Poderiam me ajudar com uma dúvida?
Citação de antoniocampeao em julho 1, 2024, 12:24 pmBom dia. Observem que é a mesma pergunta...examinadores diferentes, respostas distintas....
Considerando que o objetivo da contabilidade é o controle de um patrimônio, assinale a alternativa correta.
A contabilidade ocupa-se apenas do patrimônio das pessoas jurídicas, com ou sem fins lucrativos. A contabilidade, por meio das demonstrações contábeis, apresenta a situação econômico-financeira de uma entidade em tempo real. A contabilidade é um sistema de informação que controla o patrimônio de uma entidade, auxiliando os respectivos usuários na tomada de decisão. Uma entidade contábil pode referir-se a uma pessoa física ou jurídica sem, contudo, confundir-se com o respectivo patrimônio. O patrimônio é o conjunto de bens e direitos de uma entidade, deduzido das respectivas obrigações.Gabarito:C
Já essa aqui é de 2019:
FURB - 2019 - Contador (Pref Porto Belo)
A contabilidade é a ciência que tem como objetivo efetuar o controle de um patrimônio. Nesse sentido, é correto afirmar que:
uma entidade contábil pode referir-se tanto a uma pessoa física como a uma pessoa jurídica, sem, contudo, confundir-se com o respectivo patrimônio. a contabilidade ocupa-se apenas do patrimônio das pessoas jurídicas com fins lucrativos. a contabilidade, por meio das demonstrações contábeis, apresenta a situação econômico-financeira de uma entidade, não sendo plenamente aplicável ao setor público. a contabilidade é um sistema de informação que controla o patrimônio de uma entidade, sendo aplicável de maneira exclusiva às pessoas jurídicas com fins econômicos.a contabilidade ocupa-se apenas do patrimônio das pessoas jurídicas, com ou sem fins lucrativos.Gabarito: A
Acredito que a "pegadinha" está na conjunção "sem" entre duas vírgulas. Português dentro de uma questão de Contabilidade. Será que é essa a charada?
Bom dia. Observem que é a mesma pergunta...examinadores diferentes, respostas distintas....
Considerando que o objetivo da contabilidade é o controle de um patrimônio, assinale a alternativa correta.
-
A contabilidade ocupa-se apenas do patrimônio das pessoas jurídicas, com ou sem fins lucrativos.
-
