ek4P1hSw9jm7cTJCUqEnvJ/bAQnp0a7emm2ObW86/j4+wpqi1uCXMb6+H5yaiHBI0ZAaWm1mBEKZf6WTzlVQtZwYk3GJWtkFxYrykjpp7ut6Yo/5N5z6m+w19Fmf1chdGS84cUCgabcTu3e6GXW69f0zib3atBvzcoXLK0v/34y2LAmlg3z8dDkpaJkPFRVUK0XfsIMTBZib9wI+jpLquo9LK0XssxzyCuuoPEn5gcf9N87B16EcFOm5ZpGZxkcOnYmnf/9t7kJEXNRm926wjC98SHsjrDGjBd6F1w06TYoFCmw2aQKVY3ypBUKwkZH/DSO8Kz9U+pCINJtRHmvgBRBRaXW0vl+34QdfCWXVCscgjCc3O87mcqB1T0G2fo/71Z1e1c2t+O1mmescLxCr+mU5pqNTMSRhlxcA7qdKCzMYkfkglbyqf8hC85xFpsQg/yT30nmKHSdgTp0PYQUYp+tKQ9oRzWX6B8H4tUPxlZ+nyNwzp/S6//Bfgefbd75NPi2oZAbVDqd6jFVlW3dnKxK4qJp9WH+ZpHtODOCF9bd6jN7mtXinrAf4UHStzK1IB8zVys5B4dtF7GxuSZGGPTjCyP9ufETUJE/0osLNzWobkx9FMu6Eon7QHAxfpgx3oaganpIOCikI4ITYEIeoleu9ZhAatFe91lSyNIiXx9QTGrwV2THzMeYskRrTk6EK1uwVe+fNSiJ5xMmS7TQRZ5oVmxvIGPE/J+4awxLRjgTEVLQnm9rIWwBRdplNhQaqyLVPevlFL1DjLL04U89wJ93G3FjMTqAzsnmh+qah4qofgxxP0HTxvhxz/CSeWV4Bgt7y9z7q/hmObmEEZvIyEfd2ZqsQMWnEdwnbjzGfo0TSrY/TnvoV3gtyisVRG4Zk4UG8xfsf/AacB2Aj6fEb4Yjz+GPFeAzmRbe5MRxSDTAACvE+xWNLiTreI8cXeS8iZeJVMbmT+UKyFR0dcLQDwErddZfrBJ4UM51+6+pFhR+tdmdZiRiY2xH2Ve5FJYoWCQMXjn0YUu5nWriRPddrvO+P5e3+VO+Aq6779gD9X35dtZJM3E5SeQbaoMLhTDJWofwCfrtoAWss0LDfQ2D1MkBijHuGfVOQGBzcwuWb+dr7jlR5mAV1Kt1YM8nGrhU3560dxC5sg1ywRhFr5c05A13Pi0fpl2YYCJ7VBDlSUB+8VO7/k7qJHc7E/kLg0UlPQVRw6t3vyi8sKn8PyC/YiME0q/6ZjLPX659hgSAl9ADGqnU9pu3LSeV4fA3fnjfMM/1EWsXGx3TEmGi+RbN3Lo+o8yKqhRxi2Pf/NqqC3oTtbTzRhr3tFlNnBnXPblUBjI61WgK1+D84OwYqcnLcDpLfzrLcG5GkkNX5w7E8G7EweNvZsk+aePgNqK5AaLyinbH0YCzK+VUqxGU0XCROj3vreLEnmYTbRp++HDF6t0Nl4aIIyB1XwJgI1NCvSnXUbPN0TrWkjkPjrnDtJHrhW9TciSP+5k7XdHOBaLrpGW7/iZhXTBWzVeHDHQnyKkUpGYRiEMiXCc5EkVY+2WHyS0PW1erSGqruUovN22d+ANOQjMyjj9y7i1NuaW5Uj6OY6AyF2nEP2mIh12Ksdt4PsSjwvu81Kri5+6nZ8WuACn79UwZ+hoYOanEsfVh+c132Gg9vZOFHdqzYGCS09PYm0jFXuzWV0HXZ+qjPaHrFMDhIbxp0ndN7FvVVOWhZrr2zd0WK3aDO09HXS9qgZn+7zJb38d5ksUtx6+ZRFnxio7B8N5U2P3FKb3dB8zpzs2Krzat//Q/FIx0cUfYkFc/6MDlG6zKmFzvJ+7HMEivS62GyTSvRnMZIfm3K0B25H+CQNkTfsurcXPd57X7bpKu8TqEbVCo/CcDkdvcFyRIPgvneqZFMNmqE5mHWpF7McoDw8Q7tLhW/T0wB7CfnToF2ChId2e4uVyL1lucBy1RFAm8k2j2CL0QigS+cidy7zE2Wf7Eyvelopg7YBB8oejEAw/iliXPdLh3V5umtUczuYbZ+ccfraA6gbRCM3kJJUYcDoKqkcfp4PSPcHgVGeajYPNHj0ScVVT/t2EgYhNvB/5mNWEtMH9cRDkwuqgcWoFvChN6LVZtpt2Mz3daCe3E+SxlBU8MAmK/5w65XUMC4FRGRTYKXv3N2VRpPTl14RpQPiTtzM5j3V6x/UuAAOL6TP9saMbILtvq+8VfE+EL1Yw6JmtAWbvrQlvW/7MFW/sH41C8wOgRWVLuJPpyN+j1k2LXTwNfK0+Ko+oeU5KWuYykmtt77dvHFBt3Tup0oV0ZKtFlyWtUq+JhosFZYdb2R5yj7DegUyzeluXVBNHrzLn+4+sih97HiQ/K54J0XLRiTLv2CP8KNFk1CA14RtM4V1wriLAuThec8ZDbKDEh83TjR7EDcX19rQx2vc2YrEFKaa7gHo0+g15ATvtXUowF/hc5o8bAi4spHahzonTdTdtOtUOHgw01ETQ8khLWSRqCy1/N0OrDWvL3WI/jzDvn/syjuJrut0y/KAtja7eUqkrrXcrEQrXHmjMewtB/pTSvDNiuGUocfvan2v7ICjdgVqEuIPb0/sNJuA8kNlcyPTc9g3isB+/1rCkg5l68AjckSD5u+EVJq0wuAQWALZ+GCfdG2fmFLiZCigEFG0MT4oYi6ty0ZoI3s5+ZIQ675XDHs9nifWkaALT3M+KT21CBY+myAKUhM4IheV6kiP9K9vzTb/MzhXD3rKLlK2BQxHoo1O91Has3+qKH7BnJpq5UCe3cbCmOe6CfLgE/7Msj2YUD0oKsDDVjUvC+lNp5nv6gDgkTakt5Kg+voqOGiDrIC0vgmLc7yYTvqytl+CdfGamUqg2wT0xTxlUfdWMHw7vrTlBdWbwURfBWzvApHtdkeBVxo/hjzNE+5KvQrPg84q+sNpdmxTaYQG7zliU4N/EdPcR3EoUgMnC3x9LVf9qUXcSJbLkT4mqNGoeh6ANeMD3lrmmUw8nyglglAC9zXG5n2zNBdurmtx+opeQF9arzqTmtHY7AwOlX5AykDCLj/Pt7stPQDv3Gtf0vjtXNCeBd1AI6jnYZ6rEmMlfyIpI6AQ/0cbitXqfzoitu1ci9veZUCrieoqnj8WlaG/oYw0j6AD30Iu4ZOq/V8S6ry6HBLJCSemUiEDQft9UXEcaJhz26ldJML4eY+XbMIGJZS/D0/48CwknLalwt1EJp3+LiK6BXw8vP7xxGsQvO7RdFT8WxUB1n9AN0zp2yC5WylbmPB92R44FyRXFKTrntRAuPVeWo5MkgJP6a/p2KsV1cjj0IcMX8EpfSJ+/4ZSRT+nnZabeg+fnfTJzXjZtnObhfXJNq/7BtXsv0dxp2xiosVkqj7K35rpK28cQuGZHBr4qiwour8obaPxxjRnI01DCytAmczY0WNi/FWrkMnClJlob1RM+sWD1yb2JhpdU7EyrMLu224SR6pgkDai6doYHpFiLqCxbDX5Is4f8KGB8pgrgUyx9JC2OLKUfND0pZ/qUpDBM+hVA2n4PLckvEBXcAEvctkSWiqK0VWNJjVXk42YLZjHsUdcJfaoe/S4kbJ0eqdHtrWWz+SIP7BEr7v2qkzyhM8rAiWe68c6UHLTP442gjUU3+LkCuUb+YHRjfGUrPCVQvshgbB+4smFPWoaIpyqfvDyyg8DzwBHmChtLgOfOREagNt/TA9Pfw1k/zLfX8TujMi3edDgEjJ/gzwtOx91MZKAlL3weEF83vJK7drEykAh7/ODp+PUo6R1k0NaMHaYg1lQk4/Tu9KeP9Nn4lJ5sw5xc+IkAFpBNBZkTspxeu+2BRZZnAnDDGSiHgBS/3AOhdFoBm9R/SXAsHhG6RYVjEzD9/6d6yWbjI3Y3Ie71ScL6MyjH4xxQc56LknTY1ZwrUnzy1YH8Fr+xBRVNOZB5BBuXWAtZmxjgxptyp3f5Twn/FBUcJoE0wSjkBk94tFW4xHde3WKPwH51nMOpycizYAeb6ZTQe/nJW+St60hOyA3kLljfqkuTNSbRNXTi0zEL2M9ZBCl90uXyC+gd1hgzCOR8TavKjtabhppgnvprACrqwWyQFer/Hb9v45kwN+JIq26gR/0IY7tBQ0/fFe8Vdr7kRLkJziDZZPMKGObRllde+sVPZgOIuytbKgID99t0Mw9Z8dDpnK8cdjBlLqpkyYpGaHGbcy9m741hQ5Ds/7bOVJyCFEz/+po75IdTdujHZDXcLRNa6nm7vXeYOL9H6aD/ds0Bag8sCzYWVJwR6tad6DNer0lRxD/kuhuo6eV4exiQEEdnADJLTvxxoMRhD3ahyhGLOPYana03B9tcSSYAUiRtRJs+4PydbojMy/uT8w+9ubJIasUSXUZSOL+L5iGpf/uEBP9