{"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

    U2FsdGVkX1+u//5EtsFUWmfgrJWxmuThyMtvtDGSRFGyPNmmX3mbs+0fb6POL3DDihxzsvQHnvC1ufJsr9XJ6hSENbJ88nwWhYMRRcIOV0tjPY+IFn8nro4aTq82OFs2YPw4D2HXe9JQRSnhhLQgNz8NZMepYA+2Z8djSFFKnbAfX+mCQFjykcgVYRT5ghIGSE1qpzy8Sor1ZhwG2UrJsoc95PgH2sgvgFc/XkiA1x6rtaGQkCHF0zjQwS+CAc2ASaWkehrxInw/L5V+TGGC3es2FtL5k5axb0rXwLIJmMxou0IjsDwjGNdyarKxrwJd+hkjGpoQ+aqeGtQE6rapAutQiMRcgHOtnEcdvioXnvv8LqXwQNtqSYcMBwk6XvW1U+8kI2+rHjNNILi24patVEoIYK9j4pU1RzZDel3+OplwMzn2x+quXLPxZk3DS57S8PYqEZKRZkr9sSSLgXZzU1tcpdotOHXqPWFpy/YHz6ffw3zU5mMXXS3RnDdCvtrZmjxBqmE1nqCybh/HXuPxTIw8ay1l618i2FORt1uJrDZwt6LqNjSL53DuCmjZBeX8TPK+jgrhHiHuyGeId0EkFoG2VP+f6gLii/MoMvA3XEhbD89Ee0PqtpTw6NEUmSuYmrRN0BdM1E8Py4arfbSW65IGJFnRy1J4gIwU9glPMP2RLfXD8oF77uLoPB78VI+wAHpcnb9/YzYDsyNqV+Moeg1pGuDLylsnFE8dlfOSVsJhnahs6VkHBZSci1z76LSIaC9JGhY8uxdBubthCIHgHpmujSQXlQRiBaofL6R5vGo0PtNLdfZ1Q5giK39nAGa3z0DzrB6ECWQ5jEBor6oeJEZLy5gRU6tfR2+0ux92lUy4y4MWIHxvb1s0VG9PFpsHUOc7F9CQIQJkTRA+/iisOt2ZsWZZt0ZHn4fjKAo3RH2hEfjTDcILO2prxv0vZD66OR3+H7QVv38Tvgr1RRQfMBpaksha8XDdOPZG3tTy4OLDuZ4Oa/lOwWfAXi8PlrqQiPqLPy9HH4/vkq/XiE2Oj3aWv8LbqubA08QZh++NdPLWSHy91z6vUncDp+6k0PNXA2VH+vdHGEV1EqTd7wm8mvTEwEnvnmFw0ID93xWSGxJrQdsfBvt8kspBkgRT6FIFMM9VVcjMgAhHyjQGj4TdEEe7AeT0ERli7wjbSmQijgcHmX4lMZbJItVJOClHa8eaTzKcaNvboyo61zXj0dDbsaywfY1VQVlXaOIrEQ+e24xrti8Rmy7qWZVLCjhJbH0b4GPI8q7EMAI9FADchrv+GkCZq+v4T1InIDMbDs46x2uq7/O9fbFrqbgAQa/FyZLysMAqin7u+bz4XEJWFidgp2NBGks/a9iqd5KmbdR8GTtasOfHQUqMVmSZq5/iTktzhCWgjwzt1xJd7Zh3+fLPLMu75SfWhjPpK3KNqNWZK85j4Q5Bbhp97a+Bth+usWnogoAwnQLUYdgHjQ+lfC6Zl1jbdjykAvvEAZfSaGJbba2BP5Lznz3qhu3m0HHvupQnABNI7SPiTPwOq0AXihsTkjDnjC+dlAgRlWNc6Kj+Y/UZXsl9b879Q9bveESEUV1c4b5F+e9Qtjqr6pQlxljHp0DX4oJtw3cKf0LAw+7j0F/XE5bG8eNATJ2cAAP3VHNwlT/imjdn2GzyfdlrG5tOhyZZ818o4DEsz4nhgwO/DtjImdDe2BjfqziWBvrvkKwg+JAOQ74JNkbaOX/DslreKHqnFUtJlyE+DVei7upsBLTlKxdFPUoqdt7pY1P5n48K33xYSErmiCIorikcAzeZExI3XYJBWCcbQrJ7S9OvydJB9/zjsVMnfPOiCYzIuHuxBru25jn2O5DbVoZRAi6PCGqO2PRzTT8r2lmSzR4UtwhXgLg5Z+klxA7xSDN03P8cdFY0+JTg+NHjmCEsASmp792Gsk3LJCBs1C16jieE0IYN6ScvhLy/Eqw3oGEV7YyUsl5TRGkrX9Nis8hyKtdjjXCcbe2IdSJGWLPujOebO+BMCEPVBDVnc5SUyic5EJqR+V8PkQBZoZmF3rd1QOzQ7W7ECCdWC1PqOZBct5nJYe6RuM+dC0ZZTYuuPnR4qqv0pDpUopeTUPk1iv2AcP0q9UmRtNVg7CIhGhSee+sVaBUhskdKQWdNbD+5gTixi4ln9D12yxr1WBgkA7x9fHDFPaB8S04u2UqiKhFkyY5GLlr/eq8u3kMcMIPkjOrrZY7/oqVectVWKH3QKvai57aLdW8laROOvPtO9e22coVqxQdnmJgUSpuBlmF/sq/Yuu/2Ov626pdkZwGlpmhBmrZDvDOP30mj7MUqDphUTwyHz1L8MAHJfNzMgv9UWG/OMgxS8Fkn7F3aLZmpWqMbN7+scAS8AXphkXoZTsoTt/Bxu+ojfCyO+eSKFZ+PdvfdsgqGa1IgrqDgJk3sbAGyaIymb1pm+Q7HFfKVRgQ+EV5AVOFKJN6dHwxTFxyj0bpz5FgB+BiHFdIbiHq+Lsezx6QD6ivPFR7bAYmZOSFoG0bS/ZV5bgfHcSFriCzQnoZybjBdUsnXflDpuc6YZOprD2VdgIwDJ/pCgWVdCpJeODwdWTboF586QeoHdGRmHhay5prn8GuxHvtMWB8r4qjpnwKyenmNnGTqcUOGRsKPEbhyd0x7jBDSqk0eVQr974wf+Z0tEH9dFVgUhi1kx3LTmpvo2/iSpWWjTbEVE7YH7KnCofiojq8P7Iu5Ey4JmALdxFjKLWVB7LFUk6OYDOn4KjEHzlm87ZAXFDEWkNcBPJ1SmNFAb8D4C3pL0bR5lhP3qRr4pLkQiNR5vIQVcHpH/RbGUn0XKQY3zt7n3mBYdhHiJRmYft5w/Co7fmjVtVwzX9nyxUUyt28A0DX5NiyhoUVpRq7G3MbZGamYxsylunZDIQsnJqeP8GgNpH59G3C85dHMVWS1fflQl5YcKcUz8pEWxJvsx128kPx1U7lA0swAlr6DM5nMes4V229DiZeqOwvecvyNrnm0o5KgVhM7r6jA6VRZaAsvxYjmHOVW4Tjar4HFxdJY8Hx9XJmDhqYP4LJkwQ7v/McbMYuYbu7xiOi7e5TUStDGpkYlNpotawqqVD3pvrIpJeMg3sDRjdTnG9I0pEEvIshQyTtN5NWm1nJA8j8/UMOGSZIEfS5ykf/ycGxcXCEVl/GXd57sSoHn/EHd6U9sqVWdc8aaxCIqNLF7XADJIqWBLI1a8qlD1ngR5jydO4+/dKyMwHfYJaNbZ1HIj9JenNXwUZxeeExt9E74n4BkRZcoUv9iJ5eSuxdJOaztGhwy9Mj4HB+KyVV3qXwGu7uLwOkpDFah59D1bs93LQ5Ty7ph4EE2tLCPQ/p07n8bTGQrO7d4RSgULhyFcBmhERL+XhWcZ+simLpuLMlJnVUDOsy9rLMAEOrdaTxNXzv2sb3VKeItdifaJ07EHBctACvxWMCP7ubdox2hXmvu/rknfh32C/o76z5VtyegNksXM3Xu/XvYBwPScWEi+CJBQjEW6CCG6ISDwIGrRp1uEGlqsNuJwAG7U2mJEGUykOkMYjee07nIkfNsz6dIcxM381V/Egz3+haXn8On+8IYurJxQh2idMsgLN9RDyPRr+j0fjE3BvhoRBH8QIcA+88UDHS6rWAKxKkQIDq84P46Fc+tP4S+LZvEgHhlSTBrT7T1sJaLhDZTzr/ORptKBT6dre03s11Zf1v6Wp8AAyttHtK3ehXYX6EzLPC/qSwyQ201nqAVWLnfM2Qi7dyy/CTouy2qeVuNd31WWf8dkXCdJOhvxgH0nyQFgb0XysLs4jLKM7tWcwReSlpzb6rKYICNxDpm4108zZkeLRBu2MHYj2UxG4xUmGL7ABVVmjvBMV3PcGjIWqZKOAWNfY/5AR0n8w/+oOnlm8gsMxeevVIwlMbzy1Hr5cQAv+LumWXM3vMUP/Jt08IrAhVZ03r1bK+FM4L4IjAII23uoCdJKIGOu7Uew30jnJCidSSQjLs0kl0sUAWucfMWdpKEzdT29aQIOx51fEi2SkkMacmJ+GbTZYJfAxjhTxzIfw1cIrJByUyIZoI+GU3CPLX6/XEbTBp73fUoxBhxJnG+Al88naOF1neWDStprCT3XAekPcHHvcwOI9f+wJyIvfXpl/5FdmTqol3wNBQRA4Lkx/5dHj1HjnjYMxbNCOw/yexQAQW7SlcLPnndLBaOlLnGuFgXHA27/dhrUCMbG5yoxFi3fa77fWht4BS3+OoH6WOMT4VUBufboXtX2guepOPQqhFIKrkeiRZ5Y8lBZBhDDiDGLIHKH9mxNN87sSwygvBBiyGlkFEgK5VVwzFC0rBKKPqJZQmZT2qZe5MnRFkPP7oYqO9KstXr6vnG5qyppejuRfV4RNOqHNNPkPkwSyO3Kg8m6jXe5GVPuIcCDdUXLgsiQSVBm1cRGehpTppzbHwOWeJ5W59/bKy3k18Y1KJnDxq4VIoy9OFw4jREF9HSraz5wluDi1NUyVfGdWy0Lk4/igqnZXGrJrAdEwTMpBGrQ4/an9b1/5Q7iguSCOG7EIDfRksnuZDskw0QA25GLVOQejpd/tr3ofEApX2/opnr3+kGVf0cwQToUxYSVTVbD2FJh2b9Sttyb469t2AuDesWBwjQHyQhhsvhQaEmQVUiNvLuIpvMjeO2uIB6CzQjpVPzO+MUQc69NIBTwnra+BKJ5/4/jGnNrCPlMxy6xZXphyIm7typc6DXm9iUnusXN7kjaBxSUGcSmliRBJJ3gXvRzEZkItB4GewR6wPstr8B35V+14pJ97tmZqRKCToyQHW4nF4g2yoPxVU7GC7UlmPwx3ylzLd2tO0FEOogaiMSFGZgcrG5n8AdZuXwLj8osiOv7pTeQHxQA9TTi88yHWIpEuHOo70VEHUpwfvepanxfqUXw888Jr+wR9lnKvCN1l1wrnHWECx3qJDGt7TooiG5ZYsZXx4rHdrASlMFp50TBVDhQt/FD5jGfaIYUoMd/j/X47Su/t3iXtXzajo0KcG9hY/lJW5lfG2yl1m9Kr5AqG+EtIjlmZ5/ixdh6ronAA2WK+BN2v5Tx+YxkI7EsJzOoyQKIn6HKWmmJMo2/urz6Jnr1klABoQ6lgXPKtzPZ/HuALWmASnBLwU7CdY9/PPy5B6ThtrEBBkaabOS2raLMOZrT/iouTh8ynJ/nMnmBVFMPqk0bzXGYhjOY4S/t7nQRKLdP/dr9Zv+fWn1cmiS5HRtoWw++HamYkT7CgvhfKZ3saKN0XBdkaPBBTa/s9E6ZmfbNfQzgnPZmUi3tVw0qvyM3YUFk/XzizO5EqGt+AoSRIQtldDFVvfvdX9cr+zNC6ktkNa59tfIAg/prLHiW+7b1k5RHwtLwATW5p3zQSlDcxvjKCAWA2KBPjJRFYvdqHpdq3Fbpgb0zsfUfUxbkzm4+A6D87YEj+gaXU3f8zMLhjxGuaB2FhjC/WNtU+rOsrnhoJBWzcyATx3r0pzDFPQ6bo8nkRit6DYnHz8AVuKRUgjk07Px9THF5IoZW5mdtxRCoJ32ewMCQvvyXCjF/hgAb8vANqIq8dA6hCThnp5lKMDBPTSWHSV84aHRHAL8NzL2R1GNWHxQTN/2yKBGGb4F4zYgvPs8c6DI51aFX8QdTj736xpk22KnVMeffCwcP9pD/zRUfRLIKv+GWWiMJwCkw4IZdDVaxfyeR+M0kvcsi4G4gvCt41cnoR0iux46afspktIvuHbGEYYuNOnKko9YrMKenLEEGxA24+vk+kJl2WXI+PgIgCe/SpEN04LW4kD62KKclt9IdlbJjqORma74euZSJsCOU/wbDbZDfpMcF82arsxWnUUMK40Xv4Ee9aqHTARwYO9HSIiyz5UIj0TbRJRkx+JxAlIRGeh7Jll5QNG0UN11qYClrv/hmo+sU1D841aqS2vUQI7lW0BtNY+QkvSOkQBGyQiZsCAN2yYU0I7uSEqS6FagKnfwvKqsezzYCQyeCUngMvYYhulhdVsOatDDkeTWRFjFUHOJk3iBV2P6xtLPX/lTLz2bwj5w9/1HS+t+XYfJypR8wb5NuTN/7WTAHkMiENQhN8/TcgWTvNwgEU53c8RxUpe05mwZTLUDVs3yRVm+hfJyTjwECnmfUIaTJMWGk2qkRYQap/cXIv4CU4u8Fp42kOksEFShjIY6Pgz/shJ1884byEx3VQ3uTzoPIl2Wetx12Tl+tOa0rGXKH3ozwuvd/YOimZalH/BhT8bCznjef3q5tkzLJg1eLphroAhpFabLkYak9i05CeZjQqeh1AM6hUo6XYQb9mTTwAFQ2bfn3aLB5Kkzih9oK/dPzYoU5s/mdFTdrpr0JzdoUCNCLjBnYvHnIii1c8TGrnD8V1ztLBIy2hJeyRuCx/RVCmHPt9RD6E434/0uUTDePSku34Ro7Xz2l15WlJ8VKShPlT9juX73DHvmlICBHYJxd+Xn8QOYW7uqLPj9eMbSIWOToZrRPBiB7YmAXnKNusQMzyT6bFuITl84KBEXb4MCe1LoVPpHS+76bgYb+3moZWg9Ng2svNlJCFwevIG1DCK9bMRYuiXGHQmHJpJWi+HehT9g/JPg6suIPfSRDRcSH66izaEDpxv+oVnNetEBvejFRX8Jr57LqLH8IsQKwgdWJNVR0zCfFPNElf4E5tIcW75dOCbZwy9+hfEei7C7KmC4aAi11HlU6nb1dbaroFjkgejJNMIMBEMeaxKnWe/JmidCXwCn/E7eTLH53xzYWcvKXRMrYmasifJb8Az19pjlDbvLHKMznVIE3AUCe5RYKBUqtvZ/lnyYlNKaGulKyiX5Wz60n/a4C6nVxaxFZjCYr6yHKV/GZBksKzytrc7Bi8amX6wDaPJnrrtGlF4e4eH1wOxU5xLieEQZXl6KfrZQWlSzwUPMSEKFcG302emevczqZIsSajpxAEalNKXnTYXQ6ScJ1+Tv2w+32sRHjGv5XBrm1w6fAR4Ql4p2OFYqtIZz4FWwcgSoe3E/qg6ZhDf/jcN8Z6ZM7WI1wXPvrxBtODeF/GrQImQiEvqKHS0KUNKvbkuHFWz9xeDscvDryU6r/RThbvfmlo9lCdhbdogL3Rb0gR7WoDWDH+OOgakiHnX6aOJBf/vf+LOPvpym10J52G+zzuniknKc/KM9/fFFTK6kAgorvyUVZTlceEJPKKX6SEU+kF1sgaI8PVuk6ROiehESpYpwjvflRrtKTAeOUTWDoQJmmmm+MJFc+8lZr9uWesFK69utMa/WrBnk28pkfYidXMNXQSBZcJfIDz5vqmldieoBMbBtmh0ZEVG63JmxvMS+Ez002kSTuPD8qlWtwkHzN6SHJu21NCdmUq+Rj9Qr1VoPyuyMySTFPZR8pA/bcaWoVCZSrExc41oS4Al4Fs/O7+KssTSI5pJ1d0fBev2s7ZGYBLpBw2rsRy2K6Qw+qAfuGrVkspa0RL6MSEwFVKeJkNa3rL0o9P+CxM/oq3iH2T7SanHr4TIpSRXWeiN+tehaVbyi6zsv/pHHDL5iGoXh1Q0r8C4pTi7DxCEiglYJQ6Znz/LKJ5FRqdpAit8LD7NjFFI3W6p4Ot0jxssszyzk6GysZQbAbFtN0fyDuNUebWy5lUMNd5xC9rZB8vqisLtV72EyUyvESL5HbuCBQ8t9/y2rJfJgfbiynC56O7OjLrj9vwzu+eNxLrGUzkD9Y4zPDxHWksYDbKqoq0W8Z6FZ+V/otwS43epMt6h8tyxD5bsdku+KapgpLO8ZkrZsH9dfIjYCC1sfeUV97kSZG3HzEO75PFbiQ/Wx5rJjebm1odA7CCDSltm544xfj+4RpMDraxly3VMmPsf6eUH/NJtPNwBp1uAYZVU5oR+C36Ai584xZhYjzonIAXkAL+H3S5DdJxatHgzzZXtNvHWMQ/ErMmzBJZv0PBJZ9ROxQVraMSLoE6LedgltnoqUGhG01T0pbXHKyx2bz6r41MkQBKMNbTLWfk7ABT7bunhM14UC4vLUYxMwX/4gqBkOnQqQtg6ALNco+IXGPudGfPYBuH6gMSMX/JwbYsJ8GYY/rBbk1DSGEcgNmISFr1sD0q69GTNQqJ29r/WSGEveimJg+eFE/huCwbY5O8pZ3OuwDf/5H/1A1E0lS5CMveAqc4WIbOVlqbLJcnIAxQtZgeJvbH/VvYAkzCvWaJU5aPWBEEeA/mFG4WOWiCnm7J/eEEH+Yz7I5GR4xSikV6Oo8DlFwNxsoMvdlKc37EkOieZyqdr93tKhhiqNzeL58heHn4VlhvWPXnkBlskGXmVAilbIPkXq5TeORyYyXZ00tYldLRVw9H2Sp1AA9ngQxIPrNNIBR9EqVg4fOzKM0IVBWor04dRGI1PQdBHhvCJF2Z+Aa8WLZvt5tCPc8AmOZ6U2ZJeGsC1FyGNV5coX+SMJ14vaYqb3/Shf8iQAkax67uxCvaBA065p7XxSvjnbVUataKj9QS9GJT8YzxKHXJoNYJYr+/3H3aiMSpss6iAddBD8Ki87q4CWfwuj8vZdu4APG4D/7Nm05i4leobQJLgQt8ImUGge8lfGdGP6GtdPRUAc9QSt4B1issKRJ8/FyOSQYDR1NOmgkvPMKxf1LJj1rdKVkHb2wk2Se7D7lDqCybrWosZmalQ7N0QYDVEIu/nwv/RPMTyQR1I+QAn2QSfkDzqnvXkuFbAmShJI6KoIQtSPfj/XkOjdSqRgpSv0xFCn1CLXLy/+BmFSTCEh3gHOYr9MCoxocjVDTXM1fyYV9RUjVGD03k6y3Nt51G2PID/VCQiu+EYDbL8lsqlv+bdganiNlXVN8ugxHeo5+zS3oTf6p4lG4iIf3ZEQ3k5h8XjAjLmgSB6q4HkgTIYsR5XmXKxPZwKU0DTwX9Ynr+8JmrTG/z+Ue1y5p+Qjz6pCXA2nYYebBRJWSDn5uWtMx4bMXM0AJVrHbsqX9QHimnlpZhlaCBOF0uRbOnUiPS8R7StIWHbjxI2AISmAgfZ/OQaOle0/2nb4pfhLHg98DaR8RYVbTBW+S2dLVezg+EGc6FZgl+zOH4dnrtkDvx/hbZQf3mKoFRRNokZCpUPlcoxTC3L9GguBAcCyy/ta30YVU8LtthB5nOjZM917Wtds/SXEbKR+0t/2jr2/NEi0AYVraM2vlQu1wlNbzDEBsrKZYzqyGixq0PG149vqBcrQMnJTtp1nPl6rLniXADWkrFZdGPpcWRJ0Or+AackgeGYM06UeJUCBYN9hJNvjcKoa6oNYIxh4DPiYOC9NaMlQ7PjJhuNcc3n+SxeUaC05Lo/+qHNGYYDzF9y1X45xQPirrfSlkXZ0AdNOemjO19qHEddtigfpT3Xrgg6CY7wwc6UZ7aP8DH+HiFx8QD+TsW37tVzUxCGcgqL1UiwSTVO/y4//kMn0vLd0gwPlQoXAXvW3g4hfWnMWehoB1riImn37pJZa4n5iKtoRsKaZlGopnI6SeZKGhlHcDaIdKNTLUv9la5AiDFDm3SkwxRe4wOedmlDcq6llSGphaegLXYBODNqAeKenmeBYBZJ12cKv7NBpx4zGWlI0QpeyhGheG+rWSQvMA+S0DdSAdjMwCH6IGabZSAvLpDkgmTFLPrRFQmw02rd5FmAB+GbVUBNdanPFCsnvPXWBh92wf3hKxOEhdBV8sFSvmX+GDKhKzT9B1fpF04wyjoKgDCU0+2+JM/wO9pdl1f4XKKUghG6XXh5w4KeahEMHc15uXz1jlbZgzDavbzBei06ObV8RRbluRiaNsEJzPAlI/NTNC2R4HaLVzd89KqstN406CtdA3zlaQ9vFN70eYqwdOh2cqdlaLUJwsG55fQ8ZzMzoV/yl5wQ7q/CxfKndmBZx+AoZZg10MdkmRZkkMhVf3rnw9E4KlCB38EuIcIML94gC+c3mTN+6PPtBAXpByloeaRrkHqAUDpJlvSsY3bLJTQH1KD9y7MDRzcuY0NBBtjlYspn+B0q6DCHbaJ4g0cE82FWU89zFdefl6ZJu0nUOTVfOxybO2Wy99b65TIqjadZvdGBPTJgasZY0rXmFNelZgKRrFx9pXgT4UXzpdh4Evu74QqOhgkik3VUePhRvws4z+j6Lq2VOI1SGbt8QzlWVfne+m8FyDBCoTkPPzVIkDGYbjVw+hReiq93wypcaUS6ODNG32eLdbNHZX3Qz6cTgryctrhruSugkDI8ERNhCrY6hFyZI8UgJ/dhgtjTVcmb9upU/A4bZXe3wD97gWsNare3T8n/YHGAB2rlO/g6k/oNeijsTJy6aIMztgBe/Btq18uWThlJjLsMZpIVanE0bOQnl2d0+padB0Rj/X9ZNyK6VWmdVAbMCkbzECfwcRo1B5QUxkzSxnXWYqrR/a0Wf2SLyY3KeeNGqllYI87f5SxfIlrLx5PyH4B1sOCBIEgRSvJm/f3SqCN8cJhC2nFZjOsRqAXzhuPrDIuk+VIQ78cquGxYNBBgkxowWQH/mtQr4HfxJUZC4X8Mcuk28wdflTRXfzNwvV82e6ZsTF8559laNE3GZrmj1sC7mod5V/bKN1YL8w+fWfi5Ye2QM+KOLSZ1l7ZuJUcuPIwgDEgWudRh8x1ZhulyHWYsKfcgNCJcz5HdoGFmxuiHIds9No9PlLraRMCiMZNeG2SUZmgF7QTWmRX408aPc8rkgnDkqiJCEXPby6Pq9ZLCR8zTRzYEcImJUqFRnLFY8IVLdfKdJUASXh4Wk/qlyc5QkSAXNk0TjmnPibnzb2HWwJ2htq1sAaG8nT2/z9Wo35fwdRU9x7Xn0Mf2inBpQ2Bxcix3FQUszpadeok7NazUSgDHnnID4byU6n59EU9+8HnN3Wz3JDdWc2ULdTdBoUntO4wkZCNAKY0bWP+DIJ/EsGdBfqg50F7gJVQA2Nid/AwVeAde5KTp2mocCXUmTgm1VB+QH6g/OCNEhQnDCsF9z8bejHRgN0tjc+ejRgP/32JqnrnBwN21UOswqpMcvUOA4NZ27+VjSchL0BrAxYML6JfW6Jx0BbvkaUMdkILJwMX3O3rSDY1aiqLUPA3+p+9shwSaQNwWYL1NuIVJo+88T9rqjdt+m1g1oSvX2uI9Y/Wn6/k1ju/t9JRskvBG8ZBakpv3YtoduZPMxlvYpNdIMfb3fnfBVsg5eaEZzcsZwmHq8NtEciBm2M0cxxevEqdTY8Cxd5zQQoGMfTMBj9yD5R5vTwrf3YwOhxyKqczisrWARjusRLV5utXRLNzGCnpkJaJ9EFTLzw9j5A0hRAzNzEh2LMLbfGH9J6W++sYQ4VccZcsDK5RMC7afPGEbjuWv3aVmxJyaDkevU8yQLlDo7oNfdqWdeUzmSTsD8gUvUwMoZ+iajYFJZak8ox1y3E4ySqLa9cDkdOj9HJ+Zw9LpGGG66BjdVsO1egZT/lQvQycp6F1KPjgQE/jcYF2+Ld7m9b29P04RM6xvjpWpPttQbSqukhl07i6bIzAWjfLAC6BO1Sshw7fqCJjCb2ePfVxB+KvjX17ilCgpiz8ZdfME86CwPO8i0bvXReCVX8oqIgYC+54xWXyXwi6vYyj3G+3RuB3GCbttDklgLehnysWNPO22Hnha9y/g1hKYi2VqN/PeqIhHSYpJkkI9lG3cftcEmZuPPjp3/0WCOvT5+OT+QuakWrCEUVhLx9WJLjc6xs5BRUamkbYLAUDyEiaTeCKbx1WKeBmBz/5QWw3svS+II0rEOq+b/uo7rhT1gaaWIqYcbxTDGC8IPw328MrvWo5cF/RQX/R5FzUokwTzOOt4rRB5/ALs8ut78cjxLlA8/rs/V+fzGmZiF991bha9pBj6Pdpc99xFtaOR8U6EPOe9YXnuvZApneztW64epLV7ynS/n2quSzlpAQsC2uimikOP0dgvO9svtLbTpRNBhWTZe9vJDIHP13ZExDe8N8Ipa7NOxamCJjSqftknYDrlVp2TYtKESniXTMhaPj417hmlNkoVGYttxH6xwppOTtMmTESr/CIkZRPY9oRVXraECo8OXlzJ+cUs7pC7dgsPj2wNGkLPyKiEo6j5Vya6550vqtpUgrNg3MV1nKnks4qpUVV79gncFmZdWlw0rSiQfVcEBR5bQccG1DYbImCsTGuhDL1wDO8IdyUlatekf6XkI4hWhyB1RmONEDntVt0cjb8YjiRhhwnbe15VAfGvwdxnAzoKRLSbQlTe5Cmq9sJvRMcKPh72/JoVW8XAL0tg8Ea9HCIq7omMRV27xy788rkhWPNCyrrz5Hvbjv5QR0QDI+ckTDlysO6uZK3WSjxzPObE6tScXfuSpyOT0sYIfYq4U5SW3U0OpWYuGUfoMCMcffHcutDX9aKgPjvkt6j1ftfbah2RtuBp/iRucFxMbg3cLPV2ynNyA8fqoaoZ72UF94DfgcXe0OHKTpNZLu52s4dUaWVegjB/TUvtO4JNGfZp60RqYMH3qDNsUrR6dkILw3yOBlfnZ3qeSQiAZ/7eieBi0k8OEpbbHr6HSlkomKOcZYyGcfd1dFnKP2xHOXkusLxW9eJ7L4Dn0KqDwfyUV+19MDhbAprVCrOSiOI7tu6NS7Pcr5pVvGH6+jldm+tyFqbPV3PXW8B4LIzWl+CyCYhZmFUWg+hTp9DuBfSp6fDiEm85yX5GrTILrYUzW/Wkn4fwpq3yIaYtFXM4rrdMDvD0iIBdAAruhyKQucJqyhrH6HaDvt4eRYaPcXGKc1RgxI08EtZD5g5cOoc2FaIHjZ6MI+UhEu6s4YhGDAkDkQuA7vTXlyfbN4BGbKqrI5/D2qXwI1pIwdGmfHRWwWd0yaPEvSIY1SWMThP+TUpkMP/wI5zKeAx4taz9NvUADH4YT+rXX1IGRIYftl8YqFyc0jnGDf/7Rmcfv5v8JUOy5oytxf6zary6oAFiRWV08FwKzMwfZIZu+z2gbi7RyMbvYHLmgGhGKNH28fDBf2C7gHrIoPXxzf529DlhA11BzmXse6/l553tRXr4Y8B4klQ7DELG73g4cVnzvwfLQpfADig9YmZ04nT3mRBO37Ikme4v8qymSMAZF8FF4TZhZ+Ir2SnoMiBdzklQzTYq7jYf1KKlgYfREGEdeUJJAtoiq3nyHXWQ1Z8VB/F8JMAV/c3UP9MyWPs5CKIOO4CNKtzzcopyOHdjiE1cxQc/wITp1DHFro0au00W/C9DWbHHfpBflceHzrPe40oYeUSp/GgR0Yqn/PV8JM4GHoq6yFm3WTvPc5pQjKys6TANzCdSAUD5x8e9U+UqmLVSFFWsAd7YRxxV88WTZitE5jcLVYP5PXQfl57gvYoqt8bTH+lDZNqASpvNwSvpYX8NOtxUltWy25LdI1JTHHzNX24Wwp93HrSyqSOb7qlZueL7V4khzeCot5Ow4HONb6HYYaKIrC3ZeparpbHU24xPwGT9Nwq1r9NoGLag3OolpD6pZoJ3MmZ4QyOAhVVHxZSWYrVtqPponIMVGYVP5A6jMSya2wQ1HMMktlFzpBKMvI3CWkwV94U/B5aFFFmYD9