A contabilidade, por meio das demonstrações contábeis, apresenta a situação econômico-financeira de uma entidade em tempo real.
-
A contabilidade é um sistema de informação que controla o patrimônio de uma entidade, auxiliando os respectivos usuários na tomada de decisão.
-
Uma entidade contábil pode referir-se a uma pessoa física ou jurídica sem, contudo, confundir-se com o respectivo patrimônio.
-
O patrimônio é o conjunto de bens e direitos de uma entidade, deduzido das respectivas obrigações.
Já essa aqui é de 2019:
FURB - 2019 - Contador (Pref Porto Belo) 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H4fDUqW8IaVyz2TBYoIyceZJIyKBwCzDJHWgD6GorzTwX8WPEereMYfAvxB+Gt34O1XUtOn1bSQ+pwX0V3bwvEk6M8WPLmjM8JKfMMPkMcGovFvxk1yx8fT/Df4d/De98Y6tpVjBqWtsmow2MGnwTs4hTzJeJJpPLkKx/KNq5LCgD1CivmH4D/ABcu/DH7PXw206w0XVPFvizxZcarDpOnPcpDJMsF3cPLNcTyMyxRxxhQxy5yyKobNe1/DP4iSePrXWLXVPDlx4e17w5qH9l6xpc86T/Z5jDHMjJKnEkbxTRurYUncQQCCKAOzoryC7/aM0e0+Dev/GNvDd61noGr3OkyWQmXzJWh1D7EXDYwAW+fB7cVD42+P3iDQ/Fnizwb4L+Emp+Kr3wbp9pqmpSx6lb2kK288crqFMmWaU+SwVApDYbLLgbgD2WivFPC/wC0lN4h8QeCY7v4Y6zpHhf4iow8O61eXcBeaUWzXCiW2Ri0SSRo5RtxJwuVXPHV/Fb4rP8ADS58L6bZ+Eb7xDqHi3U30mxtbSeKIicW8sylmkIUJ+6wTn5QScHGCAegUV5T4U+NeveII/F+h3/wr1S08beDvspuPDtvqFtP9qjugTbSw3TtHEY22ybixUp5b5BOAeK8YftIeNrfwH8VbG1+HraJ478C+H21ZLePVra9gW3kim23glwFYwtC5eFl3HYAN26gD6Lorwqz/aB8WaD4D8A3/i74X6rN4i8a3C6XY2VtfWsj3U32Fp47hmQiOJJGQg5x5YJYjC4p9n8SIdD8dePtc8RaDr1nrugeBbHXtU0r+2/tWnxIv2thFbpgIsv7pg0mMNleBzkA9yorwGz/AGnvFN1qHhq1/wCFDeIFi8eae954TcapZs986RJKy3ChsWieU5k3szHap+Tf8lGtfH/S/Enwl8QN4g8M+I9F15fEh8AyaHpN7C17Pq8nl7YLa64QK8cobzvkKJvYYZRQB79RXzr8MfG2gfCO38ceDbz4a6j4KvvD2hyeMYvDMepxXunyWSIyySWEqqNm6SMCSNgAJHDAfOzN0XhD9ojUvEXizwXo+tfC3U9B0f4h2c9x4d1O41C3ledorb7SVlgjJMIaIOysWJOAGVScAA9oor5+8O/Gjw/4N8M6wuh6P4o8QazqXxF1jwxpelXmpi4nvdRS4k8zy5ZCFt7RFjd+eI0X+Innvvhr8WLjxnr+u+B/FXhC58KeLPDsdvc3emzXUd1HLazhvKuIJ0wJYyUdTwCrKQR0oA9Doryv9qXxNrfg39n3xv4n8Oarc6ZqWn6b5tvd2xAlhbzEBZc8ZwTXBP8AFrxnN4T8LeHdY1SSx8aeHfiJo3hPxUIV8v7ZG0oxcKp5EN1AY5Rxj52UfdNAH0jRXjfiz9oTUdHvvFFx4V+GOp+JfDvgSR4vEurwX8EH2eSOFZp47aGQ7rl4o2UuMoMnapY8VNB8er/xB8RNR8E/D/wDJ4jtNC/s1tVvl1e3tZUivYUmjmgt5MGaNYpVZmLR87lG4jFAHr1FeU6R8a9a8T/EPW/CPhP4dy6npfhjWItD1jUjq9vDcW8zRo7TLaP8zwKJFy+4M2H2K+2snUv2kpbRtQ8T2fw31K8+Huj6q2j6h4oF9Cm2VLgW8s0Vqf3k1vHMSjSAg/I5VWC8gHtlFcH8X/ipD8KdH0e8GinVL/xDrVvoOm27XcdpC11MkjqZZ3yIk2xPzhjnaACTWXrnxi17w5oOgxat8M79fGvia/m03TfDUOpW8nnSRK8jzG6B2LbiJC5dlDAEDZuIFAHqFFeK3/7S0Ph/wpq+reK/h/qtjr3h3X9N0DVdCt7qG5lV71ofIlglBCTIyTqRnYcqykKRmq198fvG0dv478N33woudE8Y+GvDqeI9OsH1a2uY7yykaWMTeauERo3ifdGSc7flLZzQB7nRXzPoHxS8ReJvhF8GfFHxV0HxFpuo634h8Nw211puswwjVp7i1Li6nS3wotpGLM1swX+EYAGKq/tBfHDxF4k+Fvxb03wP8P8AVrjw/wCG7LUtEvvFEeow27Q6hDGRKIIGYSSRxSFVeQMpBD7FcrggH1FRXkesfGDVtE1Lw/8ADfwP4GuvGHiqfQIdbu7f7fHZW9nY5ESyyzyA/O8gZURVJOxydoGT1vwt+JWlfFTwoviTTtPvNNngu7jTdS029Ci40++t5DHPbyhSRuVh1BwQVPegDr6htbu1vYjPZ3UU8Yd498Thl3oxV1yO6srKR2IIPSuA+Mnjx/Dun2PgnQ9K1bVfFHjRbrT9HtNLu47SZAkJaa6NzKCkCwqQd5VzvaMBGJqt+z/qHh6PwfdeB9F8ESeD7vwbfHSdT0aS4W4aG4aKO4Evnqf34lSdJfNbDMXbcA2aAPTqK8l8K/G7xD481z7R4L+Feoal4ITVJtKfxM+qW0Ad4ZGimnitnO+W3SRGUvuDHaxVDjnBs/2pvtFhY+PpvhnqsHwx1PU49MtfFj3sOf3k/wBnjupLT/WR2rzYUSFt2GVigBoA94orzCy+Mmra58V9e+F/hr4eXt8vhW+s7fWtWlvooLa3hubSK4jdAQWlf96w8tRwIySy7kDcpoH7U8mueC4viN/wq3WYPD+oyR6dor/bIGu9W1aS5FulpBBkYUvv/fOyr+7c4K4YgHvVFfPvj39oD4gaN8PviNav8NZ/D3jzwv4Xl8QWtr/adteQGzZJlF6kuAr+S8LF4WUMdqhd24Vb0X9oDxonhnwXo998Lb7UPH3iyza6tNJXVLVEltIYYnl1Ca4TMdvGzSgBNpYswUL6AHu9FcP8K/ihb/Eqx1aO40G70DXfDmovpOtaRdyI8lpcqquMOh2yRujo6SDhge2CK5j4ifHbXvhnqy3XiL4V3sHhBdSt9Nm1yTWLUSnzpUiWeKzVmkkiDyLnJVwNx2YHIB6/RXyXdXmqeJP2mvirqHjLwLrE1h4K8N2y6ZqFvryxNo8ElrfFpoI0cfvLoLwdpaMxqWxgV3OhfHJtF8N/C/wj4J8B+IPE+p+MPBcOt6THeaqnmCKOO1JF5dSDhtk5ZpcHcy7QpLgUAe90V4H4o/ag1vQf+EzuNO+DOr6rp/w6uhH4mvItUto1t4fs0M7vArHdOyJK5K4UYjzuywA6Twr8ctS1j4haT4H8S/DbVPDUPinTLnVvDd7dXkErX0Vv5RlSWGMk28gWaNwpLcHBKsNtAHrFFeQXPx217QvHmgeF/G3wrvfD+leKNSbSNL1GbWLWedrjZI0Xm2sLMY45BEwDh2wSoYKTxf8AAvxl1b4heNNZ8PaD8O71NG8N61f6Fq2uXF9FHHHc2+dqwxYLzbvkJPyhRIvLEMFAPUKK8v8AFvxk1yx8fT/Df4d/De98Y6tpVjBqWtsmow2MGnwTs4hTzJeJJpPLkKx/KNq5LCqHg39o7RPGlr8M7yz8NahbJ8TbrVbazWeRN9n9hiuJGMoUkEsLcjCngsOTigD1+ivKdd/aE8O+Hb3x/Y3+h6jLN4G1DStKjhtdsk2q3moQQyW0MCEjDM86R/MQM5JIANR6b8dNXs5vEOkfED4W6zomvaFobeJIdL025i1WTUrFWZG+zmPbumDgKY2A5dCGIOQAetUVT0bUl1rR7HWEs7u0W+torkW93F5U8IdQ2yRP4XGcFexBFXKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKydd/5Yf8C/pWtWTrv/LD/gX9KaEzKoooqiQooooAKKKKACurrlK6upZSCiiikM8C0/8AZN8GeLLnxn4k+NWh6ZrviLxbrV5dLcwXEzCzsCqw2lurHZuMcEaZyuNzNjIxXQWnwd8SeJ/2Zx8D/idrlnLq8/h9tCudTsC8sZKApBcDeEZm2rE7KcZbcMkfMfXaKAPB/Efw/wDjp8Wvh1q3wv8AiVD4R0eN9OhWHXdJ1G4uprrVLeeGe2ufs8kEYhi3w5dC7sScA45Oho/gX4veNfid4S8ffFi08L6LbeA4b37BZ6Ffz3h1G+uYPIkuXaWKPyYliaQJF87Zclm4Fe0UUAfPOh/s8+NNN+CXw1+G0+qaI2p+DfGWn+Ib6VJpTBJbQam906xMY9zSGNwAGVRuyCQOa0tc+FvxVt/iP8TdU8H3WkQaX8TtEgtF1htQlgvtCvLexmt4pI4ViYTgu8TgiSMrhupAz7pRQB8zfDn9nzxxo/xC+HXjLUPBPw78KW3gy31C31JNEup7m91ea4tPJN1JO9vGXLON22QswDMTIxO2qmn/AAD+N03woX9nfWv+ENi8JX+qXN3qeuWuo3L3n2GbUpLyS1jtmgVTK2/Z5pkChS3ykgFvqSigD55+Jn7PfjLxhafHePTdS0hG+JunaTb6OsksgMUlpblHE/yYQM2NpUvwcnHSr3xB+AWvfFbxJ4r1jxFcadpdl4u+Gtv4TkhhuJLiWy1Fbq4uC4/doskSNMmGyrNsOVUGveKKAPBdL8A/HzxV8QPhj4s+JVv4KsoPh9PfteyabqV1czaq9xp81t58avAiwje6Hy2ZjhmO4bQr8Nefsx/FDVY202+0P4fTajD4ug1+fxpd3VxPrGq2kepLcpbkGDNsUhAQKJXj+QKqqGLr9Z0UAfO+t/CH4y6M3xP8G+AU8I3nhf4nXF5qK3mq31xBdaNdXdusN0DDHC63CMV3oA8e0lt2RjNDxF+zPqkdx4E8WDwL4A8fal4d8GWfhHVtD8SoPssywANHcWlw9vKYpFkMw+aLDpJztKivpeigDh/Dfw909fhbN8P9U8IeHPDVvqlnd2l7pfhldljAtxvVxEfLjySr8t5a5bJxXlnwa+AWpfDvU/D2kaz8E/g/KnhxfL/4TSxtki1W8WONlhlFv9kzFcE+WZH+0MCd5HUY+i6KAPHPjd8M/GHjTxd4T8QaT4d8M+L9G0eK8hvPDXiS+ltrJ7iUwmC9wkMySvD5cgCvGcCRimG5q/8AAP4Ua38NPBev+GfFzaHNLrXiLVdX8vR45IrRILuUuIkRwDGACRsBYKMAM3WvVKKAPFvg34O+Nnwr0zQvhVcWfhPVPCPh8vbw+IG1G4S/l08b/JhNn5OwTrlAX84oVHAzxXEX37KmuzeEdDa+0/wZ4i1vwz4v13X4NK1qJrjStRsdRuJXe2lLxExyhHiZZBG4SSMcMDmvqCigD5+v/gVrevfDMeHtI+Gvw6+HmoSeKtI1qSx0CQ/Z3tbO6gmbzZY7WLzJyElC/u9vKjcOTWn8T/2fbz4oeOPGeo6lqlpa6H4q+HsPhFGQu11b3aXlxOJjHtCmNfNjI+fJKsCAOa9uooA8m0nT/j54g8Nar4P+IOk+C7aOTQLnTRqmn6rczvqF68YRJjC9ugt4sFyy7pGyRjIHPA3HwB+Iun2vwztZvD/gjxvZeE/BNp4ZudI1++nSwstTiSNTqUKG3kWfhGTDJHJtC7WXc2PpeigDyb4P/Bm/8HfAH/hTPjS80+5kuU1m3vJdLDrAYb27uZR5YcBlxHcAbTnBBALAbj4z4s0D4yeDdB+CXgH4g2/hWTSfC/j3w9ptnq+m3lxJc6oIt8duz27xKtuREGMh8yTc4G0AHNfX9QXVjY33k/brOC4+zyrPD5sYfy5V+665HDDJwRyM0AfO/ij4L/GgW3xf8B+C5PCP/COfFKW91FNV1K8uBdWE11YR208Bt0iKuGMS7ZBINiliVcgIW+Lv2b9QHiLw946t/h38PviBc2fhWz8NatoniZFWIvbZMd1aXL283lsC7qymMBkC8hgK+kaKAOd+H3h8eFfB2m6D/wAIz4e8PNbRsX0zw/Hs0+3d3Z2EI8uPILMSTsXLFjjmvnfT/wBmX4g33wX8L/C7xNovga7u/hnqsN5oMt/NJfWGvxL56yR3ts8A+zK8UygbTMQ67h90Z+qqKAPnXVPgLrniX4S+JPCei/Cf4Z/DXU9b1LRblINBl3RzRWV/DcMbmaK0i3NtSXy1CMBv5IySPUY/AurJ8cLj4lm4tP7Ml8KQ6EsO9vP89LySYsV27dm1wM7s5zxjmu5ooA8x+Cfwo1DwH8DdN+E/jGezu54re+tbx7GR2ieO4uJnwrOqt9yUA5Uc569a5Lwh8MfjFZfDuL9nvxfbeFb3wVDolz4bl8RW+