J2meSyT9stE3gyiRGD2RSbDy1VfccS20utohyPckvNKb0Dm6CKtgVcL/esxwDVHmGr+07F/MRGmWPa/KIFefm5KBIGRb0UbxV/8ilefODPElDkIZ0v0kklm3vbpuVIGW8zLtSudnBUPJkoL802J3zGo4W63Q4PutV4XHcuWD8LEvtQEgN7F9teGhsV9VMx/ENHMR9rUnr/XmPK4q0o6femVi1QVECLf5Gx3KGWvbDO10olUGA0v1n+l3nLxslDsQZVQwBVPwa32h0i7moGgxdbFRc3R4nSQmeQLdHAJXy6KKAj1ZJtxZaccGHNrNJJzbPX0vWdpKDN5z6HxbJhZagitiURp46dhJx+OJL6xmTYchcxDvKkiNRQ+bDn8YRQH3+1O6eOkCv+xgXajDVO/rCeQYmoSxPN5uEqgDB/Pecp4/kvTwOJ8ZbF1YMyTPTBgCY+Rk2tO4OD2xM4kcFNNAFhWH1/NFbt1h7Hd2fIvFHmV9Upn2NrCKPsgeq4xszsw0fowzKbwFmjHed1sKVTs7j+uZzct5KNsc4RR5aPh5lGe2LVP4Ap+5NlmhQZHjrre9LSuKH+Gn4WOn1ONlFkevjYeladZpwNgTbV88FPNmAXppvcndUvXMSQkPKoolP3IdXtE/n/ZPcX/8O4olDyNHvU0hOKpQjEbJGK9qDLjVTXoiLahhIF7aW5rKlZeYpZIe10JYCVqzFs4a3WstysmPdA4DggdgUfClv11IIwNsTadx5dwvfzxSGb9i3sUSSamYK1eYRB7C3Bd8LvT8ao98vBjl7XVrD/Cw70sHLoJG8xEAxtibXFS8if+m66AWowB7GuxuGPfWFt82hXF0ZxslhoCG0Spht5ahM/5gUY2QJO5hd/CJncAfMD6jWtVYurO2XKqIGaVENKxKvZO3OBrJ+TM2XePU9Gqlhqp86mIPYioavH9SXj0z4TDnG8KiZZqmsU9qrI9UFD7TNsPkfXZh6ed46CezMRLqVX6u53TEYMi78bKtYc/EPrQPLz2HBqeLSb7GOcXceVVcCulbbsjY4a3L1TT0CUOHPwhmZSrkboMPnjcd0HnxOo1wax9TMPjkIi2NYFM0bnUVJDsWgG1FqKv9N32894l1/U4N2F+vTLj06apZzAmM1yRMYyGWh3Tlyv/aOSreEABeUFdyvyvPIHoPseIza67hN8cLnQEJbOMPKcMzD0bcopuEif6MRZClQHolB2PEqA23sNalLcNX43QCCk3jpwIFlNeJSQeYBic83keWJzQ8AG+EcTetFxz3jgHpYBfYkD/2/NxdwIEa+XPs2BURgbZzSokQND3IqKVJy8Uk6MAaG1d50GehJkkgiyC5PAD7VLkfEl9C48T20ZDsX2tV+uOZOZSntvF1wYis5JlZ6tIVUC7EkQnGZQY2t/9+tRWO/cHgmROsI+PmLGoBNvYn3bRk6QGuVj/yxAK/k3zfSjgeNMsDussWoS/ArYHQqIw+F/buuWH5xRil7VbGKkVx0crgR2CqWsTabKCwzZQqN7JTXNShHHkzuERSSfUmp6+rQBuurOEH6+CSfXCbh+3oeJbAeNc0tD0GMMpTShRYbR3j1IlapDL50Z4IwUPqGTpXAIrLPeVjcmWxRSujCDtCu7QgJglYeR0/0Zott4EJc4otx14j6YfsYMFW7PhqOmM6Gp9MwhWfycF/vVbCBSOEYhsKttVFgvckNRw+Flemy8Sh6Jz8MWFUGZulgYquTh0iG3dNY5QPlp/REBr5P0hjuRIa5QyU9erNqXPqdJ6U8WawvnN1b5C36R1WIv5NPUs/CRzUqfRQnKDIdODkhd842rPMfW7mRINWwg95RlktuUy0IuVRH88fl/T1nIHO0djGMaeTySQg8h28CzXdDuGkrZtpavCsWO15vdtSCPMYsNygB/vN0x7D7mrQtmxy2RUGu/PLqmF/bz5JW8XEjp2HytZD/xxOVt1V3jprF/vbOcr6ofOwWM6fYbehreLKKBDkZ6hwNvn26x32GjdDEaEnTTW5+AJTSscpgPD4egHMxAZ7Z8eagaCcaRaavZ+/VL0nTFBoE7NYM+drNzxB9Lv6Nuit7vD+HLgRrSSU5+4zp8WyMqXHg/yJsgWFT2NCwjtjxXOgiW8IpAP/O7tpLZ12XwYBTRQGAEdr9PipnaurZ8gbB9R24T+zK27jjk+8ql1sRHSAkzsKkjcZEY6/frkP1eZJPSTIL8ye5SmD1xyj1yPA5UaDcY2agxDCpyC6Be9G4mjp9gN6QSzC1q2QmO1oSokZaWNW8FDi69CL9Ulz95Xas2VnSW2DGHudAB+rJ2aRYUvfOmCCDfd78Pz8pqkBun1zAEQq5WOqTnmle8UorT1GAoMKr0cHbnkDT0/HPWkut8bfIkc/OKI+9QWyucxuxFMEKbQtzHJV0GJrSLosx/LPhlmsbr7xWTiLE63v/RwOE0xeHvlYTzkJECzFus1Vl902qNMMKctD3gPsUAvi/1ddnIto0fhH3Wl10cB1m8jUprC5ZirxSIkJwk0fCD/gJomqSw1XSwNj1MTRtWrHyY7SBdcboeC2hnuVkr4ga46xG0IKRmFSJxSEFRUMISM6g6lToHKB4j55FF9AKnJwjX88nkcRUQlCzWelFgj3AZFrsMgKSk2dBqHghQJ3aHNH7sCGUd3NEs8ZA2X9J2xYPmLF4iVMDfcpI36FoQciQnmjht3N/Jcl7Si8OoHhpvMDWWaPPw3ynukXjVYWub9KdSdxWpwNLdJ6Ejlg7zYk5sw4VaWrvOhMtAgYPJc1BzIgW4hkZ5MI3EtiXtqFwJRLpcz76hP5t3VOflgh2VnLyJd4dCgNsO/KA87KEktSF8lE0Jf/516CuM7rL3l7e6Btusgh0uEBUNZpI/CZU3SsuADEjnwYUA6iq7tkFlnRTe7kEbgs1Te6ggv5X6rO8NnqXp5k2WxFD+HZu2A/lPaLTqTGuU+lfzAnflyeL7gJT7+rgQipUeNo9v963zRfh8Pr16xWWcrNhkM7i0R4lOjz92sCPAr7UOoDV9gZ0RtPzlwrRmN0jP9aQ66xxYMF/nr3JrfXBEcphV2GnWGjn02r3szjunmpPVirYaS0in+2zk320/6FgYGobzSDipsN7E8CTY62ScQroXjavHXWD/2Jl9BBM8IdFRlGFF7+V+2Aw8niUzEzilHjnspjACo5V9sLSzPxa/TjVo3sZ5HAcOc/wX7HjyrZw9pZCQUaobKAQpDg7QxrZ2ckLDsBIOG6mqTf9oo53dhMA5+A9KjmUrR/o2eLwDzAEjrDgUDICFhrqRN4vhZPgAeWER9+WTORMjzYT6ITDbtJWmjkG2SYSi9lCWWRE5/g8BnDtuoUxXztNkvXOxEL5BCp7UYmdUxca3yRJRdgtXmSYJ5gfDj3zhZYrXwpihtk13VFs206llx0G7/YTfaSh1fE+J+z194trtr7YwoCuyhXRP1A76ZjzJaUBod6RmNZO3M3+mTx5QQcpcQ+MvCIL6kROj86pOZBKwtEDlHnorGZcQece0Fedfu042x0asBDlTHkFt/Y9d3PDIbREsogqUFkjq1LJza0WenanllRJQsL35BnPVEQ7nvDmf8a9dKmbuC+7dA48arLLX7qbmZXA0GhuqP0KA9Z0hvS4Uf0I8QgfXZhGxHU4BNGJA9M1Baxbeo20MWL+I88VFM+3oI+tIyZ8cz5MFkv90LXgphdyAg2BpTZcJkWdH2i1jHb/t7MnjSfqUpGuHjD+C02WfhHAyWz9L0r1VxhzidUiMVS0QgJVZJgas8FYFq2ctjVGZrRLQqXZ0JN3G7MCAseqDHGq+EpZ9EW+7khFnvKANCamOgn+pjEVjslSI9uF836iM/bAlymKYkzfzKHRhAtWsQask2YeJ9QQ/v3lpHpgWWicopjvqjtOzG6gKecjpFcALo7Y5YSUjYJsEcX2E+Rhossq0iQl/4k4d/8Mwkt0baxCjzbHIP54keZLH28YCl/Ss6t9tkcumdhFomHlL2/uRPYoRuoNVtglNG68y23gnHKqiVSVItXB5g5wL+DTLYRacDZMcQ6QcuaZuQHG9pWpBz6b1iNKyr3XQrMr9IP7C1frMv1UYlrhymYbj+AfDfuLrRXnOyPGW78gnEkiPGPlMGduzeXpjT7XgGp2bsAPKaOAfFpTODm2sYX0TdO23iMIeMMUp5pcIjRMSYF/NnZUQ+6U4YHSPxJfDYBZcnPgI4BITOWPv3DbIVF6+iQ12oJdDC0gh+TDDx26R06VEcw2wGZIOFsIuD4a+DPrH+CDyf5E6W3IZ4C23K88GIji6mjLi5XjpBse7BUv7UbYK1K/UrZnHa8ItBJUeZbeWj27f3m+Vlyxq7dNrDD0NIEtdNn0dmYdz5Upt5/Vi9cosvDDx1s09CpxxQQQKQ822wHWrv93WVWDuBLVKgxupk5tm4gfxjjcXNu8wx07qWU+PFKbCZjovWG+eWeXzcU+k96Cb06fOpDUxa3TGi1gWLNNmCYXyuTyCxLZ6hQe1GCz0eNS/GdERDfl8wG2YT+1PjP6IsqbA1RJk2MoaqM5VA5M2VChmzhW+HXHNDGw+GjastHqpBh5p4rl66hF6w2d0ZbYf0WDZCVeKfscu7kMPgPfL/lkBNRd3WaKU/BbZy1BjIvW+dP0vdnDraQKNr4A959L6EaI0bbuVA1MD7KmLVdrlUFPpAeMM/SfFidaHM4A0LCvMhHkSN705I3Dbbzymg8XP8OzY+RtkSf/gmibOgak2sFKWTx1lNknQq+KzCmMNYqqYSImnlvqNK5nuscmu+PebaQr7jpnxsJz3Vu9tPSTJnCeyhSsD1yMOGAOnOavnvW7RyfIiubdN5aWyKFtQBIBSY4KYme0uY0a/OROmE3cJ4fHCHj4dddTBoRyNedQAxQ9ajMtORDESphhhSzxdQDzaUY53R5WaMOM7SK6ryV1MNcpwWEYT8OidRNSl7SfOgGzy3WqiN06obuSeyFONIcaA7l1eQEcDiIjqgz+pR8vwxX3tz+xxERvFyykZQoMsMvQRmmATmYBh6rBC+rJqYjiyDbYKIk3qsbvjSmBzV+BzF11jguSWzMLIvTNQivrl/KSD5Bu1b9kKTw0VcoWTiGK1baOjrbonca6BvT6rblhkjsG89acxIi/7HE32CrQqVuI0+yHYC1GTg7BROsWkiJ3j6csJ6TP9ZISFKwhD0o66IzY5ycarRf431yFKQW1eP4EM9LcoZLa8QRt3cwlqeu7CKjWDmRHxzX9Obg5PHocOolQk1F3R2YmxsvP7KSziBN5YWUCXL7DJHu0a+lQ9uklOlMnFi0Ip1uLkjsBlwiy++2qxHoQaIhJnn34rCNPmUwkJZmTW7fGrqCV/TUrWp5joeYFJH21HXqcY0UFqQHIkjZr8bmaWMopna6T9tfHns2J8ijovpZW8Bt761Zo0KHlqvVZGKky0PG92s/EBbpyLFFmuosE2BeZke7d6bYOxWhtpclABoLZkzcD8aqUw0Pmu3nIiCuTp/cdX1C1sqS5xmKDapEn9bINma/dJudlNGETS2+hOK/asLAJia4ziv5ZGA1AmTxjyADnGstvdB/rOwWt7ibUA4yqXAMLVW9ly7lGFPJltPOT/PsmKIKYx9pJfHag3WdP05BKdAjoWO1k1QxRXVTDVcZqoXB6jmVU++2+x/O6xNprZ6BHB10DdRGt2Rc3snKs31/JOKb+d/u5OsGIovuE7OJ0uZTomSsb3MpwwEQL8bCF7A4G5EFHAFMbarfKDWCh/lB0gBnfH49l3w+JfqdxHOUN/1IZUxNFKgZYbhE2YP8PB9CqSA3yX53WfAlFzKE5XZ2ie7pSI6tmB8/E4fcp2NmRkQ8ipwPaH9BCgqRMMHhrP5DBOz20tBDcmTdBZoKsweapCy4OZJxohY7zuTGVnTwH5zcPXtPIc0ppHc3Zra5bnelY9QHc620Umc+ktP1KfRZFQ15gewCB4k2SZXoG4d2YBUjHhBmB+HUUFpC0FZYZ63zRfKFOTD9u1NnzNI1bc6XsW1m2kf0NGHKXoa0xJqCL5ctKB0GMkjKEGWo1bJstv/hTuhEi8x9EutABRdmsD3hM6zsjNAlMtLhiqSBDpTU2jpffEJXzgIav0sW+sm8b+nQQgBGoeuBKe7bE/hvJ/vNPdhprx+oMqPJFMyHhHyaMgZ1zWZ6RwdH2edNVxmskc5jIllmjZkbKKEzlfKujissSiwOCZAZ+EBXwzqyypoHTaZ+mqnyA1hl0mxutbAECYyh9U+Tv7SSAWoG7Zy8chlr2YJDK7sJXoAmTuztpVVqJriRVNw+Xc/kfGDhUuHmWl+o5YhLcHxktx4OiRjjlKmaZYESw6sNQZ9X8hc+gZlbvIgnfwRAMwnBHti+6m9qx9m1LsRATNrl/WYmpF0k5kxLbFriav8XIJ6tEKyRffETCbfMn48ZbqtNmLtqRnuwCnphbuU9uy09IY0QmCxxiQTr0Jey6gwsCplxzPEUbgKOwl+QKGd+Gqy8+oQX/bM+1JUhgsIX6127KLWsxZ3a9j+oJcWQxm9DGN+QnmT31TBffNkrh+1VeqZlYmogrmFZG0vbQ/DFxpOnnjZH3OZpW6LCjUtdUpjl74rVlx5PEiVfaRLtG45DQ87nFZQzHXAb4xKreHPa2rPQ1VnFfkaFW4KA1DosVNecH8kocEZzQrz/cSw/ajIplNihHriJk3ZTLhfvAVLb1kbOCG5760NYRbZvXaewRx7q1IZWPXo4WsLU+uUfZq8CoKLIIJ8UtsQFdjEUxJ5IFvo4A7uB5ePnbLS7f14tXSrj2qOnfI/a2yUNrEqyENnEPf+mZtMOlQwReaFpk2MeXuVAuB5F/moc8U8dOcK3ruR9fb/xvs0dgr2JUIJFwkANt44F1vG6NCfGT2kubLUryYJ9IBrJMXTo8voA6lQh5mJDWMatjt5cRqPeS6wg79KbJPSxBqx5caR6H7DQlGtcZzXfgI/1yh4G6enanTAHfpw9nm33PsecFL0yQULu9uPv1ghqzShWroP7w2Kcu2vFF+vMjeRUdsgszO0oriVNNF7q2rg4SzdcFH+ft9/1kJybT7Fdr/Ob3b4ehQKrmR2+lb8+HQ8aVBK5GRaGdalDFAEBgoUIhj0eq8gBacym7nOnJdD0qQ/FNKk9M3vTbBMmiS8D2OgHHCTKizvQxNi/b2JLs8TT9xCyWrfhB0h5sWkU7Yp/cQfUHLs6Bdr+wM/N5wD2sEKQlrzRItEwuqtzg7knZrfukqHgNF+YNdoaGqJvu6d+zKQIEGixp7BphQux97NGm4PZFltkt0r0FnyM7xEcb8PEItNlbGTSxe77+kaCMCPGLQINa9DPByEFxeHehFXwbVhKLfaeiJvdm95QMdS+vcANZjEufbY++6nwZZdYFmYEdLMYDhHfd+hwGrNMQN374JWgxIG6ywIQCma0DYAju8WIPGhAB3dllP1/UwuGFjQ8WSmQr/x+xZDVmMJXHYbp8Bc8IfqZNHEnmllEFtbb6oRlZMVG0SSkdgXHB1isYGh2XdkeTj3qD+hHkVFplDw9O0Lv4ZPyUkVaBFxO/DbhSMik9a41ikrXv7fjUCtPg+PFQN2IEQpZJ040IXvjRvHPgMIfAp6rKKJq+z2B9yF7GVYfidefDx91RLrISPRrI1wv62v+5pIQyRKoUXH3WpdynUSk94t1U8FaQZxSnJeppAOeWrNEWDC66oxXKitQ8GoOBRew/zdJC0sAicfThyizDGjI02eQVkXqXYUBSSGmbbVK7XyKyiyeKmqHzUJK5F2xLZAVBjWciAfN17JEuMMZI5oTvWpZL0d4oLV6W6ElCbGuvlBP562A8WPoSm7BTp+GZn/UOYJWKsgw4i/emr4ExrZ0i5aTBvqRi7QyaMGGtzqeNuqSx0fG393OS79npARZH2TU6dJk1oweHg1YFyembL7T8fNjUqBlxpemlItcFfjFHk4/YPvdHnxvTW5iVRJ2MOpvhmE+OwNi5xkE6owWb1XtIsa6NSjV/CJOFaoJwJqj6oqWYD4TmnP5MUdQk11dYX/Q8J1Qm9kPcL8V1jCSwfgeb0P1r0uBosLCl1pBPL25cZ7UwJesU4m6lkO4MqBBNW43LBKNR7rikR+IgxKKxtD6jFaIylooy9iKoRyoT22juPdCRyqkie533I9uMIYK4qSDQYVPG041xz1fz8p1KtR4P9QSRGMDCXNWj7RX+WoXx+I9rG/TbJxDhVvLrikhLFEsoIkErs5+EKjITbWLGzJbfyJ3hu/neHgTmf14mpSVokPvhWP0JzGyg3G8SyzBJf25p+5jr2TY8KWNEFPqTBdrRzHEySfBmv72whDB7/e1BLIy7HOgpI9y0JVJmds99vcRnM/IcHjTDWn4r6M0oQE6HgsYM061do+R5YNfdriDfrzzbiVGlOVQKa4nkg6RzP7nfjlMY4BXlZDKrT/Aft2O4aZP+tDAdaKmZP9fXjica/UCur7YSFZZQk4wmchzo5AwKtds/kg42tjTenaPjjhKiOc3KxTeblyCQMxo8iZV91vcRHy4h7+s0GJAFraaPw/StjKRM+nzYnsfcuBkX6pVsZI66JrZ2s5wcJ1MTlmBtPHbTPUgjyLz3uGhromSK7fGUJez+7hRrK43EJbQimyVzkGg6GedmgXcHQBAmJ3kGVFAyvwzq2g2Ppkll4UrPcmn6FHEZa2VbnDGnSicHj0OoqTZ1miNbLpoSZ03q0I0uPA/mo6jsl34wbciOFVuRboBGEJZUoFSKYXZFEcSXnKkgx7EnJN09Vhk1+m