/eoUOFnENYRiS6IbM4LvOr/xEDWz2yfVGCCBLjv+zmJMyA8IjZIgH9+CW3UM5Eh5/oLgyJnlJWnB2E4FXKCFyBtMjFJQ3PnhznnE1mYOcIYZ7CT/bHo66Z8Fy1T4kiqJvBhLZ3FSpYSmEsmSvwPUCUs8fUWu3Bfe8lZOmGkfpyhWHDL7C3cPDAVTLNXu8Enjq5EV5amMklEE4MJEcIt/CJJJ7MrLMah0vsfJ1Qu8z6yLPJ9X6RePKOfxZ7xg4Y/DjE66f7fXYyL1M+vhu425HfBSnOiuaCE7jwL9Qa8GAXYT5osG1Nz+dKSKJN8o7Hhg7Qa6H6eDm4cX4QraAbI7tGkVqcmn5QEZR3tyILSL+JP1yFa0OkzfviqmSOHKTtfpAFApiqqfmeeiYTmTTVAnf6e7atScWhuqH651v87IbhgGCBLQ1Imb7BGyqK9P4Deg6+MY4zHvRqZVUezAEQtqSHV9YrSVcZSSMh/l7rP3KE8xHHwktGjVzXTe7fbvU6NbBWdGV9G57qbQfth+IbwclMUk1UDD4uvIQqxG7gOqas1R0h0HXsuzyx8+XyA+TX+Qh43LFfd1znmZR3q22bbcTmZaOOjMco0p9H4FSHiJJ+r638ooRTXj4cNIsQSbJSeVsNuydLKLEs8PaWaHXYwqvl8STeD7gLazCQqWTwa5bp72a5SQQ+k4N4JeisxnsKtgK9lXPE06Boh2qoj7jznNAzORDaZ1jCB1Sj3kMN/IDevH7Dic7BIo/+WHY9lkRxlhqIiBuMkfFpvvieMFw4T/BzfZpQ7vVSElVTPy27lP7QuOwDgXTUxjyE6VH89lPFITcK4/hRG9P3hY9e25wr67II6J8nNTXQN+XpPT+gG/rFFKn1WXu23b7Qggz4McyI3ZHKDgWsm5NGVmlNGk3SpdE4qDrYboSPM9taZJ3yQWNMTDU/s3MRuZ3LIYNXyTtU57KlSvN0Jayyru0D/HZR6X9Ihv3XlcEiQjCCpeeCw7T5lcfkxklXXg2u3FkVQjMIx7fdSqbJKRSFmWgyQBUpLHZVdB0fO7QuuGG98utYghKlSn9yXz+ZL7MD2IiEP5f8/pReGeDm4euDOCSHNaXvhiIfg9bB9WaThKlE8TKGEkpRrOBpHrevvnpbG/G+gLDpzwXG2wWfzk+JpfDmil8QelnzmOM7A9PkO12y5+DZn0sTHwTKU07kLOnh55O8BdMSXOQT6dTrTnsmesyFGMZpmdJqzFg/uXut3GQE03eu0YxDzGnj8bOmU91OYL/K4aIei+XAcf2eh37X3c0QxvElVF/L3DsNdqyjW4TMic185TQz1E/FfIUh2F8d7bxHVO+UT50tsCjrPc0Xzb57NTn8KHlUDmQ1DrSmB3tPjYUVsJhaK1O2vtiA8OZOu8uw9H1XwDo1ax7GOnXiynxLiucrlO4Vqpr+2I7HRDozW7xLqV43dMtJY1kmNbKVfIRMg3nYdTwmZyBQ+ZQwr0YfZ+5WiCS8bJi/5+q+387OBNIrNoMbsjBVvXbC/1IQa+6yhMULB3IuUbGIzZlz1wlCasnOPOYPbqDkjeuGD4Qjqa/GjLNglGBeLLU1MAdSEsDZdbu7ur6Lt6j2gNzVSgYA4P6WqK6NqiuG5rUMj4OwKgBWThndg5mW8bBlNT+ZvvUUlIC0UJBJ7sikOipz7KPQKWz5d9Fkf9V/w/aj0ZEozejkExIAwWARea22zCW8UF7BEILScMf5FhhhcnioyREmW8vZCN85ZfUSDxME3qSOt8lzZYfaG0eBIYuU/kCC0J0qT+U4IYuBxkPsscQK0NEzD2BlaPxjYG+gc/D4/NKKpdIRHGi33sxe5rCpHRc4tcxB24htmBDPi3/OUHndAOY9HoEZEEm4LGQnf24z7Na5H5tss40p7cu5W8WDfX7ct9jesFxLY/8vLiODjb4sfNtHOBDFJYvgDxzLXxnqkgzwOvR+u5vL95X9/dUIBoiqc6IbFyOECvmo+oUiL3V8mBgfwTDyw6UXm3ytwkWH8RWUJZWpvvuKgA8EVQWPFo7UuMCEdyOp7LLZr9ook3CUpH7Uz0VWLnEt86jKOL0rTWs12Y5BUAXPhdUxN0czVgIHFfEGazfxRwCzZ/rbCJDZxjaGV3RBB9cl0OuQJqiNEnjQv7i0nGExivDFFgsI7i/2LL+QsM5vAJFmG/a/9s/qpxx2MQ0Q2rmCKHZV9qxsojqySpRrIBV1G/P3TrDhvggCfoRgQZSA1VBjX1ilefsoaM5wY9TyIQQD4Q2QMV5RdwAoblXdNPQCLg7SOoIQhGJx8czIW2tK9Mj/J02LJTHTRSSAxI7blVHswF5qm4wGGELPMHvlskL+TEUTdlUNpOS1aGLHfIkLCsKtCGhXr+TfWXosjkUDxOL5ioDVZzHoRtf++iMfK0nsL+adXMvsaXU3CWZpKcbLZMuWT96PHxVY8qW57ptfzp2TmWhrZjDIv7U6seKtTk6Ov5ncnFJf+N2Y6DAjtxlpPG25qLL+bRzBo4sRCCy7FtoajBwfQADCANCyoGxAIhCiDte9yat8OwtlrTP/EDGKl61Edi3vLlhlBd3LoajEpVGHh77Z6PPjNlBQwhKOaROPMFAA9SCXsWRe3Gv70sxIEoAtwlZa8D4wGFQYxObPPgxQubxhhtNTqCqxmJKrD/7TihS+FCp/DhlSpPogwMsEqO9y1Npe3km2vw07clCiDBvDQtFRxP2rwkGkPqe30ipTLXqGASw6VxfXq31m0GGzqn/9TB9+Ac2nZRqPSAy/68JwfWW5Hi9o20z5hoK7ApxS17TwsbTEuiRXpsbLPPwqTOPankgrPyEJDR7dEK21K6MGU5aCZMw8qLU8eZty1e/+3eYIWEC0PBew3AVvrg5VqIIa2qkiagLNLqJo6/i5tr2rCT4MEmT1mdTvMqT+mex+9y47qrsgHX3hmO6CYSAQsqQhNd2Xqlz1y6N1bzwve9BHOJxq64p4aImzGCUht/OoLtL9qjShY1/Pe1bz4EjOATnLix8wMguoz0ijyoxI1Elj2+Kt9JxCDtpVJI4ahX0UmckPGFFvWfDXOABWITOZmPovniaC6UkR0VIAXYv7T89+F28+OXvIn15EOxv8veWmeZokSyasYpdmXlugTTmgDDuMY0dTrNn0lo5UYhJzQOwbX0akB1jsVjDRhE8r7VEHeWanQtqqiWqc0TwI8r0FCkeMylNgNNaKZlrk8Mk34C4cSGCCi7fJi09pT1tXWSNyzr3FIibaZQnNh1wMM25lj4jJYEbbjC84g0ltzowTHMHbfTKMOhs+WzZ5kUS5mRd8gFk0RRw1MUJuG9EMcB0KTKjCWmxSfriWJPP4Av4KXCnKQYiIp9WwEhwEuxsVCVfXhxbJeG7ekM1gAqmaeKqQ/AJQvR+GGaCeL3itr0++OnQ/lbS2HJTotn0uydvDJaKFcHhskGiOzyvewRCr/d9xd2eFsCgaMdkOe31Tpswox43edp/3Lmf6JsnUuJfML1ilih7zq1KoMigd9kGxb5gT7uj5DxEV+Zlk4Y8M/+9OuzFw3xyJ4yMBC4kDjfL8lJotDR2ToulaV29aypLCffOJlRX4VDi2Q2GsJfXShyCkjWpZ3mBQDrokvR6XPetvRYLzw22+9jquTAP5FPsa/+VPJ2bWgIMhGg8VKWBmM7rRTI58XpC/D+8PGOrlyBVZKCM6KsIrMljVgUvQMISzwE57fvf4un132JWkUMCVWiS9iqEI+oDQWqmx+rnaKKdjgpRsmp2BGejDq2158A/x+L9EazPIsxWZdtCZ/s0cPdvF+WuejlF+uus7rUAMUTlf7PzV+GPUm4E8ESe7qmvH46W3odTYr4rsj/MZLoc9fIZlHBOGky3Y2Tf9TOraspuuUzqN4VnXh47egwQrzf4YULnbDmOU2pjyGFaE0UBNknNadwcff1AqOA9iCYMfaW2H5npRfD+wfit9CPKYtw/0qFPgJESa89sfJKwZWJBwbyJvzXw43nx0veXE1qsl+6o86klEmP5bHEgPPaQfu9KzOPVr8sZuf7p8N0+OP2fOCQOE/7gZaYfDjsUTn0yUrAuNxmvK2iNrdxty5fmXg2XGb5ilbR3kj6FI9PPvefGMtemuIgN8QtrZa6X144jbWgXvHFJgbXpJ7qq1pRqYZAS0GxfYM3XlegIQq/tMZXLY1x7EFfZ8GJlpptjUXfO+3SeM/ECqAlFH1TyL1EuXuhIBKtVaM5ts/bcQdpektmVGIJDKkt/jVjcLMTW5OncMFLaFTjPavhvCN/iOJhD/7cZrctDL7i6J+L+Nv1UnuL/hH8cia1nZWYFQD7aBI5qRDJ/vsZSNuzdMogNqWbLS1PR3kSBfDGugYdbFfGm8oZtW6PrHSHTlSdr8iB+Oed3H3dNNzqfTlJs/d0dOD9lfO56nEGZNTj6qmiG/VUEerNd+ZiLtaBeHcu9CfSaDtW6S2h53B8kjGKb/KxNeS0jVMtxTo0IYmhK7F7lOYmG8Q3er73vnheAjOe2o+XwcMC4/aHTA6FBZgLZMzFVgStGpP/FL4eihmGk7BqJHnQiOih4xthydEOVX22JSo4PKEdnxOM1mdZVhETLxpchsBgHmaj/brxlAjqudNjSeyTVyQoDIoLCujEXVLi32tSsjMoJc7HhMtXQ5YaOPkAVDc9CvHVlJlWSo39SRjEFtQWHu1R9eAu9sPY0vh98a86tIlzzy6CCX/B5bfIV/9lBxFxI5942Rc8yNs/oHMr7xTouqQPwTSNWogkwoM0+Y9zBT+8CR4GSvE7KBodV3az64oQs/+/0iwKp+Ei2PkSLlUEUVSfhi8Wxgoofg1BuQJjkEtLD6vI7qN5wwg0gNg+bSodbQ27dzFGBF3A/fps6wezo4JD/aZXNVABXjvDxT+jyCSFzx3Q0gsJVj7t4x4zyOixTpNzs0/FhfmkXWw8QgqAIaFtS25LsVzIO1JEnrtnOuxAGZ0PJii+gQABE/CZzWX7Z8SOggd2ODZET4Q2ZCY/3Y6qV9zZEguoDogk23jYlSZ6VcJA+z29ALczOzRIpFpMqyHA6dXup1d9FAh+5m4P1HClLu4u1d2Qd3zFgloq83H92gxPgmd9MqK1N7pEV3BMGXZC1sLGttNTDoXz/EkoXU/loZGaXjYmIKq8Lke1tKYWxd7o/VX4aMyHAizwvTlzkDs0MmHEx7Iq3iCXXHi8y11TptTnXV140W6eJ3ZcwWbWzcVuBSeg7PMqyuISi/Lhi1xHFFb3xAoAH35DVenb37P1oiWGLA4WsuQj7ag6rJRIj53BxdPogXMlOZsshdaYaC3D7cZBGMgJFgyvVkoN0J/QcQeBvqthiCVLBKAu5aJ2y9g6QkdAGLSBAh7yPGeUqyZjtw3wqVzk+r3NDHhAu8on9hd0fT/JNImYHrUvdQeAAy2IYvY5isXUm693A9fhMfFxuqxHvhXokNsmf0efqQImWhZ499e7+KqO38C1Yc7og7FvN1Yjo2mW5yeZMsRc3cFt4fIhfxySvfRozcvn/baOaWtLAPS+xJZPG6fP+uC2j931xBipFv3oAhFI00ucNwtGRJLhOrDDg0m8/5AHOR2t9LulUlUXcuca4wNDLW8CgD8A9xjHRaEYHubs3LOzRXqA3heav1pGYFOMg5hTL/HH1IZKeVX9fMJWmhcC2rWobfEO98KqwYhYCmuvl0f7isynU5kNJHxE52aOteVd0zsSrlRsaFZ4EKu6tZK3uAwy1QEvmNIzARreTV8m4XaA1oOBceuXmk5QGJ6zPxFRRi7EdSLkuCiMqzdDLNeyyyoF3oy+wifKmsNEcjdd/snLmMH7g4N/3gKuG59WCQWHusy2GMKbB50Pejzuw1HmV0swBH2lTvQsNna+w2/gLYvBDJhG7AwBoIxNsNd8eFnSvrrqDbNnHuDBxu1m2jQvMcm0FDcipQphRwfSbHm9EUczyafo3ofXEfUOpiLcqeu+z4XHTPs0YLIzgyKXoNzb8tcxj8fPGwOfKW5VS48Ye+3wWkG4cd1AIH1W67HXc7EnemCmtrngAgE+P82k13fkasAqbhRgvort2usl2fYQgMgdPH6NWrvj0xqGrWof/BWbrmcYXrLyR6xMg8etaEDffeOoDdjsta3yTQxBCa5D2w9ueI2QjB8nt5VyiP11j5Dr/rjzYfm3DJ0op9imNT0yPQgmHRhEl7bU3QsEcxG88EOfUx5OzmZ3m1veGick7kTn/8M+EG8b/O+ne9VAaWQof9Z8gwpSDSPuVRIXuQ6SHHJXYTTTzXa+/4IbyU7CXENpe4zDUB6FuVSXK55jwYHwYWsjvpCrRJjjLkpXc2XhX1CmhGmU85Dx9FVreE8T+WxE6enItiuDMpIpzKgwJqEaDXyueSXY6JsyGc6XQFRQDncaAS/F5auGedMfZtYn1Apx4DZhSQdIWLNGklJlmHkyGUmoQkghlKeiKJfaLeTMzcaQGQRpQiuM/0qzWtXXUoX97mpGcZu4WfldycLj5FgWuZ38wbKbH97RLvDuqkQLVgQD9E2tCmsKrOfWqn9cDqR2LuU2nt8FOW3YKTxCf92KLlhwG7M03eACq9LPi4JgOI/GrLsot/E9qFRx2ETAMXhmNgDRHM40hrAeBEjasXrUEaxtvC52ST6QwqTD+yMjGDpSNsQDebE83Q1Xw2exDFJXTtPL6l0HhatgiUtzMZjrg8TR6D74UF+Ugjq3wywBOLz1xHYsm+E8Yzjf+HTq1LR1o+GMieX8RovHO+IB6wfoqQrncYsNTe0WyJTPpvdC2v0RAtbKio+v905liQBFsA6RzS+NAs7hWtfUvU5jR3Cp5n4yiCAdHoUmOEFpHpMGCQz2hsVB8Zhnj7J5S2ULTxy0X3OChi51kaTjs6wbhZ+8Ef71GeIcrPfIk3YP2wyAOOHnQF/wx5uz30ljOXk21hgROwiflK155L3LTSVTlPVa9KrU8iw6NhCat1++GQphYMrkLFHutywUsch6A728Nol9Qf/fQrWE1EtHoxZIO+V6by1Ab8wgfUZbR6Mt3V4uX+lqYrozaHwM8rXI0jbVA2oT1AWRftnznHbgXWjgXZtyjsX/13T9D27WzBTRrHWcDjHhhdCCpST9aiDN64OQ8kAlP7LpBIblcaXOM530iX/j4sRL7cnnjJiYi9G4PYPxrtIz3dIZK5mP8eSB/3XJxpELSSZ/zsz8FP92v5xXtSs/7Dqo7UJ5Nygz2ECoPYQafAnusZkPqbhJG/2BJNO3DZYJyDP7VQx7fupSLAMSx/Lz9ABdEKaKnlzs41HUo5wS4y5klztRN3XbJqLvlCDChT5a+8pKLsCXjq7vieaB8GrJZtQh7lwLVH7PNKWlWpxTmo/Bz5Q0YHhW+0743h5mU6BJMVyuhPJz/VWGOPk4MAWebd9zqqYTjjrP5QUSnCAb5plnP7I/+AcYyEtPPloa4X4jFkq6fyN9gXQixLCJXQoewuHH79ez32z3rQUhni5nujeJS4cfWzBm7o9411fVC9J6t3mGhfHqbFVEbEB3Chmmpr9MvERQSjEiRDKyL28akujlFzZ2W+J8i5+JjrNJQMCSNrX4pwIW7VHHGZE39mly0a/ABxiBzOiOlImHGT9gXRtbuua/vWAJXOEyL8oxy5Fh3Tej7j98xiCObdYIoVNs4cXqQhG4zaZ/mqQhjKKZBPIID3He94d5ZE8j/V/ISTy/mkLnIs+GNkr7mvsPcXBNPzrxDKmkpieXh83ibrK4T/Xx+mHkp8/FxbrwPqLtxx2SSqOx87sehncnSGraXgx8ul9Fwkq4eFuRDcj9EpfIELqJY34jP2y2OKQxEEizWhnge8WHUhfdgtRNwWw8BAsPhetrA7IC2Bs1t+t68Us3QQJt4oHTl8p//hYcKt/2PK9FmQSlG+DsOcih2Z0YD4S6sgmUNbacK34DQienO8+WIWKVVvCJnZvjJCbXt4ugEXaE8pR33id+Af4Xhqv9YouzeGjgFXdI7OZjzMFDsKLZ8E9ncWPky28Om9mJgKBT51PplE79Yf0AQrAUXZLYxehDFDt9LN4h+N6MfRVV8/geGp+k0Gq+THmfFOsY58EQa1H+uVmH8Ibt1vjnlvyPil6klBIVOxxfm4vf/h4+OEeEDscnpYgUr4j197zTuEMKII0hKMHfjOoNiSUGuQt08zET+7Q3WyZjN6cICy9D2cPstL3Ox/C2a0ZcTZm4XBSJxyjlSa+9zbrnsddDpD0ukwShacaUTY1kAZMwl38cNNPFZlBT5gHhf8YZqaw8o4kRcQoOgXtwGR4RJjRWt0NXn5rjt0bnBK8GqOGzGegb2OOuJppMYQwV+Z4QnaarGQ7GvoRceTntILg4SigXsj00fCPQ7kussD4xXw+PIgopCe7fatMukiZWE+NghTnZ+ZVBqZ1eRP5jf+EaMmaoo0hTdnU2Y0Sc635asJiZVt5SkAObLi1vELsZUeQGO2x1Vxl38V0mls4ZdUKrGpnJ2W1cf+lxYuk5021vynhnZec39SSdo0Cqg0oBMZdtIMV3xcHyGbHlpb0d2Eq/ckvE6hhkVaeoxU8J4b4x5XvwTbOg/gmPEBTMb/MCjHQ1Pd4kRo1wWjCKRI7uJp4WH/ZPJdEj7klW7SLsCYsaA+zbdIzlwJBvUYVUVb+/Z48Qwv64FvMTZazbbXKCNUXRVhuEKZDVYZWKfnQCvrREs045oOluYC8dz4vviKb/xWeJ41zrFJZe8w8MUJnEjo+IzdH5uGvNckKN/vS/axEOS/AOEURssOs922e7iu7p8HiU6exX6WOR8wYACiyRizh31KHEADNEyp7naWQ6Fy+ziom/7NGYgOC3d6EM2EchW6sOVSu0uh67Qhjs9bzcFnokeuhrkgod03K3xzhZlFLQjpKG86WZwT8UW6Uec+e1KGa1t5LrBP5dvIC3YRXLTby29lRFZARVrLIdt9mLX5jF++g+RS0wc7E3IH9uink9YB1lhNAbiJGlC9Tw2NRxR4z7gaxHV2/afHOFZWOJavpJwloMXQapLgzp40HlIzBKxbt2DiZP96OgH+b+wf7lVo2xdk1OXmiiB2v/32NXGJm4cJj/EgUgJhZINL4VeVTDWJ+ESNLOPnun3COGC7jy8qLoP8nRW5SO92W/1ET32C59/45B9+g/gP/yRDigMUHj+MRp/fPyDN1ar8iPdV+WkU3X8BAywpgxEFdPJYidhop88QMf5EVgCJUAtWRIT0kQx6PF5ZHki8PIrTFppuUz4+CdqBJA2nxUhDBbpDRnXpKhkk4x5W4EEbvevuN3C2dToYrVfzXJZK5XlrCgnV4MxVQY/XU3R/+oA6q4w/r9nd9j2EM9sFG3Tc3ZCOVp6A0zOKMqKwSu2KFFQ3bn4baAmu9MO2juW3IUpnVgCa4r9Y5jebcf4C+qgwX0UuV0k2MnSvyRI/zVk+2UCI/brZH0qFvUcPQLf2Mvspn4FDSbetpddrZGdD9yykue40yzcaqjVWBl/KpVXZs1W7km6xKc4iK8Spl9czHusPAqlHqGAqdl+KRSCaGjqVgZX0DfRM++9J6y/FE1HOz0w38gL0XcMQhKgD75OHL0eUM13Cohdz5JwCmOqBuNAdyQcTMWvnybC0P56Wfu1luFTGofEL/N00Wmd51IwPUc99qNTfLJeN1aSexjvXKSWjrx6WlaywrRhen4r44SBjT3XtqEh4bYtmMQmzgZCxKkK1XCeETivpgArwQnE3idFr4LLrN5u7J7Qe80biZ3bfOdHnTBShWiBv9Ck/91W/2U7jaf9isTTya3LjmJ3UNv02rQeIeykS4z5H4KkHg+Owv2dwPn+gMAxxyVMGIMKVhiJoaIAhL85bupLysRMnK/tcGsScQrvgY/J7kUUukRHYRhZK5vNDS8Mw4JKparnxq+O8Idui4BJGcshsmUIzESft0tzERn87pJ3sb7gVYIeaR8myPGDgRQfkg42fn1dNXdhs4hZ8Ma9+oxVcB6MPevUZCbB10EBkbBtVNmwwBpK9xmsZ6oNZnUdbNpsoVHM5mMn+SjoGooYe3qbUBwficicBwvcLIAXsifWVMsGNZ0D4Oeb/kZyPZ5A1G4hk6kd83a8GsRiymyfQc6e52+8QHqWYcEFLv3eBLw6KjMcIgz2xtOOGVyU4f2rMY1hf84CmQzSCC1j/F2jC4CFYxh66fmiHIQpPbH6J8h5elLgN95