o3C6hcaa1tJbwqtmYdkcyqYwzGZlwpwMnj3uigD55034S/GzxJb/D7wL8RZvCkHhz4d6lp+qPqumXlxLea7LYD/AEQG3eJVtRuVHl/eSZZcLgE1d1L4D+L7z4Y/HDwXHqWji9+JetanqWkyNNL5UEVxZ20CCc+XlWDQOSEDjBXBJyB7zRQB5X8QPg/eePPilpfia8urVfD8fhLW/DeoQ+Yy3TG+aABoxtK7QsT5JYEErgHnHDaf8G/jVrXh3wN8IvHFx4VTwj4IvtNup9Zsbu4e91qDT2VrSE2zRKtsxMUXmuJnzg7MZ4+jaKAPMvi/8O/FHiTXPBvxC8A3GmjxN4Gvrm4trTVJJI7S+trmAw3Fu8kas0TFSrJIFYKyDKkGvOfFX7PvxM+JfhP4rap4qvPD2meLfiNpdlothY291NNZaTZWrMyK9x5SvNIzSyMzCIAEKF4zX0nRQB4pH4V+JGvfErw58TPjI3hHw7pHw/hvf7PTTdTlnF7eXcQt2uZXmiiWCMRMypF87bpDlyAM+PfDH4I3HxK/Z5+DnjCx8OeF/EGoeE31e4j0TxRbiTTtUsr25l3oWMcnlSYSGSOXYwBXBGGNfX+saLo/iLTZtG8QaTZ6np9yAJrW8t1mhkAIYbkcFWwQDyOoFWLW1tbC1hsbG2it7a3jWKGGJAiRoowqqo4AAAAA6YoA8B1r4I+JdQ+GNja+Ffhr8PPBGv6R4u0zxZbaJokpjsLo2U0cginuI7aM+a4Rl3iEgfIORk112k/DzxfqXxng+LHiuz0S0trnwL/wjl7pdveSXZjumvfPYBmhRZIth27iFJOfkxzXqtFAHz18L/2Y9W0LQfGvhn4h69aajZatoLeBtBks2dprTw2hufJSQyKAs5W6wwXcv7mPDHoE034S/GzxJb/D7wL8RZvCkHhz4d6lp+qPqumXlxLea7LYD/RAbd4lW1G5UeX95JllwuATX0NRQB478fvgrJ8TtS8I+L9P8PeFvEWoeDri7I0TxPbiTTtStbqNUmiZjHJ5UoMUTxyeW2GTBGGNYup/A3Wte+FkPhjR/h78Pvh/ft4q0rXZdO0FyLTyLW6glbzJI7aLzJysTgfuwv3BuwC1e+UUAfOXjT9ne6j+KHibx5pHwj+GHxCtPGLW00sHiyNYrjSbuOFYWkjmNrcGWB1jRmj+Qhslc5NdNcfDXxz4b+MXhb4h+C9B8LyaVD4Th8H6lpYvJLCPTYEukmEtoqQOsiKodFiIj6J8wGcez0UAfLHiP9n/AOOF98O/GvwT0ObwZD4b1vxBda7YaxdXlybowz34vPsjwLDtR1cMDMHcFcYjycrq/FT4C/ELxp418eXtv4d8C6/Z+LtMjstF1bxFczvceGALTyZY7e2ELqfMkzKHjkiIZiW37VB+kqKAPGfhz8GfFHhD4heF/FmpX+ly2eifDOy8GXCQSyGRr2GdJGkQMgBhIU4YkNnHyitn4v8Aw78UeJNc8G/ELwDcaaPE3ga+ubi2tNUkkjtL62uYDDcW7yRqzRMVKskgVgrIMqQa9NooA8s+FfgDxpZ+OPFnxa+JH9lW2u+KIbLT7fS9LuJLiDTbG1EhSMzukZmkZ5nZm8tQMALxmsXTfAvxm+GPizxf/wAKz0/wlrXh/wAaa4/iBW1jUri0n0i7mjjW5ykcMguYmMYdVDRsCxBJHzV7bRQB89al8J/jZ4ag+IHgf4byeFLjw58RNUv9UTVNUvJ47vQpb5f9LAt0iZLoby7xfvI8M+HyBmuo8E/BK88DfFLQfEemX1rJ4c8P/Dm18E28ckj/AGtpILhXWRl27NhjQZO7O7tjmvXaKAPm+P4A/Ejw/wDB/wAAeHtIk0DUfEfgLxxc+Lvssl5LDaX0Ul1fuIBP5RaN/Kvl+YxsAyEcj5q9E8I+APFdl8Yte+KWvf2VBDr3hnSNLaztLqSZ4Lu3e4eYbmiQNHmcBX4ZsElV6V6ZRQB8wn9n34vf8KvP7Mi3Phj/AIV4boxf8JD9sn/tQaP9q877H9k8ry/Px+687zduznbura8dfs66/wCPte+Mmn6ldabBofxIsdEl0+83GaS1vtOUbFmtmTbJGZERz8/K5XHJx9CUUAeOfBv4Z3vhXXpNU1b4C/CXwVPBZm1/tLwmoa5vJCyFiB9khMMBCk7C7tnbnpks1nwH8WPCPxf8QfEf4W2fhjV7Lxtp9ja6tZa1qE9m9neWiyJDdRtFDKJIzG+14sKxKrhhk49