{"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

    U2FsdGVkX19L/9S2ZKAKizEyYTNqssMYDofrNAISVBBnRrTwuGbTk88PE4XD6bNlUeimw7NqHwf9DFs+PSJCGHmyGtAq02NpxBnHyXnobqgOmU5MewYtirPVAq131mc0/yNeeqDrEMD6N110JWmnTjm4tGShfnQMQT81VSeNe4hh0zwZvdV5YqfMXqjNQNiNjOi1GWDmd3NkrC+Lkoy2e3uFZKrun76RhmC01mB8n78Nf8obVndDy+m7a94UrU3qSavbj9a40EXpKLCJ7WJdNLq2J8n7gfA5PkMkdVxmlzJvE2m+1uCzn3kS2NRV4vy3+vc3Hy+hX9vF/mgGL9ieAR1EmX/Vi0KvgBgU/0zlSiPbTpF1KBTnK0nqpqWsc/PGr3X+4BUEC5wD36CFCZzbmyWK+rOR8ikMcaKhqlfE2eHZi/kwocGhK3Q7OhLvfms+KxfXl7I/nZJ/psEmDMV4Zfl8pvOJRvGNr1t3YQwERdppB+XDy/XFHGpjCTSRyVay5Dd8s4vcswXsFHU79eXTkR2t7a3tZTr4CrD4cm1/5zbrZ2CNbRyFqGGCdrC7Vyfz7GHQTznftlA123+I5GYWCRKbGrtSS5eomapo/XUckwDFcAAf3pi5SSCtmK1mw06ZdZi66jXgKnKg8vKeEH0VN0EkkxJQvngUGQTayY7/k8RHVHKjq2b04CaXnJwIqH1hJfKZ2CGvI4fyd7CObuGpv8xsvBI3/3NOR0nmOrABj2taCqRg2CHbop2ZTgrylLuAhByAayO2XUDS/EA4UZEQfunR4+ZN1oq69h066f40g7i+GGW1oZ4RKYDamL/+HjSCIarkzN9UA6B5YG3TTPgbvmR98lB3WnZDzuYWVMi6G2v8d5lYccKOMY7ymW21TYU+rIVm+IidFFHLdNoRr9jfi2ieLQpw056NuUurre5MW8JiYjDflPFCMBIJbJ/l2c8jxSi6sj2SN7bcM5Qw0u4kCpLt/JsZwLv2eooFFx7Xm0fKyKckEbXXAVj5mcCB2Is8/0kUjA7ZA5os5JoLlFqTvkwxSkcbfg/iZTaYhKgk42xo3wOIGZ4105F0t2Al9xcj6yBazFr9Oz6KXA3xFfdmvI2qy7i3bA6mlGP/3zcLqA5dDnLMlKVCn2vhnzfaSugbmuaGpNm04DF7Zh7bccdVwHN95VZilntHYxXnAyikrMjy4tAPF3OJhJ0x6WTnNbBvyL+U3HT7qxxh4ASJafT3Rcc3s8R2KaqPOm0gGWRRoQpQjmVhWBQv/i8O4TiH16tqtpOx+eeL211HlpyTnQepoJyh0sx56dJ2dyajPGTRlF//nIxP58p93UuZYUZ0Wg6HnIyjGe4fs4DSvfOHgQIVFafzffTYI9Hjp7zndRs8DlZEcqtDBep6LwqAarTFuC7t0zO2PRL76S5pROCVt6dwXihUivDLgyj++rInUUdUczIMam89Er4JCt8MV99GT7E+Ed6j7x8qAtos5uc50eUSGyI7BlRlxp4bBb0XN7yxZKhH8gk47YFTulV4cUXJXeKCaPlf2sCC5A0DolNUVQmqhyPhEwOd9TtYQtOMfy2qlU9nCid6K/3sHQiWCZoAyO9KQKZZS8MNU4y70dV8tua4o3JVpdhJYnH2ZXo074sxiQHltqJOdwj6cL8IL9I2KD1U1AEVdtWbk7AHckbSQCD6CtjlWJ7ZHK3r7ma9WBXHdkcdFTGGl1eUrwWqHSfS+2bqfFuPbHksfFhUu5tm/SpAvEg3xzmQZFdY+wbbDTqTRo71BYq/41qXSXRAVRF+PdCVoOpvCmaS81KTVEDUQjKMYxLtVdJPYsh/H+stYaxdFFYUM/oZkt/d/7HG7dBPS0CjGGkRbzK/INA9GnstKaSeiPD6/b49KYapCsjHDX/g47NZKXTHF0I05wofKsTXBl5uPp2uP81SOZBYikF6vJbaMiioKSdYCKF64Wd+rFPl0n8TaBETyoro9wh4aWUsWOwE7KahM9El12dpXchuaQfvKcmlH7JWjOowpCKiw3oiul0zHDbKMLTU5bg68MU4OXjXdm1EZQToThaP0HD0jZfYsHBwfakKdM/rYcc7ORUY6dX7UhgQBzZ/FQdCzASPYWg7XdvMy3HbDGvPlqz/CGQH8BsdTNzJvkfGotYNDnYgKxfjSrKz2bXbIRqgNKJQJoz3S9WsRFuHhv7ekd3oqGC13UEMwkFmnCUBBoNayzGdVrNt72bLsJu5tdM8aUHLELy+sll+m+W3YzrujQrTdHJ+bD9b7afPOJLSQHE58WEBsBRSYhfnmcr3RXu8+TRWSRvc8wh5hLqeB72SEO9Ie/pPEHkP9IJb+VfGridxl1n0sq93ff+UpThdm/sTTeuo9ReNvhBbSMa+R3IBfNBdCn+IITrKJdd50SerSjnHAIfxbmth7OTAx3thKz0kS3P4wc9N2oOKiHEmx4iDpyl6446V9ts2mKKQLvD7FJqrSNxKUwdl/Xy0ruifMzJ9hZosd2PFQxl/8powdW2UPY3tps/PHULAynUeawtQ0J7sjX6g6u52zsillHJDgZ24bstzCnckde5B54DooYaMQk3VW6s55yE/GYWr+i5YHarFZc521XAqJdQH2Keqa/W0gBrXXlMpExYwGME1X4f0StVC4zLbaGiQQkWP6Uf9/y/u/4SewrReoFjI7XWKcBt3w5QUP05VPj8ni86URqD1hrBvAQZqQXweI1B4vzRhqdgahxfjvOzzvEa2hJsEGFUzjf3M7POlur4CR/R+nbXf/UcOZ7E2D2ziePnzYUAx78lV6WTNrl6R6yF8El+Gw0P/ScEfozb09Hf1gmsAbwYEnLj2vA+R8rYyUNBi4coIV4HoqDRig/awvDuSlKx+DW9OIc7etRVfiG0ib1JSaBCWF0BF9Kxbv0r3s7+JP6MEzfEBEyb0HIwanw/pl1skPWgwp8HHAUmfkhdWhucHU2Qw5qe+HX8sdNeqqkhqy9K9d4NYPBlFBOb72/HhtA4w7eYTiojZebpVkY5x7MdlYuSOsbXQihA4/qhDnGRFqTsjX4IZ+AlVuCpG5s7yJhTp5GCFq1aTmy+kpUAwQ7hb5u/q/DGm0tJBsOzpgrXBEQTAC/pr0CiaX0LXkmMQhxL3cJASF23JCxFH6Kj3fTSYhRBA6B93QARQIa6H0OdrFfi1bG720keDfO6lJdzqMm1CFzQx4yt/P5qfNu6XcZP6h9zH+CWYzmlj672YbmHgeX9niDfF+SkGjaoUGCdMSF7brW1tERGQa1I0fkoDAQRqTr6PeaCcAkYrNXf5mxUHKqlPNa8oHgXH9aQgGO9kR5ito/7UIDSs7+aRG1m