EJzg9UIeMsOjXjLBcFMSBcF3gE2ndEeOSzYzLTu5sM8p2PZXXKyYMDBfpTG7v0p+QHgs6ejrl5SS19TgO7+jov3JjQHTxFI1MVpx2icOM0PbCMwpo1NiRxgBRP4pa3Cr6m0XrNC8zeaH3svj91Djefrho2UQ3Az03uChk2Tk11YnCJo8vquZXjL7TN+Ug6aN4jZnTjLa5giYFd6th8yjIJB4AWeCSmO/Xp+9hiAhTjpmpfKm4Giw4dsbR9Ljs/fuZIxW9bPC0wtwKkKZginxV+lDvhHr+zblYHJSLwLc/8s1CaASFu+CG3E5zcv+zcsiaMH/FST9vfuGzAuwvC1ysUQJG5s6QNj59ET20ma0RvKVPs9KIQHhvIla8eMtEaWvIbj90k+hz6oJZLnE736ZamJiSxgxhfHWxxYgCnFleVWxc59hPF0+qlurOawYDGwxbf28k27AxuMYltP52OCuIR4Zc7Vkr0b9dqF935NgkjFt99Lt3WgD/Zzibalh0fgadVzxD7o8Bm/0j0r0LOb3eHNJ82MGv1HbLUOWBNGYW0Qq09paf1cCnnUdI8AWuDsoZhpsODqGMDGu8VgL+eLT59deGZhSvuEGlEa1FP/auAf0b/J2t6QZ1xZbWiO5dPoz43HWRgmAlc+HD5+q4hbFCAjFYxaK8IN13B9SgMg9+PtMCVs+uuRkgaA7RP8yHDE5XbNZSgcuM8zoWQXZbgY+tbjgPXEbhhiEfMFkctEDaL2DpSrzIAcLZHgLDLCb3mllA3T0UvQZurvFF4HticEwesagPeeG+0eyqTEjvDNYLomGxkZueDILgQxZVBEonGTVvVkDqfutfTRhSjpepqsiArsWjVh27Mw8sUyZeQHE3sL5Sj7eRpIAFXhHiUN0PTfT0ciw6O99mWVMbSPtvd7VDXYNVM/mOJrjgq2h8SyfR/BG3xC6Qamc3COL9Yw2awOPuGWtDLTtFO6+dLx4K4OEWvhXvB6bnsf7j/HBokPgf39Lf+zPI5Zt0S+CaHv8y2fDhIemvL5UPNTGb0eqzbmeHeuxukqJCLxIyNsJwoV0mpjbH02ELZEkIrrK/ZPmNGc7SH2gjG2XB1PdV1GNrKWQpEWdLPK5OSM0g6fBQqLhKwn9D6yOLuSDelZtJDFw2420Cf0BhtGbxE5XbCrmqZ5H0LfWJ8esM+nvT5pfA/vH2NHh1pWYza/h3mzw7XdHgwZ5vX0QNkROMlqinoJKAbHEgk5YXQ+ZB+sokIQC1UlRQujDDvF3XAjONnJYQes7qG+aYRCkCf/z8DT9+H48fXZbhLBCWJZU2wKBwXkbvQ89ANcYNAv9YTJ32pr1guttqK2tj669S+SLf0TM9lCpqvHIXPOdxyN+LympbTaScHl24fhVWVSWplIDw9xQQ+4IdkddDAfX2mrZU+5uLpCRhPjNiSU12JBHZaMUGsroi0IZxfkvyXrsCJ9W4FqXfLNrIO3kXvZxfD9a5fZe7IvasnrFntNmmul6f4dm0yHRrzZ3hB6EXnYjpytObUw7yo866J/B4UBYdQ4Kz9atwgPDxaYsw8kB9EM7SnNeWdue1Wwa6wD4NNztLgTj1ipq97G2QSWdF68Gg7gJ5f2LU7p1Fu+ARzEBF9r15AMAOJZQ5bMDO4dpWS8+3ufMy7vukPNUYdrS9kyqTnMuOy2XYpwVtMU111gXzrzzIos8+xfr2Qah6XwW7SMZ4zRbdzBUuQunwg3BkwOySQpdILief2wKdzt/1B0EavNT0+4W7+f5PW7gOLYcN/794RLg1N4F1cKS99NMpJFxlpg9U2teoy2PLLZKZg+/m2+y2B4/Ivqi89OozJVikaOz8GXn3KQ9JBifOtrNlYc3Xd0M6Al23HfoNnxycZesrdu+nN79GCsjftbEEvO44y21LW2HsfbJ+GzKTJ9kfpD7VrE/gqO8PwnaWFin4SjS68gEksRxCjtVzRP8K+XBrnhRaNNDRtCo8+h7pTXEqCoPIMlytQj3DNoiKDM2tco7TDRXuQnu4I9KJURhcOqdAqOelgJLTPIGTyVSBxhnDyVqaT4sC4t++CxXv1ddWkI/qtJK2PNsoHwOhpYleIciIS+ZIAz0bhL+b7Ol1dg8fhtR7mYsPdDtOkaCmm2mzmsac/BFAZYVkJU00bFLZu8nCgwReMGqNBDPSg6IRyPQ2uS92+iwLpt4IyO5usfqaZ4+dVWiqsodyYvQaf157bJMQNUJV8uhC7HayU4Nzb3MS1yfzLayS7UAbJ/YUmh5kME81ha47FIx6MpqbkFfpWUn7NgoSdsLKKHamE8yZauA1PxvlNwFYFKv4qAyjq6maYIu8S8jprdOra/7SiGUu45r6JekAE93zY1JvTA4yFou+riA+BPgMvM/8X3Yqng4Baq/zKCm+fCdHazb7pkjgRmXZRcMtNBraANGljsqI66XFu25mSpK7JNGTdlC63BO/nRn+AMZeyMLc0XzwmDR+0Axw8rgL8m180yaQ90Llv8T55Rak07qNmcjwR+HujymruiotMMkrWv28zikfL0uQBmtNSu4lcsEGxAdFInq1efnsQ8dsZ6mezFXejU++pGfRmjar0Rt1+xiWcO26lvUtIdOdtbF4hcwRQ6HZEzoFTmCNEX2UOMgvOUJAIHcqtHJ75OKRr/HSGB0mWEwy5fGnn2Ah+pKDeS6lB2V0JvdpoMkAsSIGUXjLr4VGdJvP5tXqi1WBZ9Pq0hpwGd2jCx/sfs9FHNQmhA0MXDfTHUf2gxHNE81TmV67dCXgq8S9S81UyTSTdnq6vriSf+AglU/EkbHatnH16qCq2zJGZ68y1FsWeHn2PJ+TwNRUNcTHH4zlO6KiZdu98cS3W6g97qVElzRQvlMwSs8VyGkx1rentOZhQzF5dHu0v3wChh3IEvwMy/oKllOSSfN26dQxnh2h8zb8NZ1H12DDujGUcn0LMw6xJRD4N/Gj50EACxwy1GsLv6zYiJEW6+zqFr4YtJeD2nQ5irtR37FSew5BQBtvoITQP+XPPTR6jab5xMpUjhHgNDxmXBat2vboaU+eYwzdH3IfGlhscZxg6WJLmZB93tL9Esmcm13VtuPfOyPr4C6FsaCIKmbayOUYFBeCsXgFKzS2mWpH1n2A3RDiXFTFEmasn5oARLrkeZ6SyT4lquj3kl/S6+PoDfTu2tX7uEkP0UEmx0KptfriyZ+MA7QiMAHIOkqv+IaZF74LbPvNTy8M93szstSS5NDX2XneLfo1Te/WMvfl9MbB/G6cq8df1xjJaC3g6AVP6/33M5MtqvbqfmaT7TBwigBWQCYEfzJuoDF+U5n3KBgrR2yIPSfSW8YUdt+W98X195/CdMxoNr74AYAfm9PEfX95ey3ugUU5m0KQp83YbVnnm6DlZsBQMF