mooA+Wo/2T9fs/hn8MtN1LTPBHi7xD8ObjVfN0vWoGk0jVbW+md5I9zxO0MoAhdHMb7XQqdykmva/hB4Q/wCEQ8O3EMvwz8F+Bp7y7adtM8LbWtwuxVVpJBBAJJeCCRGAAFAJxmu6ooA+WPEf7P8A8cL74d+Nfgnoc3gyHw3rfiC612w1i6vLk3RhnvxefZHgWHajq4YGYO4K4xHk5X1nS/hjr1j8T/ih41mvNPNj410jSNP0+NZH82KS0iukkMo2YVSbhNu0sThsgcZ9OooA8Ss/gl4qt/DnwF0eTUNJM3wu+x/2wwlk2z+VpUlo32c+XlsyOCN4T5cng8VS/aZbX4/GnwXk8LwafPqqeMJ2tYdQleK3lcaXdnY7orMgYZG4K20kHa2MH3qoLixsbyW3nurOCaW0k823eSMM0T7Su5CRlTgkZHYmgD52174G/FzxlpXjzxhrF9oOm+L/ABfJo0EOj2uo3JsYtJsJ/MawlvFjSVvtAkmWV0jAwwABGaq6b+zZ4u1C+8eXtx4f8BeB9P8AGPw7l8G2ekeHPMkTT5na4PmSsIYkm4nBLqqdAm07fMb6aooA8L0/4Y/FLxBZ/CSbxZp/hvSLr4dawJryKz1Wa7W6tU02S1WSNjbx4kaSTd5Z4VAPnJ4rQ8WfBvxRrvjL4oeIrO+0tLbxt4Gh8M6esksgeK6RbsF5QEIWP/SE5Us3DfL0z7JRQB5JpXwk8SWM/wAFpJr3TSPhzpstnqm2ST987aYLUGD5PmHmc/Ns+XnrxXKal+zv40msfE+oabrmjQa//wALQHxF8NmVpXtjstYIBb3eEDLvRbhW8vdtDqwJIK19DUUAeBXXwi+KHxB1Xxn468eR+HdE1nV/A974K0LSdPv5ru3to7gl5J7i5aFCzPKsWAkeFRP4mJrZtfg34ngvvgVdNfaWV+GNpNBq4EsmZ2fSHsx9n+T5h5jA/Ps+Xnr8teyUUAfOifs8+PtHhHifw/q2g/8ACV6L8R9c8Z6PHPLN9kubHUWlWS0ncR74naGYgsquFZRjcM1r2PgX45JrHjP4zSWvg+Dx/q2kWeh+HtFkvLi402ws4JnlZbi4VI3md3mkbKxqFwoBIJNe6UUAedfHz4e+IPiv8E/FHw70W50+21fXdPFrFJdSOtskm5WO5lVmC8HopPTiuY+MPwF1bxt8TPBHxJ8H6tZ6dPpOsafL4kt7hnVNSsbSfz4WXarAzxMZFTOAVnkBYYAr2yigD5o1r9m280nx54s1vSPg18J/H1h4w1NtYjuvFcKx3ukXMiKJkLfZZzcQF18xVDRspd16YatL4tfBjx948161tdD8F+BNI+wXNn/YfjSyvri01fQrSFo2eFYY4f32QJVVROkWHG5BtJb6FooA+f8Ax58IviL42+JemeII/CfgnR7jS9ctr6Dxtpuo3MOr/wBmRTKxsZbcQgTNJGpibfO0W12IQH5aw9A/Zlk8G+IbzSYfgj8IfGGiXuuz6nba/rduiapYWs9wZpLeRDaSm5dN7rFJ5y8BAwAXn6cooA4j4taJ4j8Q+Gl0nQ/BfhHxbazTf8TLRvEkrxQXcAUkKkgilVJA+xgXjYcEfKSGHh7fsqeJrjwT4bfUtN8I6xqvhfxHqGsaf4V1uSXUNFg0y7XY2lCaaNn/AHahHSbysLIuAm2vqeigD5+v/gVrevfDMeHtI+Gvw6+HmoSeKtI1qSx0CQ/Z3tbO6gmbzZY7WLzJyElC/u9vKjcOTXWa/wDCTWtd+LniXxs2o2UOk698P4/CKKC7XEdyLq6laQptCmPZOuPnySCMAYJ9VooA+d9J+DvxZ1L4a/CvwL4ks/C+nT/DHxFoM/2i11We4XUbDToWiaVQbdDHK/ylYzkdcuOlZfiT4GfG6HwT8S/gz4N/4Q2fwt42utU1DTdU1K/uYrjTftrNJLavbpC4kHmuwSQSDapLFXICH6cooA8W1r4c/Ezwj8QLT4o/DO10DWbq68M23hzW9H1TUJbJJTbyM8FzBOkMuGUyyKyMgBXGCGrH8N6X8QvgjH4V8PwXHh/XvEPxD8a32seLI0juF2x3GXnlsQM7I7dRCC03DAAcPIor6BooA8d+P3wVk+J2peEfF+n+HvC3iLUPB1xdkaJ4ntxJp2pWt1GqTRMxjk8qUGKJ45PLbDJgjDGuo+EHhD/hEPDtxDL8M/Bfgae8u2nbTPC21rcLsVVaSQQQCSXggkRgABQCcZruqKAPDvhr8Pfi/wDC2yj+FOl6Z4R1fwHHqd1Nb6pdalcw31vplxcPM9q1ssLLLMvmuqyCZVICkqCMHlYfgL8Yrj4a6X+zdq154YfwDpt3bLL4hS8nOp3Wk290s0Vp9k8oJHORGiNMJWXbkhc8V9N0UAee+A/h7rXhf4ofE3xtqF1ZSWPjS+0y6sI4XcyxLbafFbOJQVAUl42I2lvlIzg8V5ov7MGtXv7M/hz4Qa1deHLrxB4X1Qa1am6ge80q4uEvJplhnjdFZ4ZIpWjf5cjeSA2Bn6NooA8H0b4J3WpeAPH/AIXk+Dvwz+Gt34q8P3Og29x4X2zu5mhljaSd1tbf92C8bKg3HhsnJGKOm/Db44abceCviRZ6F4Sh8W+EdGm8K3ujtrk72mr6WywMJFuvswa3mE8G8IYpF2nBbPT6GooA81+Dfw78TeFLrxb408e3mnzeKfHOqpqV/DprO1rZxRW8dvb20buFaTZHGMyFV3Mx+UACvFfiF+zH8UPGcHjzRP7D+H15deJdck1Sx8Y6td3E2pw2JuUmh09Y/IYwLEqeWGSUptx+7yzEfWlFAHk0nwl8Rt44+LviYXum/ZfH3h/TNK01PMk8yKW3t7uN2mGzCqTcJgqWOA2QOM5fgH4JeKvCviH4SatqGoaTJD4C+H7+FNSWGWQtLdlLNQ8OYwGizbScsVblfl5OPbaKAPErz4JeKrjw58etHj1DSRN8Uftn9jsZZNsHm6VHaL9oPl5XEiEnYH+XB5PFb+qfDHXr74n/AAv8aw3mnix8FaRq+n6hG0j+bLJdxWqRmIbMMoNu+7cVIyuAecenUUAfJfh39mP4oRv4Kg1rQ/h9Hf8AhPxbZ69q3ixbu4udY8SpDK7F5GeANExRxlGkkUsoCmNVFe4fBv4d618Pf+E4/tq6spv+Em8Z6n4itPsru2y2uPL2LJuVcSDYcgZHTBNeiUUAeM6z4D+LHhH4v+IPiP8AC2z8MavZeNtPsbXVrLWtQns3s7y0WRIbqNooZRJGY32vFhWJVcMMnHlHwX8BeNNb+A3wU8e/D1dJ1HXPAmraxdrZanPJZ29/bXEt7bTKJESUxSbZAykqwBBzmvr2oLGxsdMtUsdNs4LS2jzshgjCIuSScKoAGSSfxoA+btZ/Zl8deOtP+JN1461LwkdY8X61ofiHS44reW7sLe40+CJBb3MUqjzoWERiY4+dGZiik7B1fgT4feLvCGl+JtY8L/Af4P8AgbxM2ltbaQ+iuXS8uRub/SZIrS3dbdnERCAs3ykk9Me20UAU9GbV20exbxAtouqG2i+3LaFjALjaPMEZb5im7OM84xmrlFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFZOu/8sP+Bf0rWrJ13/lh/wAC/pTQmZVFFFUSFFFFABRRRQAV1dcpXV1LKQUUUUhhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWTrv/LD/AIF/StasnXf+WH/Av6U0JmVRRRVEhRRRQAUUUUAFdXXKV1dSykFFFFIZyF9fXqXtwq3k6qsrgASHAGTUH9oX/wDz/XH/AH8b/GjUP+P+5/67P/6Ear15UpSvuec5O5Y/tC//AOf64/7+N/jR/aF//wA/1x/38b/Gq9FLml3DmZY/tC//AOf64/7+N/jR/aF//wA/1x/38b/Gq9FHNLuHMyx/aF//AM/1x/38b/Gj+0L/AP5/rj/v43+Nc4vjbwq0evTLrluU8Lsy6w3P+hlYhMwfjtGwbjPBrI174xfDLwxZ6dfa74wsrWLV7Eajp4O9nu7cmMBokUFpD+9j+VQWwc4wDh3kF5Hdf2hf/wDP9cf9/G/xo/tC/wD+f64/7+N/jXmlj+0N8FdSuNGtdP8AiJpVxJr7Rx2HlsxV3diqRu23bE7MCAkhViQQBmrnir42fCvwTrn/AAjvijxpY2OoL5XnRMruLbzMeX57opWDdkEeYVyCD0o9/wAx+8d//aF//wA/1x/38b/Gj+0L/wD5/rj/AL+N/jVG+vrPTbO41LUruG1tLWJp7i4nkCRxRqCWd2PCqACSTwAK4/w58a/hb4sttUu9B8Y2lxHo1o1/ebkkiaO1AJM4WRVLxfKf3igqcdaV5MV5Hff2hf8A/P8AXH/fxv8AGj+0L/8A5/rj/v43+NcD4d+Nfwr8XeJE8J+G/GlhqGqTQvcQwxb9syJgv5chXZIVyNyqxK