8W+fH8zA2/Sl5A4+LwMTmcP21X07zfSEhwSkUyMsT/08ukCobtKvIZnh22B8DXjJTiub3UOcNXCl6ISlKXUjtPvM/Mk556a9bL1ePIEFk0nvUY1r84hn4DnyVlRjBcAAtM4TEqb2WHbDWBowP6bYyu+LskuqYbDcCClEzAv1E3QWtNIuEVWsD9SN8FM7/xWQnbkizp4AyDw2EkbGQdJ44Nd9vz5ZIvPxDm/vkvbPwnqtNYZZrGVjT6yxLCSyULmrvgiD6XcTR/D/cUX5UtR7F8oqgyZxa/Ep+xNqVKyQ1Tx3/p5sFJFDNy7X55PtZYsDyj8IPWivEg/2p54kcJ4dveh7QBOvxUP70td1NBu8O5TFHTZf00pKbVzG5b+8Vebj8wHI9wTW0qFUxXz+wFBe7bW50WWDgWWXmj5xyzMbSP10T1U3FPB1xxB41YCcQWQXsrkQAOX32NMAx9wszF9U35Z3vT+yyHimJl6fBcd4vU12Ytm/vvYHdSWFcTKIbOLZkBcUCsaR0cGwm59BPyQ2/VgNiykIGpr2SBhhRJo6QzrHoRsVcv9F+cCPHDeqV60fzdDzr5/a95k2EJT1zP9VKqPQa/H/Rce9/nxH5jMTtacV+BEv2hAAsK20YnqgZ0xA/qpVQ4XZV1i6IzewTiP9FUatIxMZi1z8zcQeKBJv9gmPshUlqxfdhSAiTxHOECeJuKRIEs9KDIYep2Il3kNveXyh0tdcarybxVuN2ygHdt9RJL31kFQn3WhZGMbHIX2uQfvimKh0SM63upMB8e4JR2Gua6sSAyfBYstsDBRN05r/PlLM0d7hXvWiT9FQk5Dp+Q9w+wgvltp5gMd2N8AqcCJWzB30e0rijYJnMaZSF84P8UAaZ74k5EOTak+hqUoWXIIfJkLlaLwXGnuqHbrhhRSrtMXICtVnNK5dky11t4oZ3GBfYo66+al9U7x1g1rELX7pc6lLcu4nx2tn8E41O+IdIlrMbK7Xcnm8c04plIId+sj4swmhUeuXvHyoedLfcyn4CYesX7iXLd5xVA/ZhRlgdgMqujiB+VJ6skjuOuiar6bWRDWOUut/dpTZ4i8K2P0SRN0NE2zexBSo6ys9OiJhDm1J+LihyrMt02iiR0TFHJgSXPu1NjzHjUb33XEIm0mQIzPNbaCOryGedHg3fl7z0mQJTNbpQmorDEsCzvr7geZRAc+pqzyxdZQv7TvGOTX6vU2xF6h3k9mu1XiLmNKtCSjobG+cNfXatIQ16VZ4R/kITaXmbKVvzYFx0qlhdgbS/AOupFlEjpqXxNcBVJj1oMlfkDV+l2PSDXehUtuB2IvKoqmozHYxHyZshv2WId+zXEYyoSFMFbUJLq9/p7S24+Hg+N37n/5MqoYygilI1vX13Lke/EuEmwftDmurToT5rKg1uNWZiQ/9+DaU2bzTSBcrUBLBCJZRM3lzC8h7G9LhxhBtuCWilagZXBk43g3ZBrix+idIg7UArhkVj4ht/k7PZ6YAY2FSjJ2TZtHxHrjr3hlqEgLebN15bSafzW8gwNDSqqfuDDwg5p7mzEXqt7/n/7y2ddqgSThbnlXdXG6zHIqn+xCE+6SGf5X7FU5Jv+EE80RuUeyQ16hewq6pCxg/hX0LV0OeujfvrvYEjKM5vu+HZVuEFes2V7+kt/5ik9/SGHt9cRSN0NF3Yn6dw0PKEKB7NVpkp1nCvpBmopLO/M4Pq2zV/04rAmZmZh8FEnF5eQqcNHHbgfiNuci9SNPThWV95qEQHO8VNnLsvOiVqiLUw2SDb6R+Z7beiI2TpcYLUKx3ifROrADS4yJdzsyyiv5OQ6gcK4QEHS2tlj2HT/HoBehbc8GgZWXLVl9DmQPY/j1mvT51BG24k0gdEFz2GPV58DTLqUpA/hpjJ44WnIDZidkcAznVo3UPIhj+x3vslih2GW9PE1yUaax8WqtCLLqkocBFyC0dHPCnAVqjYZ/akziU6URafn+JiRGhpJwueOX/AiapV+cLXyhMn5z7rqcrBbqD3TYoa4Fw/R/+N7mXdZ00jjT4FcV30g9zz6UofWbJSDEz2K3JfGcoG/LRppXtGvLY/c3/P2djdbiDV1p9NoxtFFTc1VNGC7xBRn2wu44OszM6UFLV2OVY8UfvTAwivNTaUZKiJWrIFNRlYDdcXK0Yo3Yuniw9LOzecajKgrIBXxmLkP9gaajOjFqSJFvSQI5bO5COF2R/IfVKyJnf4EbavDHuY12/Opz4PPzthZUP07YS75zOrrRCUXxOyeBrYpbLPNHCCSUpUI5bWqL8+o0dmNRR7Cbm34iWnq2U0RAUEcAhfmYUFEwI8HmKN23Fh5lebkzudLa81FeVkTEaL5UoBKteISznTJIRNlauz27sy5f01QT3+vWm4GdK8O+w/R505nxlKXgqIR89umJ6H3qvOlU7DCVjOqMVlDgelTsFAge1OTQrbzb2mLfm0+b2JTPH9CWkaEk4W3IpmTZdFLFzeIBdIB8p7all+JaVJQxjY6lTDtjbFZAG0Ra+uREd+maYt7ciaSTa7cTKm+EuE6RCpGvYClej2daOPy93MB2Sy61fBW0zMI2iSUEaG5KFt9EOsDew32ly6tvDkLJhHLc382pggauuc4jyVDtYVh252oyhCfemw2uoIhZpMH7+yzS3idEmGiHFjOeqmSGmmV10m+M7yzkb399BBXtLzVluU6IlYDNI6DsAg9NLPN2vpMT8cQRyVpezhKC54dJoW7bjR8xsDXlYmQabvJY8gl+YpjVOEuTszwTCufVUGz2GFCAPnKISSJHRD9wuQOsMwKtuxZLDe+oNFEDRMY2ISarulONB11inh6dJL4TiZ0zxYH5MgZYaAgcVlr2P/00mtcAyJ/LrQHJHCpQcTiu4nJqZy1FHdjxFPuwtrf7LuGaGf0uyFRul1T5+5+eHpt45b8xbxlmr2lbaelGds0CX8AAS+zvO7ZBNJp5BsDuf1v9SNxASmVofk7jlv//fpeiH28Y6EO2hukv4hQ4PCtDD6sv1A2rvqkjxGlNRpPCKgL8JwIv9lBN1QHxEbSxlEOTHbA4bRmkLtxMHS8j3+b/G8avZiP4/0RJ4QxAZMRY4tjaTixon2Gnb9lxw1i4x0vmyTVx/Fp8ZQnzDAr/7y139ZDHYBmB50J77cJFKwmVPwtCZ/07/3wkq4F839EPXR5XgW22lRRNaEsjtNLcB11wlkaY2yz9YU9fJJ21XsfJkRbhmlEJsKiYu4J7ilgSdpaUT66/1qEz0/bfMn1Vd7jd95NMR6OI3b8aYShO1vAtXNqirtIi1F7YFlK7q2QfoctDAbxe/8aqw16BAU5edQuVSMwtaIPzvmlM5JwXhkxkVxvP9993QY8a/s5wwNwu2+Oy87w+QZWIr4edt/g9VnL5erjU9ff1uIUsO//PAmKJwM1DwKaS0tSVDXyZ+BJjYOQAA5cWYUJecIyMmYQwS9X07OMUnA9MoLw3fJ+euffrmnUyhzDY8i0d4o25DfbNI0C5wdd6Ng3XWHvG/1m7hVDo0YsDR8upXgEOO3+1jJt8qRtDayqB8T2jERQxa6A4hlN0St+VbF2KDzl1qhew3EtkHHaj81v66uiHc9Uo7LskugaxF/riPE//EaBaJ5XpesvE+wOd03YpafHekGfoTam9AVuX59G5GShHB2fwZu+oucWSyN5RRSTYlaBW4ntfeuIJz3x648UXxLjYL1/f6nHVFsED11vJw/kCExbtDP46KXoqCAvQSS5juRMp3boKitwpVWpwbCNPpmHpuhRWbWNBxOx7VdmXfmlBHR9NrZwKjWX2ExksGHF9w49W4WE+ROdNh4PfAgERF9EY8TH5LBLLtzDm19Z3q36veBkYbwb9OFz8P6H1cpAv67rlX3DN+SsWT3CoH065fIvXawdCR74wHE8EP87J0OUmK8Gc+8oe2f6XDT2c+VKGMv6bz/mbr3SjDKRyWGPWW7TIZ++PhsOen9UFPVceN1hEHWrNJ7h1HQMiyzrHKKDAG/m3mW0p1RCLwPWYDy+vjg8BaWpxTXaeiyFjNjnw9uKFNTus4KWd8uKpXUEBmXWX+n0fNkomUTq7cURC7L2u4kn2l6JvOEngQjaS/Dy2pY8fQy/+E0cKb50vaWzId7GJRzEmXyV8Du5w9aEfSQIAf68HiHTRWYqSYCT4bTtonoatPxVqxmZm+YYNOniM5WzPUQXe8XurWX17Le1OI580AePFLkqjJZO1CWNLicJZcRnHzpvBq7PRyNLoSMvHZqp+yhZj5ynyWwoNisyKsTzadghyf121rGq4KG5bKMp25zCI4qUUw713rozaOdimew2Ok4BUj0NXkvqfEnEdSxWiZmYdgX9SbEZoVRdAzyhAn4EV0vkCQllL7+vYQW