+mo1t44D+37AxKuxGOvlajalQUkgOx4pMiXI1pqzMQaQvgSPL5MzksHhxBGa/zRyV0XZq7+Qbw56RhufHeIIzIOrqYlFmEbgaRyf7g0A22c6+asXSO5hDIQxwb3bBdY70qOiIIm/pBDhpih1nS7+VKdKuIM4SyGv1/Xh7DqDl54JRGsV2BCJpxcslaH7gXzMaGqIICYEXWrUsTfJ2x/hI1oezQGYMblF+fedin1zTdaOzizQ8I9ZMIt64YzfZXIDasceVwNCor+NbGVOmpdXmBDc/qxovoqQpbDrr9aABU9swW9w+P8h/zsqi496IAkryFhSloYyRlwfQ671ImT9eV1DmD7ZYrIqQi5i81Cl1jlFpgEcxEJttGDsHwdy1Jpw86OXVd1COJfVqjfNMKbZUtuxSFzboaXomC7R5pEoL97WJoEGgVzIMm1UEVYkszHPpcZSI1uWo5bUpBzQ9qe3yQZvrwPA8fFIiQZ02YiNEsbXUJLvHsi2BMkHvumXwAwQbw/8ChWiCswTNimrtBplQUgifTiL84pxuY8a0wF7ab2BgmaxLXlnXGl/Fdyy1XrEoxxuEKQmCvnn+uUHA6Mb/fbl70xLRPwzPMco5mloH+amJNjS/bfAr++rIEZX/8MjmaI9E5XjgBPkXdRcfg7dHR4CJpd/fVVihnN/HmlNV4mD5UJHD4oSGxdnv5sM9AXQrVGftkJaBrrKrGAZNvxS72LEGSxtp6mxl4152p8O5KfFab27ShlnUMBB9mfcJ0Gae++E5VLEDcKSH8zNKVQRmibSliHUiTjHhpWwOBauG5HINcm98OhRjM60W4ouARSAtTnfmFUkObPS5QmxaF1IvZkQebaSYnjD/PBa4pxULBbdjH8XdbQgr0iyTH8yp9zXM592zfwWZQ5pbxfNUuTJDYwpQoc9XSVlC2wQCiuneEZn3wopHsKs2mrWnkw8Ot45r/vi+oSB0BtYwDbfd/WEtoBkdpUkWYjSOmv1AeyFMHunKgKy6trfWjnGFRLoGgadVVYoMnb+xaDdZGXbGlJGwOkIwLHyipVkFTYOo0XoMVcLRmDNIVkRcbXdblxgEbtKuW8Lm5b9eq2cEIKxCITHIMQkhrrZ55M0Ql5FDznrdbnB0T0XAOYnyq7rIrTlM8n8zvmwiV7Yphuy9vAbiN3NF5hGSK4sjSKTnx2BqsFfImBcGbEVQanrLBIPePd6kstU5as8rGE3KMAQdKsAJZaF6icSjp84zcl4k9Y+DU9eDjm3YqSYi+sdlStt9ekBpsqON5AmwYTNWbMKdiW2CUrjzmeELR9OL1DZvRZem4FiXHyCDrvrdsEHPOYHZYu3GJlESrqgARAW2gSSIfKpp8/srtsHl/wrwssQMO2YhihQ0wP0A20d4j61FHyqNh+bSPo2il7PG03cOZ5nuVbTiJBDRshrZ1sXp3GrxIMbzdO446mP1xfHAVmaUe81XSwktJAE9vY3dSViBAP8MM3Bbx5PQkcbJmioNU0XFgo90I6hH2/N54RVFQrxnD/wtMTAuTIQthU4AyyOEycnaKzjPtCDl/AZRkUDnhz0gDKHk+Fu2DGa5dkvWwsn7QljHsj2Z3fOCjdtlZNAL36VR5J/nh8V8a0FN/1eyDX+lbndwpzeQshHxjMNrvEmc2lGYOk6yoUOaAaFzY7luaNfv6GWS2tVcMBM8PpwuaCmGcOz/Ou/GK1sEx2QS53ijZiDNo/BfNiJRUvdZ47CpAjeam0zFWVerlkf+0gTi4St6JH198Er0KshBDKk4LqWzcsIUHv5xJ9aKyc1Bp8wSffJ4zWjiLibpLvMBOkXGNGI2OnF6tH7orYuWWF+7tVdwGv8+KRIOFBlPxve5iaC6WL+MhtDUP0jRHN0mMxco25bWqChb6yeo0+mHlzhIJZ6P7tk5EOQhWfOikQhIbL9Ymebi3OdJUcyOWUoGDwvoHhtUEYdlLe16XCPpMnnOCr2LZ0AAXlnxmY3f1Rfk+L1kJjF9V0CIZj27EwJscFdV92eDzn4rFZm3wvV+kF85ccUm7avRFep26Rst5wF5TRIO9pYmYJMnocYzkChu6wo8n/VPV795KuHZpyTnT6usahHtqMb1r7vL0rJud1vTfqUVD845DYZbktjD9G02ciRJpLlZBafxfYuliB3Zo/O4XWLYNeDX3a4K8+1voBINaGqdNOm2wpqgR0JfJG2+WC2A+WKD+wpl+zC2ioqK3MDuy3zhhyiX3Ifnuvqlt6xDSQeUlBuloUKHOj/u1x7qo0/B95W2AoMa2vKA1m+zEyII8MCAct2h94aOVXdUaeF8repl3aPd4NFZstXa2+10thH7E12wMnsC4FUIH+O3evAyc56HXMKsdNtBiZre+FmQtJGOkWjMtvP24sz+r3jbv4lgg7OFK7R+JbOOf89/HodapDQzs36LDtHBcBE9WWLwDu7CCa7d5SXNjweMviT4HBEOsvevH/LsdSJ4V/1GHmpW6sNp52l4F06QZJeZUwT07AWBRZ3fKrJzlcgTJS8HifdYs/mMj6yh8DiFa+puuZmtzz6jbqSZCdBYSY6WOozyNYOX4aP1OoJxSPMESvgDyrLITXcF8xO96RPwShPzQ6f5L8g9JrwWw5H6idir+KYnnlRYW9eT0wW5x51+OmpRaEfN5YCJyIwNgiI5n+RoBmHhYwoXEv5nm44c6iutKfu0Rp3hZxz40MtC7TV4urmuX3lx9stOlhBvz7icyXKdfOMCylGz52Ih+hR9MxViC72e8iVBAc+Mj80M+E4r+9UowYSKCYq8PeowcnG/uqLHYp/WIgTOsHdHnzTkw09VzFnWWPrN9dgu8hg7lRRAG1kVsVECCPzwvfmeJmKX7zZ7Kl6OIcFX0dpabplvMOxhRfDm7+/ZxAVHL7X2BeAzIaJXtLvPQbGlVZr/wGH057w+hmtK17IiHvHn5UBuHUtUUp9FB5ra2tsMdrC+06YAhjzfiE0w4dsStMc/7J0bwvmkwWG0TRTFcLgvks/3CkJKo0gjF1CY+6EK9tGvSInSt4JeV9Pql38F38wstJk9cDr2caiFH6hFGVupoczcMbKQuDJpskBCIoPVNQNLEE47CH3EQsEq3IP2dPEIWpiD5ZxBHxp1HaGspdK0sc9R0ogH5i+R2pRLyczmkGtPeDhPvTz5yhOZmCKlNNXOkZKcnubFKqpfid/OY3ESwbFdUBcMbIRvy8W1VcWiLbTfL3gNFbM/Yfeck+I6XetxFe30ulVzu0Q2row3uaD6OHuS417Ys7Js/b57KBf718BmksUvc8eE3fWCrFeepypVd++/gJgrzzTn16H83z97R6Aix30ac76CgJwCFIvsm2GKrNDLlRBs/mMDHbJlDZ619mww1ORr1tTEWdD3BdTd1YHFdTjuBy/OJED5m8jRuatZT9VMPYCFXOJlt8EbBXkSdx8kkD/yqroL7ACqTGri1uNF6UeJUlbc+4vwyA8oDK4h4VavKbDHQqKcroOT79wafGuCofupNjIJFdo34QB/G02R3Fk+UCVqb1HQfCPlqEJSnB4rhjscSsivbBPHgRqoJObm6ZnpvXGa/1EyvZ8c2vG17AWZN41N0LBs0CyCLKo1Pq8UZgk1dv4e08ufM68GrEd7w2AQO/vKwYmqYmKsgf5ziR+j/eJhFMZ6K4qR94nAtwL5elf28j4hbvep4XA8DXr5+hT0B2LO3x/uojqVSox+dIXa7eWOxCzehrEDSxS7h7fsj072i59LSYaQTXVb4zTrMZU8/YIGmLUG2oskuW2jyBLllBytCJ9TgYa+qzVPApDfXcAeqfKYS3hJ+VHvznoUO9tI0lJr/nQehu7I+typZsUXCN2xKUSWpYmFJQqzVFaaJlzlsIJx9eO/iF587SO35Hv/qA4DL2BdtuuwsKwFYOOvtJv9MYgxsqLU2YXg27j5Tp7Xl9VjXjvtiDDon4IiObJkM0XN2p90aGYLbfsdX145oJt2d0Lefbw723rwVRThWtQ7hK9mL7Ccaro6pq323upJqxk1qniI+3Lu2P1mGrQf89BWhiAYFIQdbCVG7SylrZFPy04vVAYS+AFZEeznOq3FRcfQG70UBZF0uAWmQvMYb4l4tnCLnVwFQ5VUOjA0a/1J1QqY/ZwEm8bi+1dKfYLSD8Vv/gAxj+iJAoRo2FhW0lk2yr7aoysOCgP/LZdGHddLauMj4CDKTfH97RLM63JqMLPbrJU/L5ZEnwN3mIXHuHtPV/3yHNiUN0sULWTV/kn1MgYQc1YvYRsICW837MGztmpo+M9zQHcJ82SOXnhbrJC+ZjVBtm5TX2BYQxMSBf3O2Xhgt2qimK+pc4svjgIMagg32YC+JvkoMkM/6BJBEH3c8j0YAJywy6Ff9SXX7kW72jZi4FLKmLXARcu0D7Z05MglDkgJG4M6lWe5WPeyXNJ1Y544t0/+25maiAnAOo+nYnWjMHVrs0WWR78v575mPXfr3fXjbC2ZNepYecZL6gpWFT/OcQ8eOfbAX0J3AxxuzQ8sTUKp9vGejzDf3/dGJCoFJmgOgQt++ZvRyM6mVQlwcl1kf6s+AUK8CpAVJAjIj7EF/PTDltw4r0NA3WPXNX829FLjOTkCP+QnS+uP9aio9XZy5/x+qwNF/6vTjyYQjem3EL7Fk+5rLxvxdkZpzaxF6jExURwQ8M7fWBQ4/rNEgfkQrihVrR1YxlNXVjJVQe2lbpuMRoJR+8z4B4o5TLmnSLPM3nJbsfKn+B8KIlQp7w1zkmjQH5EnURG259HfVOoT0GMfEVEcU51HKFZE6GaTAOrQAwHvLGI+zCILzMC4w4t8Ju+NUMYGTuQp34rhNKU4zH6/piAwti0OiqL7TrRNguq1Nekct/VYT0kMhP/51Nvg7CGru+wVT0G4bn+e2uQ8zTf/evehZfMv2K5tFwh/YJYdI39jXqKOxhCGaLZVr1JiKPRZ/4cqkgkHfNStRaCp2eS5eYLA5gngJEObBUVL7TUV7ep9E4Ffrz9ENyr/zJC27CvUNLfSjMGqpuZ4poQBPH88B1+JEVZT4lk9sIy7F16lvIiVScHEzyRq9RGWxkTJ/Fh3Rja+E9/R8usxyPsJa9KqeNv57lzrKEdD4zkkwZWvoSke4GY9vOKnZDSqpfQJ0K4GgLWcZJCe8AjKiVQo8ZzbgTHPC7EEUg5zvHKoBRtvbr7817oAFonuqw8AqxOyUVDxpRw2sUvLBghgccxQz+UbSqDvVbnvy22I6V+XoUacoZDvZ7lAT5gGLywIz/iwMyTsJCDrEWn7c5qIAnObYdayvH4Wwfo6YM0Eot979LFtKq/y4+HHMvYw7+PYXp237VMTRoP5GAP0KC+JPs2xu8c77aegJphLyx4G+Fdl458J1gYvHM+LtXK3vr3Zls5rSRAGGM314e/0ntOpXZhJxHXAyfJ+RGgCjyr/RRT9llj84hzoRFI8cStA5fQlk+szLYbgvlkdOfQvL2dh7WzP5vC2Y83fDRu1HGQ1+Nuqv2SlkzslIqYz+BlEULvWTmb7H8xbQ+FTo/JHwHXGJqZhdTD0v/PxKYQihcGpEZxPyO4YNH7CEw96Ryx2UkS+oNWnD8BBqiu3gauRZYdf7Atsn03zIzH35XIv9233rXJ50lxT7Rd0fuKZbOaucjRe89FXCF5Ism0i4vR/HaZ3Wq4utBIrrAD8F+xaifScash7L63TZRofJnDzjyLGo8WY0KiAjfg7UwtSjWi9ibPavrO0xCdij2ulAF61rU3ofW0bevnT9YFxhvcSC7+Pg7B7D+E2iAxAtDB90QJ9sdJcXUhL+dpAe1/dzarb4w0vUH/KfEsn7mFp0mjhZkFMKFgFCBWFvOJByemhXOpxMn/xMQTqXNLfjJn0JpWRfh3v8/TWkwZnVeBI5WaQJ24839dT6QcxRh5TGMfPZqG+fRzAy2aE4L+nN6bSGYu0x4qPbPJp2I9a7O3ov6XRCi33881qN5+IT8HjN9e1nLIazOPyzXCNGxJK+Lagt80BatMDTfwLyRcc0ntDKojUJF/uRFGcKIY0YAl49oTLlCZe2MqjP1u2YJ0xmewiemkJy+MBi2IQizdxoRqZAnNIUNgLGo1qSTtlzR0PKRK8fHcK6aiaafU8E69moCFWptP+zYn0KMU+/8Pzl6RrJvKwCKBpXomd8faMvE0mO1UOxH1n4cKVT4kaWBVjMa/ydHa4PCIC32VgwQM6rNRrJh3HpGCwDzIXpCZOLsMtHTCWLnIqgV20dV4jf/FGstSIQhMAKnf0tzayoIXpJUcIdJ2aRmRSU5u6O4uC57d88as0lEyFigeK+OXEtpx199kdBRjs/wDtvqNm3xejXRJ4qQfTmezA6blw9GZAUOuhd02DtKWVfFWn7SwYH5A/zVw9Lvn15xZjjmmlGiiCaAGMebFqPEsSVkMJ5GH0KW8c6PnrCgVkwLRgellazchk6mbU36rR+aBBRKKd38BdMdFhH+KPBO2ukdwbvwDC1iGXh26dG0iG/e7WtYobkgXErsstGZ5bnCF5Rb24k3SxwzilD2P4KnXcW2WU1Ufx0mp+E7OWv5jMPSeRpwiX5QybPArBQIefDUjqxmxCRJTPaMkrmVdk3A8SA0R3cm4rlora/z1Lkl335sw7PHSzFHlkJqsf2HywVfl9138lu1j0yKkoEubD75HWDsHcyNk2Hxhb7qLQf/sVULgxLq5Eq9CLueQquVlgHHoJNe41ExODBupHYbSlj7UjRWlDIozSTVXEPfBGmdCjj7ynvXvgMJtYcs+Owub+uYNlbAf/48ujBIDwLEdBKJ44TDCBHiokhO4NOZqaDAaNds92C1f22Uy+JFuqg18jqAtqG6El9QjZ2f7PlEjOI0aHMa84qGci6MDdGN5N9/PhHtM6WgzyNGG9YWJYPxtSDq3bLX2rxOLJK5vxnJSY/Jao4B9h8H9gk1fPdv429JOTJeMMhvBV9J8s9nyYty89rax3gx7UidWVqwKYkaSeGJExB7IlLh+iZq3VXjQ0wZWQ+DvSlTeP+pN09B0zzkqSk14K9vI71+ev9WpOtT3ya5Rs06anVjXtwQshC1oSsbJZnLI/CGrM7nO42LnN2sCme6/s0MHZZ2mnHk3dTUSmvFo+Gs+YdebXTns3817g5z6wkWUuBZlvYi3w/4Z1fTAvt46TvvQtiYGRMnhWwQdNtNcAj6VpwltvwMFy/lBWjXHajpSlefMS5dYnsBXHQLeLKSpdhvEqTvIODfyozMziwX7Mibm6M3pIjrWoGyi44VnGs/i5JRszt9Ez59At446MsWhaF9Onv0xtfCrFKszzWIIbyiwUbxGF6nypppWTd7xx1QtTgwdXGamWl2/uwQhyldbbcv5fJbOvJ76tsg1Rt8W1hrJNjVmVyzmDxHNoh5gLNjvbdQD0nf+UuZofQ9qscpYGeTYQY4RI6KBl6n+j1AUN/dXt+41RCTXuv3rtGXSPReHymgIf44nd4K5EhJRgRDINvgchVPVKQoaMHdvlB5xxcfVQWnyQ4kFxwDF7LvR4w6SCqoctzYXwW3CnDQIIBUxVRMPDDUtnqHe6+YGKKGuO057l1HpHtJsF4DtQTXYuSy0C9qrtvyTHW0uI2Yuh3PEa/zctrIs+d3um1LlYj5g7lqpm64OfK4C4TBQ+LTvVOE6SFj0yQeLnZB2NzDZGN0ZYhGCi569OZOhW1Y1K++vs6URKSc+mEfQqweUz1tX1eeDNAvieCWQwqzneTnzCpema318QvnjIBAv4fu+2O4cQjvopGjIqi3lun/2T+Jxbp0hafvmh55TFFVDRisEV4roWQn+SL478de9MtE6LymFmDqtLAikEZSw1NduyqoLC6GTSptRnUenArPVEe1QgdboJwNL9S9eJqMN5oHTj97MWsAtOEUZtNTkzrohHWWGBsfx5P1ym2zYnJVryZNnT90Pfl4yes3WM+ZAD5jWVjkkIiYh+Wb3O3oOW4gHIgwvKmFBYVAtbVtlbbGrE9AP4L8G+396FXFSLXVPhjuLTRQiFpPyCBqICCboObF5ZvB7CayxCSfGvGekJZpKr0VuJenHYxCLu4qoWtLCzg6k1aWUVKqLZgon8lI3eAXC0lrNSxqkl4SBfPbHvOC1jU4hXkgFwdyuIYH7vZSI3qgyUtV6mdbaFaVni/vuS7KTWJMcFBKNcmfnpqfilMYZvqIFUMQ7b5/dRHp+XBj66m4PnBitVz9xUKmQ+QosdZbj9GXKySWGkrttanXZzIdd7aQpZ65+/h7DE6mVw/25+zwxLbhO9y9OyLZdDSW+0O49Zot/xup0vXUjRmR5X8PfJSgEvpbwZjpS2NTkwKdDtVNCspdHQcA0bz4lClnB6zVK7JvUHkAHiZDJx+/Kzqt9Jyyusg0CfWIhcF9lz3aZV/qp5MHPDHcrvgveTlhS/ydjP3yn8ccyH08snjSGyZ29QgNQFsWwjuj5o9oRQvzpIyu27c/2vbA/h1z+2EECQ11T1BkuzKxN5mMIlMuakZkQYdzCbeH2SpE2Yi7KvnRZr9Nms0uVfeP6XvtLRfjVNtdVjXn0C3PBchEXkFJZ88BVrpUWyGXrUwreRdnyn38SMcu4iun+W0Z/EowVh213rb3rJsnIIheCz3hKz6Sy9yYWxzOacnu+imXuwa7UaF9xkrGQ/Nt301E9lhgZjjjo5AC+MKQUOyAoaynmazHwQP+lPRd1UDebTZsJ1ETXMIpfVQzap+BZ39QPDFp+Jnq+W2BBx1ZHIezPvDH09iXeDNetx8cjnGG2iKNfcEiG2r0o4E4LkdU4u6WcYNFex27OPcMyxy0d1kgh2Sqdc/faAinbKeF2uUXk62NhyENmrymjde1/E9uEJ6ZtJIkoDOlU0q9sdGyzn4N4wSIkPaIsvm0PwaIgFaM40uKe0EJxmbM5Fpgw8gZv716aHl7mIAeYShqHOHX/b7ZzoccFsXjATNusth4MlFXAViJec9cuwlqyVkeAvSiacyIF2rZAfBJjeXNQ7ZS0Ez3ow4dynCoCamHdhqXB+IYBlNgwofT86Co0EQRaGyqjHKw6c372uj9sziVdYr/8n9TVJsufOzyEZtgy2S6BrF5VnwEKCuTU34MSBLAyIkMKSy/YgvJBl4lZdrrNuuErXZlOy2nfqYDD/zYGLODNMwWOnNJ7/eDORe+lpdk+IQA3FsyEjBYKqYdeFYxM/AZiAG6kh4t6TxcjChUrWiPF32RS503Kwf5o8bSDMFDm6Wocw6RyfF4b4l1QZUJnqAl1xHx2113IQbj3fhC3vq+p6orph+nwTEwb7Bktq4H+M5x0G0A9R9gFGj10fE4Eviyzz+5AxyItkwj4kTeuK8ZbiNzGncavG0ZztJVyjHNyvz/roHcpJDWvfPsIj6F/rsCqmuJUGT4mB+/GjEPAZ5L9UCrG+HhYGJ12J+AUmaluDqijcTIfutJ81HUuYxrbbf9uqiYQshQj6a5jFBK/kiliKWZCtgiK/+DNHyu9z0y1D7dZmPLO9zZpGkOk/x3jT+bgP0l8vhTDvDcGAF8+KTFeU9eUvmGRlHk2d/7LXfE1jF1g1E21QeMOUFoUCW5ZVwXfqm5MtaSWhDAy3mZO5TmFME4fKqA2B40FfkVbMBhwv+DPkXVMD//vq8SU5gMcWx3mLtfCo/cCBQcvTBN8mvfPDxtbvXvNzwC8YuUnknDmNeGWo6Dt2jyo3EN7wH/yBSNQHEASdBIg650KGzmblHAwKmyrKvRacOFkbruiFQ5DaV5I51onoz/j+3udezMP5mgL7Pbhw3bwFhbpSAWu9OU4PXcELo/H01zB5Q3UGXXsROmav+IW3b5nq8cab0WH1nxJ3h+BB12UCI3UmyUy62gsYdPR3O5qApaaV2SzKXSfN+0LSX6PHI8rZZ4ejp9yrSxEU6o9dJ39s4/9WLtmKp9192NRGUPg85B7/AUoVr7e8zbcCZfUa5yg5GB4i0yzcAWYIdgDwb+/CDK8xQXhS/NmwefF6yqiaELvw+yx5Wx0Ds8WLMdunbN/t5ClrdU8L5e4oemzACNG1PVTyDctLEmTBYuxoindfBEluN97SPr2VbXOJDMHqQJXRCwdMah7iEpI+wOifiAOCBTiBGpmkbpC2oz3dwYG8tEiDu1sJuRnWJiWLM/F5hqfQgPtoQIYHmcWWUGd6oZxl3kiUoCf3gJIQ4viozWr1jLUimhAIKcNgOtn4S+u/PAZzCI3kjQ6Y7rv9+E+guUHN/je9g6jifedUJh5qSCznZKSbeerhQYWZ+HbJkqXIt3ze332sbNhIjvCPzbNP11ovoeSuamzs/2kOTfaZkp1kMxW7eCV9CtpT4LnVoUUMdFAc1M82gPA4ClHSnh+u+KtcNiLtr36zTS715APuYRMQg4YqkbAOz1YmUQkTT6f3UxI0duUD9MGB66bxWt/djnQW5iKFcPicpcKyQ4ShIgteCkypnGm7SpU3qdbVywUEVN6rMVV+fbT77CKvTESiA+MzU8YSxdjDxkwjF3mGOneuIfLOZA4EejaJ25s+qL+LZJdddixvfGmjq0c4v/4gie0aAf8eX0w1wBDnjM3iFUhTMtO4KilEuxRaVQLUNsesPnq3Ddtc+6uaANSREjVUXys1BXP3VsEjSdY32xy63jMYctIaItlt+XHPImYsqwacm/EZfPFYCIBGIQuadrQQfLCC1jMpSR72Zb73Gtbl7M3FFEWNfNTx9AzCEQgzNvtojpDu5FCp0/3LVlVbMGrA9kX0H3fza/QSYlTgTiqMJtRT5uEnaRXHkQmZ3MA9VWSFUFU8ytO5c8yJ3XVc1nF5bfD8rWQcZvEv7VvRtqHKx8faAfM5GvYqtEkE9mOC23mP64+CqCcJ70ERT98+Yt2uDldgm8GOM1pr2o1MSsfU2ROiC+3c4XfqElU1Mnpe8oTOkSCGhhcHE3QNvqjXqqpitk6msw196yuqTHitB0Z7rciXYi6I+YW1X0j65uMEFD9+05CCSJJHiPy7Bzp952txi0cw1H4gvWGlix7Z5+d+3VKDSjjrP/c3aQUKiKXUN3ru76/iLX35V0X64B239tkdyqOdygjE7qC2M2ci+hpv5SiW9f5iw3cNPI69BCOG0+lIJx3t3jKV7jz5YPaZHVSeuqf+3ziW2r8K9pWE974ogqzE4pM0Dj/JaPFrH8h+sln6BeqGrH/PaQ5PLU3kI1A6shr7l9kfQrZaqB1naX6EQKn4lTsD97K5o4ffeCgsjgxtSpersuR+1AjzhLCFS9hCEhirAf8fUOD22HVRLfjIWk5IBZv08f/NWnCCggoGzrIgYPa7SNXqI96TR/+gxrkOlOk5nOhG/TdPHAro0kSTJuuBi1oShtNuXjR4hKLRCVEPtB216810HnL2H2llDDYOI+Qb5fIctbZtq3M0uxef2nzChHs6y533M2AJZfRuTox/bIltmeWiPh6NWkDPDc+MRZxJTTrqMSY5rdDfYG6sO94lPnqGdyztg25Q0bc+JqK58uLYWiG6iVHOB1qpUkKewVTwjGg3H5EoYYooMwXSSWSPXvcMjKJzJiHFeOOLdGuHHL65MuYfSG6UPjYOQ6v3ANQi8tr/2nzhlEP+yvyT7RM1p0kg6rM4SCfObTjsfFK7lYvKTh0uK27SGzULDg16CDCe5zA0EkL4Nj5Akg+72T4yA7frMuLUhNk0aJUlSRAz+O5wTzQ1JDlRUJizoGJhX4TRl0C/8oYhw7UFpTkawPfEAJ+hYUOfC65pIdU2ieBt93eRmieKtjNZnKfacmq0I2mlcnpo+pvnORi0rbr0K43PFiLCCYWGYIruKPhp/WYBa7dkB8tExEs77/85/84kLrPRiTsDy1K8qhR9maP3oJt/AVEGJITdd7uOH+9+7y2fqPevBSb01vQ3IgtKroabMgdmAzSIh0JPmdOoGhA/I3qrn/TBB6KPoubKGfNvB5RIVT5BWjWOPBcV+8msLrGnk/xge5BYVVyY6mK0BixMUSCQdW2qEK7fx5N2zzBX+aOdejsm4nJcRZt9gRlZIvr+p50zjBgdeLzGxk5keAuzRv89giAIbFly8ZjxGz1rjMv76195dMD98eJOGIu691tBJgJ1Ok5YcQ/O6oHat7HyQmI3NmrMkCZKNKVcspeQGIKC+bzdVxWdyCe/GqNMKKz307lbWGPOeZVVg+mG+xjhpqKh4GAiWfzS4ySMRO8qmgWqG33ZJl/MFf4NrjiAAkhrZZC6jSl1iiKk0cYvaJ6vnyGXqZzV6x3HP2yjkcy/Lvr+U/UjrAizcvV1WF+oe1ySpZopg+XZaQuqGshMbZrDKvNX2rk6bYkgAyJ9c+0aLhoQIpplCnnLFMq1ahy+CL6B97LkS710baeoiaSxLW1lQDdqJxAcR9oixfuyLVu/+zgCJT12vwZ75djLcfiJan6uhJz0vD4AYJ9amJ50OGYbuDJ37keGW4VfroTYxRIqKEeNNzpVNA2x372UjHEMONIyovMd3zumRocZEVtmgS0+V6RwReBlV6+ZJtLKp68hj0Q7pmwUlAuM3IxFN9o67y/EO/WiKvyp2g+C7PPjJClZjvDlTLyD2mkJBbe61nRVhh6wKCrw014ezGNxZtTf+6U1g5f6ZIDWJqOwxK0DjOnjw5q5mgb9ApB2WLKHzb5JbTTGmYJgHTze+PemhwTz+pIaoWm5f17rdZb2TytZ0ARk488Z3f5/FqLlZB/4Bywoy92620K+wa+uJ2jqcB66qLDRyq1J7+kVfDFNVWfaKmWMYdJGMcL7vJ7PvsFFmg6XTIEZjecAxN1VTGbILHd7zN7uuYPFfMGH9GmO8/Py7zq25tWwsRVBFDqrwpbKGQVLmc39FQUjZzr+Z1PxZCcdL4RKppkmZMFOFrEoaVKN5uVt31UcHtFaT68f8u0BU5mcl0oyQQ+OtlyGFvv1iRBigi52GI/+Mou/U1vkEk8Ts0jTWaK7OVpQgJqOiNCcSLm3lztKkBrppcuorN1CZCRcNYDOyP3a3QkkA8ngtLixyKx9vC/HJXPmtoUkBfiTZX6OSI0re9FquqTP0kmvd3Vu46KQJQie14rSd+FZ2zXfy2ywEYuXoZ3RPJmZS8BrNd0dd9ovb8Xos5czMI/iS9YPCsz0a673v/7dUKBDag8YKr9arTTM8rZvA+eGjvNhavjcX/VJ7CbujkDzc07l840tZx3WKT11f3DxEYdR7qd1v2Epp5h334AoHGbPRpvOK31pkYlNabU7V46GO4zLeH861hlL4KtNzjwLVI2CojjLkvGs1ehbqCUWwxLCiZnzpZCPVS/p2nPY9gQ6n+dMqhZrDuWN7lPhVQ0KuLgHPJ4Gw8OY+Z4WQ/eG9GAgEsnRze4JOcDCvYb+uzhFzrgsI4Yk8Z7TG5RUvkX2dJn1XbTlX6+gyYnVQkkc53F/Ci3N39uuXEOxLvDrZoiCAJN15DQtUaJofWFD+ETLSNLDszSFNP3cauYJ2ycxz6nrSm4QpCmzdxhjF7T17d+1RQ+JvqGJ9CP+9Nmqq0B6ICiw/Obs7LLHGxqSSfHsCtI5zTnYlTgG9P6sZVM72mbEB2S1YeWfIUGtw/BXLqVbfXBtKdvhmYVgIG/j6KvACfaJfhYrBLX1+ktncawskaYNg08s9VJTllMdbwupJ5uwK3p00Xg5K9Myu4r77EYXik8UgTcNNREGhWF7iStBnAr4T7T4Co//kVneGtfMtgFWlOmndV9I+Zh2sqV0HwdXLSKyH9Mn4kho/JzHZRpmWh67Kgz8tDuQBxpprhmt9XBD2YMQRKfIJdDlU6FlsipInpT1arg0EcGeUN+zzrG0hLjDmeQqG27QKwGUknsfn0LR8vLfdEtknWPxIc7ew2A4/jNRVz/1VLc/xUYjFfRvl3milngIhqZl9cP8hozS4rT1anvkXSXUQFgy4QTeI0S0Xv6dFPaUej+wXkci94H5oTh3MWMgy0SggcIDSDyQh5tP3K93Mv4cYvGlK4fpPKalnrJp9IogffjtaTqXZrGZ66Z7S5CQzTT2dCgq44LAsm0BIqzZQTvgIiKAZ0QpN6MMv0X9Q+kXfJXOzQ/g+rfNfTw1PSwPjejio5NeYstV4/Pd8wFIuv/Tnn1fDm+JbDA1A9/XsMQgy0YxCY/LwJHy191etKb9SJD9+zNwVy3WTOPMrYAEjyK9fMqpdH9aUb9WObk6XVbXUbLkioGuhGriwkWdY+nzFZ0tre2LKDrxcJZZ+x4yeP68gDwEQ2S9ysPo+Qv+f8xxKoGdq1GLxOhv1ariD5CjZmAY8eXwVL9CznhKZhth0ObeUx/UTx1lkijLNDzGbeGZynjXxSeCX8zDpTju+dT63yZlEdMonL+HrigteAbFGzUbRokrlnfafs4x3cg0nwWL6JOIwbu4Sc73kNC1rmkM8rRe+LlJrkETQQqhaAXv6xfxR0HTekTVDL1RIQ/q2yLgL2eztKzpr2mJ527AYg4fTFZfPOLZlJ8hQEZMKx6uJooga7VIoVnhC+Bvb5y6r28b+iQ4AswMK5jVSk6aAvoEKKHQlNJd48fOpy50m4FL2+NLC00HyfaaZ4KqL9f2DipDeFMASZA6Sp8YEhPvUEwTZkYfFRekhlyDMvxRNFmuF1ZdOaUk1ohtGuwF56AoklXZFNeWppQcdb9jFraACPkSmLxIGv91E5EUqWCyoXPIL/y17RIiqnJoRxeV8utJBept8exSqpL3VBupCxdbF4Pg5/hnhkCLjmQqQr8WlJ+UZGtkd6McNVBvfdrrVY5cAAg5pv5VslES/iImVSXhacO5g+23nfywWwA71A7BvDhYvdcMxnQvoPOOozffWmzJA3tR85V+LpfbQxncOnh+12dFkuyVWt7IUfBHzwWYFugntXJT83vxNcx7TkgHRBdyPMI4fROvWp38rHRK3Ykxynkokqk+P4T/qK0EV7w/P+PKpFdQf/CIY09HbespaPbZsHsdzoEM8iC1SYSUygFtmJhwECQinvgeQgrEb5nJMrXjivPclsPRX9H9JcrERZAHwvUC0nmf9z6mlPjuetYuJptnuIx3Kd1B6rG+Q/IdKDwjp2xUvx5JQExExh1VISPjIJ1f0su/tvPpor9hA7XumF8/YXG2cspuMIFsyahrOCKif1y6qWJnO4HIgnnzAg0P9kj4GDHWbxa/o9MNUHI6V5OuIKUhXyFxuKqd3PbwZJv95jH7gdcA4UUYYBsZ5urpwOFKmGpRc3qomE42oe/O3OLCe1UxS3sUy4u3q6BNRrYs3gaduDyb8CWNF4Q+PZj5XmBVb6n5KtBLSOBLzrGCOx0/sk2wY00kp0ys49iYwf7NnZXxLgAGrBxrFgrGiXd30HCcqZM7YeVwlicw4dkPUpiq9l/z6KEOSolSKR+G5YAbsHHfRLnD1tVpRgKL8vriWy3ayJ6m8qCdxsqkDl5QBc2IkP9DAa9YYJUFPDIR1eoYeRcV/TTjrlp/VsmRl79L0vjmBDE+9E6IWDbEZaX/UBk7VT+V92DkMHwGpHYvWfFNpAgJWjrraKEvRtTEWusFtw5XGSfCusM4DyBQcwgMrypTnIzzWEDqTAgeGCgIDlzeOnOHGnoXmpUWr9cM9SALuMZOCQ+wAqAlsgMAcmNfGNsl5vFIZM3oFgs/5gfsexQIw4Y0Ec39pcimUDrTmjFtATy4rBP5Xj0wF4S2RWlPOXVwbpHbMo6Qx29xdrwpDMThUekctKlHblFBUhzzhIQxxowkcoACrwaPmpSubDtsQpla7RLG+BX9sUO7Bop+nq+ohcQeZY/YMA7J4P9GN6+z3w8k9VGSzPYkXWyVxPHyKpTv0HCjEXbhHRbkUTnVDv39eSs5P0jq6j9VU3ekYZruts/qtu1+99Du5/ROmuHuHvsTQeoXb1BS0nTdLGAOcW4r4ThAGY98PzoD9R5smBMuajqTSMpvTZxc0skPvSt2VBN+cyh2RCn8D4IzaEpM5+10oZ3NlRjpgBLOQsNBNCpD24o3IatHaDqdCq38mZD/Cm0UTDeXRr8l7HiMaVrlNpepdrloV7jdi/ycYMbt4pNbL8qruf7l/NDkVtviAbwH5NHaNnCvYGT6wrLV28ZkzCQYhNHGXHtDlipwBNH6IjN8Dr09nccErWNsEwGpBqAxUpBrnSaUAWwCcCBhEFbOKOS8zI3kIWVbecMNcXb0FDxTIxS0T5nk/uX8N76IXaZ5Fv2kM6FPCUR3C15003P0BuY1IgGYDgV38Z3Ivdop7cbad3rdZd+oOwn3Bnm7axE3BD4pQgL5NH0S0KNKEOwGKVs2IT4ZPkHdvpgJBsYiBqZuGmTXLh26uKitN6vcf6GJLZ5k0ZWzpHCRwbj/Ik5MscUb/jPPr4H3hE6HnlAkWrgmNivOzwyz/cdYsdr90SQsp6Fnr3dvY3Rlm9UM5KL7ydVynsxjXJ/VL2xBLvxHOhmJpLx2ZwrG24RO9yNXG6nGfyJjoxvdn4GQkNz0lJ3YmozIAfWt6+Am28dc+cbTea8Y+kopBGU5He1HL9z1K2EN683ikWsXhWyWDSPxlV6VYX4wrXAKK7SW9qZD2MKd0a5XXzukw54v6uFuwzvNi9cFdJ025gCp1ePNHE2WsX+0DdygG7xte37DzACFeJtsDsmK+t3oxG7gA4KX/l2wWLeCP6DvqQvl0SwlVxapqNNtBBDtnCT/zu0hKIECGvvKTdaw47F/Nm8+Md+YJBdDTNjd+CG7ppnu8n6kgxvcKZjetazpBfQMQZKMJcHHU9ggP1rxfvDMTIYl52nJqfd0S4HjMh04Mkseq+uBaST3QqTHTdNQVuwA3QSYK8zOKKDnt//WKSTy2SGl7bpGeUt+Ap1WV11gkqsdFfF7AZiEQyKI1+gXdSFQfLZWFEHTn7CA7hsE//F0OUX+44mBFvISgH/Lp6NOI98R+Gb2tUj1aME04c6DYIZ0CkeaUARzNZgI+AojGj0EK+XU/Ots/Piv71UsUy7wfseYCstmgY5V/TKj3g6/nimHfJ56SZviMnkyuPQGNiMZVM+ReJLJPe40oTrzEiAUIdij4+D4nowXj/z01WV7LsJGSa8uAtpf1NOvvhaBN4QPL3QlPV0dx/960cJTVi8A4BRufYiFtzx7WtQE14WqVOBF2xwOe1T0sx+wkGQbxB+kI3gd7+nBbad7hP+qtE+6ekd1kvN7L8YOqfD8v5h/BrQA5MepOoHd3yQSFocfRl3MM6Yv1j3H3cUDTiqtq4cWeKg+ZhL51cMlBShchuWXm2yuk567SBvBkj8/wojzUpB8pMLtbtK2aNIjyQ9ukJ8+eo9QEjZ8x7bdYQBMvLcdUiaRpuedn/See6o9BKmHbraaVdnw6LeD/gDUxo0jul76hJu4t+4BQNapS+DNgBgVMxqULpk4ZyA9MBYTAQGTpVv5b+evuNudH5r3h5WG+xihJHDct4rS+T/HgHxzlwXb8L0sS/AD5GBV862Gu5C3pnMFmhjYthHxJBqGvwf09rijkDow++zWjj09FJoiVG4RmZUJHy54n+CuTYN3tAwjNJs2ELzHkehmKyLGgidD6+ri4Wgkfefa57p7UFRlz29/ZLPT7G932f1wx4VXZ7b/35Lqgq5x873o/Wp7Cuh5dvIHh4LhJyuG/aU/QWK1RXKfdEzBIUchQqTjMj6Pv81NkClEiGh0arRmnrEIE0iYgHLyr6Ld6F3Mbnsd/CjBWxkAGMhMCszUixLCnufRxPpLvktdndV38B/MSkRs6XfhHfjfN3w0Zpc9iPyynNMzpy7zKdGl87Z13vQZrSyAL1x6NMoLIncZfZjGyuLyLtjPuFYJQPHzOIDsXtDBZmRKQWr9bUk3GuDiae3FAs6XkjsV/SyEoZg0x3Zr096N9JoJI5noKCA8o/AgTUuDSHI14bvLCczcjgM4NCGhnvKoy20ycetRGdaV554jGKhkohdtYFC9wGwGUGtSm4ipC1TicKpnOqC6NJMEw44X8XdsoLOu6BvbM8afm84W4dbxrA4BdbNun2x589YRJhjBFbsrIY6NiyJhVCftrAiCRzJieHTxIIF3MVMiJya2Hhf3T4eZSbsQ5WEURObCTdLal/vbSwaEMirtxY9oa5o/Oh3pUzoju79WgMQzMOQCt0/iZYZyCaXmQJcJeVi84R7Q5cqBXt0hhpT+nnCbZGIeVn+KPIwtZ6t+Si9KJPlHa95hC4YNo8bVk2vffOnlTvci86VMfSVUShGIOhPnxSFp31VpwkMQWqbX4Ft3IiQUpu7CFD5/4V2bOXBz6zZJXcj0AKA1085HGRCG9RTMvvxBn6ZrdSo+qtBEh/rCXF59oeXa/l97Zf5jrGlh0CRyrQNWM6EpAzwN2p3r7TmLtjMnRA5aSegEpNxp5od/Vm9Dx2cvU2qk5JOJN+Lr6tJQwfu8uEVTHLaGsrj+yAjrcw9VKCEYVVPdrXsSZPFPO8saJANs7mRH9UjUG1DnaRNeAV0SNiYxYLVuuy3J8xIo1UpE9k4tTCxb4ansa1doG2SO6+kRJM+XM04rVPqhdP2K/AWtDh+09EPdBzG26bc1grmcTMTtvn2xsLXGuaF2Fu3AKWgqAI+VESvrc0BT54odYGuViFIRXB6yUswWPH3T4WMgX6sr30rjLw5+8GddyenAFso7zRmbSSGOajwBzCSMYrk+DQ1gPU2hfghgqJ7ZYkhKPow4QS20cW0teIGjv3f9Kpi5hG5F3+FZArfdRrLJYVI+eQExhAVwt3C5+5PCif/LZOPp5n3ovvMNzMmEkhTzBzQ3Yhyl7TzPWj7xws/D+H8LM9FSzz5V9z8g/BDy0RP0vpRKN7hepG2yxKoeNpkHp3JKx4RMv6b2Jhr4p3OiACbSDYoVAm51EOBU9iFVkX8RjhtN8UiD+xaFnUrRxE2gOr4GHnDsvB75hskuItyoNebL4nztf0hMfR6Wu5spmsL4nnsLHJ4SDYnOFIuuzMivtxK0TxxskCcDtPa8MtmU3C6f77eQPzhU5EqYxSFGpOS+FJNi/g+m1Cy3zo1Si2no3nseZZ3BcMxQJx1b7nPJXMkXYBMhDaU69s/+6w6ETLIbQn33iv17r1BztY3FEhjymuGZ5Obp73suE094y4tu0y1YSDzJr0MI+VBTcZlNSLl+m1k43csnHuzS8jtOLgBss0MPL7gJfsS2lk01KzVkxTOmkGOGr6rqgENB9LXuFlE2K2ZeSfjt1isodsqidGSEjbQAVLT1cZ3hSJu8+2Nz6+HP++dh11IfuEq+3di9aBYTQupOGCxDtxdzMlilla/QWde8yPYSjHa7Cg/VRIiF/cT6YuJv69Wb2jW0O4Tpw0Jyo2KEuVxLN8dqvQnjbVTgPj96vuShFeEo+AUp1EMDTfKuZucG0MeP0uDRe0jSSVfO5Bx8wSJD6P/T4giX9qq2OhAIWB+I8LkHhhlqRYoBlRZ6SbRBodOjqLa/2WasAiU7X/wa5LVSWiUGbr7TZ8RVN81YaQ+2QT2qK4OPyGZg20WkPtwO4lrAlf8Ai2RFYtF7A0j+ozk8O5531u/KVnL5eJJruMC4FDEE3Lkx3aJn7aPmSEoB57/0eIiwq9oKFy8Uk1u+ktPD6tvUv7Atd0YxqZ1a1+0g0k89SQXe6De6b4rt9+iWvA3xG6isaR3D9g/lt37XehqmXw725KSGILhkf2fXnoOhC3ZkUEMi58191ZuGWkyQwYqpLk+ySTmCWandJI4PhxJAh9eMICVS5djYe6fFjbzOigsQDZa6ppbSjqGiqRuTjmsepPQ+Knut+8L4fdWsf1rF0qIIBa0uRXGk9q0yKLfv6HLYq/KaGtr8wDW9M+2obD1kqyqAZcoQh5SxLaJgYjT6ItTn4NMv+ud7NmfEFJuGbRsGUwlmODsbu/MwGpjjHD/3ixJech2CqmjFhit5i5LNc3R+NOWJ5RpieFtxYDKJULUu6cO3pY6QUFxJJgpTFLXF/lnEjdhowKTU18GBW9+DhOiZBZlASe42Q9pFJlEdxKsAzEn4jyRb/x0A5CDar0703zf/QdRmh8ju/RAq0KiB9OwTA5pEkfrqvYT0UDv2y+7rWvgm94I3FEA0Am0q2ifdIWzB2/YQXX9NLPpW3GOtxPGMVGHuDb22W7/oVByFE7sNiUAgEw/mP9qfqjQyOu9vcMKRqTijMl19QEe0QRFEvRPH2wN8+d+mWpSFBpXQNeuDWQMnEDMztUAoU81Gq8lZT6VvUATgJVBBbRJ6Ss53LDF01MQfDNtAjP07IzmFNXqUftzB2u1BPyHrlDqbTNtdUbEEioHhora84Y1VnY/M+znJPBTGG8eCj8GMWuy2JEMPgzcHl9zOc8gyPlmXIZApvkd4lVEBFPMurxQ2DGKDE3BFk37XlmRgVJrQa9tzR2AeuZ4jgzu8uISrKuLImHRzeVVYndPta1xVCXvVhaEaY8ZtUv9a0kjLtCzK40MOMaS2h6aPGIGJjeuKiA/yy+fvyyA10FgHHacgILG0EZHjILydKL4ghMoXViniqIXD5rW03nSJzvAQOiJbp70UJtRdc22VAQ2kQpPumTaJAS1jgXoxWny8E8bfrtr2Wj0Dbe3nayVYk8MbXd1Db4w7rxvWsbkPaLP6wHHAcR1/itiYNLgfmTNfGSwfg86JdnsMxhymYpNXo5r0aSI1iGAhuPPK25v0FdbIbhljN4OVPSqSeOApfZxWMvagUJvpwH1Mp6iGwgH1n7ic5HvZauPB9MFjqESCpN0JVPZMQN5P5uORFVPXqr7ddXGk5iTh277TiCyZgldLnrna6EgfTwyjuzSiTYWMG0rF7wNJ7E9Id5QYKAFE1QMkiLtMP6YZn76CX9mek072s1qE2GEonhL9v8B7byudNyvslHZwQET4KtAeUAr8QaLwFB3y7Pr9V5/2Ycnluzr5j+pych52CCTKzcbFmX+QPYTnBA4RvuqoHntOSC2hIPVt1uLSEiAWHGRFE8nCLYXnTAQxVs194HXsuI24X68kxCADHabqabIH9YbBbOnhFciXQaFOfYzioUX9GVUggYlkkTZj6vq9qDN2Ojm09OTyH63VGLO3d93EnCIHNKL9K1BlThEQuH30Ah/2FArmwWuAsayOOPynTUoFrRiQ5SQBFkVQuXJwHMdg0pyAB1w84waS1l1vtiKMRPz/00XOixdC/ACZf6eQ/IG+eog6/ORUZbI/SRbc9U8OMQVnuILbtnMCELDjj3DdhI4AWsSbFO8aSHXzaludVayBMtnkHjNaLntQBgWUW/5bM6Ru9maOw8QsR9MdUNdrJcIBxX+PC9VqPw8KdUwZwgNy9kQaKTtnyRExiYWjjIuCETeUGyy9S4epH3le+k8TZ1nvojhdm54k68U6ZgYIg07BrAd5MUPAEkCS5Uq1xjWZfJ7vR19Q3S0c24n2H60dJgSxOleMgnZdFa3i5Wp3dzIkEcAXnBU6IY14Lm7jSqlf1refoVnllkwPY30UszT39/Bz5RrjpCIZk6EdBFg8b/2FBKpR/FvItEImccRJVCHkBkfQRE8w+83r4lGLJxGzLbzN17Ys9qmpq7Dp2pP0tQ3PF51TnRqviEuW506PkNId4UpMbSgF7ExObd7J5PC70PWFEejYHR1qAjS71avHpWLBKmQevSGkmO09rwDD+HEkwy0xRSD3QcBlq5AkZx37w65A8rw+SOp2bPgWURdFSVPNYxKkvVeJeBSvbUEf51bF0g2OAuqj+mW7IzGOZesrCoyBeEB/KZ5I1/I5/3JybvEZp4zzOrepP1Wgj3efMFptlju7MKI9wV/tPFBoTMeHortu3gNAAqSw+KcPoizATMTpsDxkVeeDKkOSv0NnwmQLrymHPADY1TYvEXPyWmB+6mCpsVxX18vP13vYLtgV/8CzrlonJER7OGf5xGRLGxhLvjOpaDKj0ivYl+uTf9Z2qT95kNt7Q2HWLhouBLsXGnHI9lXL/jeUQqm8DUET1RQPRKJklThqcveDorUyP832Va7RXTj/eDo3OGeZ1gWBxdqyq7NJ/0DUFI0vY8J5BVJYp6gaJXBOAoBIuxU3xq2zTNTTBo4v5PvUzbfB2+klJa+SD+yAsKzb4pVQDnExXyLMtltVJ8HnjIr46celhxuy2sRmPQ6r/RICt8lsVd+yVGXuvXvT0Hto3qbut8tixSdveyUwjSAizZ0PBPhJd10I+qP5C8ANoqbO9rXVDFHnSYRsRqjrR8VkaRYr7hU4rVOXu9S+DoQZ0wdgtiQ41pBEwdLNunDh4jP33qeA8vqZj18rrMz5q7Tw7XZOJquXf/cKmDzhVK9f+h26q186+2ByPuRhpUMgXmrVzBgyP4xRr5HzKTSCmIbKCIUocyUuruo+MIVku8i4birn8P6Xy9KkyW5fmOS8jR+htfs46nnLTLaub1AYn/L84E4/1MMpH0HJLmVXIcuZ3hyqq2MBdKvvKzYJ5UDo5t28F22QnFvNLKgOq4paCTpkGDRnSRikPSByCc1HC78JnZ2ARiQ3MnzxeS3rHFdT3q75KefdgRhW+F+ccliRu6/3pI0uNrq1XjlaXB4fintKe3Ww6SXpLzu0DcKNCMyXYfnahNIHblnx6bN6k0tFAvzNC+4iRXgRuvqZXznunFngiuOSKIHtNAtQ3roTwG8fPLbz1iRJXIywtuRrIGL5gYDihrCFb1+eZ5ku5c5odCl5tu1V1j9IOz7WPitN7W3CoWkr2Sma2yzie50Flo6gRPGcGmxNWzprb1zt0CL5Z4CtgxkpP4go7E1YB4cw59GQ/ryKtNSE1GiiAUes/3QkTUHF4V353YRK5BGIGghF3Tc/QQZTCZ56O7IE5f1hGwsR+IF7asyM1Cyeq0Vza7XB/xCRCankHKKFLDt8mn8EhLejcTep8wSJ0lPpx0JJzEwFuTpEmnmM1xd2AQQALumXrnyktiqGXCkxKKfvlHKCiN2xApmwebEWAfjDBVJgJkuCWYPMDTA7LQ/btd0dsJLtqgyabX7ChxhAqEETwqrJJUd2AZ0/YT7cpO7TzoxuztaQ1Mn/R5ElBGemwHYbbhA4vPYbrg8dK9dmbeoWhE33IGFM3w9iFHodvrtIW08t5sFTf7k9NSmUWHL/eOvsM7qqAAcmxwibf4wT1RLgchiSGFiWv38WxV0igLDsP91luurnZMQjGpv9fDxmS/vAb+15aZx6jj5ZdWsKKqOJUpZ6ERCK72taI/JoLBC5rjnxAwX9Loj2Jw2MxbZ2RAItYd4pHHlIHmy4NR0Ida3ylF7YAdKWgItB72ompHi26rXZ42xREk1kHA95iYYDbZFyBpF9KH46nmzJJLVczuOf1Q3zRa0y9dd1c+11ve58INdFZcNV1phqJ8YfLlT5/vubhIXlwTmHApTJb1R7zcuXS2yoZopphoRgV9wdWxXaohjOn/tu+Ew269wMB2/Ge0R9WMO+2urWhBXeQeWk9S+EDhtdy2G6PStctGzo3rJ0y6XN1FyAEfpGu2HtMyT9g/Axg0dW+P3U1ynBV7XyfT1bcZorbJXkSgGZlLRGQhwa+YoVDq9gStEM0xQTKbDj3b1pdZYQgB5gRPKH1nPqeIxxuu/r0XtKfLH1xOos257LABLwHmrRVg5zV1RiIa+exFIaHJ9iacEco5pf66HrDw8lGLP6HW2Pm1WMHyjZf/I3VdBRmYx/Frfkw7/dFCX7Rwr5REumlv4qBTrEYe3n9ecaSPEojVoaY9lgKnCuBYE1wiA0lQHPyP7dAfF24b+uhzraQeF3gkbbUgVR0q7IqS87ZsVfncziLS71AItKoRrRF8Lfn7XBpCXFc++s5PFRZttuJaBipPUa6DW8M7DVXNKpnZFOFDs/