85AwccR4b/AGmPCvxG8P8Aj3/hD9c0rS9V8LJqUlrNqHmy2zWtsiYv5QqKVi3PygJYAZ74FWmO0j3X+0L/AP5/rj/v43+NH9oX/wDz/XH/AH8b/GvPtY+MHgPwTpmhN448ZadDe6zaJNCLaGV/tI2AvNHEgd1iyc7m4AIya5r4Y/G7S7j4M6Z8SPiZ4m022N/qWpWUc8IBW5MV9cxQpCke4ysYoQcIGLBS3TNL37XD3tz2b+0L/wD5/rj/AL+N/jR/aF//AM/1x/38b/GuN074qfDvVPBlz8QrPxdYf8I7ZeYLq/lcxJbshwyyBwGRgSBtYBskcciuK8F/G6x+IXxqbwv4Q1y2v/DaeFG1KRfs7RTx3ovFj+ZZAsiqY3UjKgHOQTR74e8ez/2hf/8AP9cf9/G/xo/tC/8A+f64/wC/jf41wfhn4zfC/wAZa+/hjwx4zsNQ1ECRo4492y4EZxIYJCAk4XuY2bHetHxr8RPBXw7s7e98ZeILfTUvJDDbRsrSTXDgZKxxIGeQgcnapwOTgUXlsK8tjq/7Qv8A/n+uP+/jf40f2hf/APP9cf8Afxv8a8+1T44/CjR9C0nxJfeNLMWOvK7aaYkkmluVThysUamTCHhzt+U8Ng1evfit8N9O8M6Z40vvGukw6DrD+XY6i1wPs87eXJJtD9M7YpDg90I68Ue+P3js/wC0L/8A5/rj/v43+NH9oX//AD/XH/fxv8a8q1n9oj4aWfw18TfEzRNci1W08MxyrPb7ZIJWulj3R27K6b4zISqhiuPmzyAapXv7Q3gW++F8XjDRfF+kWWoatbyQ6bHdJPOFvxCrsnlRJ5sqxF1LlExjHTNO0wtI9i/tC/8A+f64/wC/jf40f2hf/wDP9cf9/G/xrwTxF8VF8DfC74b+JdH+I8HiHS9U8Q2Gn6p4ivljAubNvONzIcBViIMZGMbl27TlgSewk+L/AIT8VeBvFmu/DvxnpH2vw5Yzy3E2owzLFp8ixNIklzCQsojwpbIHzBW25xRaYWkel/2hf/8AP9cf9/G/xo/tC/8A+f64/wC/jf415PoXj/xDffGbT/BM2oWN1pVx4Di8QPJbQFVlu2uhEZELEsIypyFJPUc10PjL4ufDn4f3y6X4u8VW1hfSQLcx2mySWeWIsyhkjjVncZR87QcBSTgDNL3tg947f+0L/wD5/rj/AL+N/jR/aF//AM/1x/38b/GuMuPit8ObXwVbfEWbxhp3/COXu0W1+sm5J2ZiojRQCzyFgV2AFsgjGQadoHxR+Hvibw3e+L9F8WWEukaYZBf3Mj+SLMoNziZZArREDBIcA4IPQ0XkL3jsf7Qv/wDn+uP+/jf40f2hf/8AP9cf9/G/xrxPQvjxo/jr4xeHPC/gPxFaajoN9oepXt4v2do5hNFJbCFwJAriMrK+GxtbBwTtOOw0n4zfC/XPFR8FaT4zsbnWPMkhWFN2yWWPPmRxykeXI64bciMWG1sjg4Hzob5kd5/aF/8A8/1x/wB/G/xo/tC//wCf64/7+N/jXL+LviB4M8BQ28/jDxFaaUl35nkGdiPNKLuZVABLNjGFHJJAAJIFYet/Hb4S+G49Nk1zxpa2f9rWceo26yQy71tZBlJ5VCboIz/elCjhueDgTmxe8z0T+0L/AP5/rj/v43+NH9oX/wDz/XH/AH8b/GvBPGvxmaT4/eGPhLonxAstDtJdPGpXjrYrdSX87TQLDZKzDbGskUjv5i5PA5Fd/pPxm+F+ueKj4K0nxnY3OseZJCsKbtkssefMjjlI8uR1w25EYsNrZHBw3zob5kd5/aF//wA/1x/38b/Gj+0L/wD5/rj/AL+N/jXmHif40eCxYeINH8L+ONGj8RaXYajNuuoZpbaxktPMWVrryx8iI8UmQSC2xtu7FXtU+L3gPwfpemP428ZabBe3mnQ3y+RHIftStgGSCIBnZSxJCjcwUEngE0vfD3j0H+0L/wD5/rj/AL+N/jR/aF//AM/1x/38b/GsbxB4j0Pwpol14k8SapBp2mWUfmXFzcNtVASAM98kkAAckkAcmsLSvi18OdY8Oan4stfFVrFpWjMU1Ge7V7U2jbQwEiTKrpkMpGR82RjNK8mK8jtv7Qv/APn+uP8Av43+NH9oX/8Az/XH/fxv8a5LwT8SvA/xGhu5vBviCLUDYOqXUXlyRSwFgSheORVdQwBKkjDYOCcGuS0f9ojwHqnxa8QfCWS+htb3RVtkhmkkb/S52Wdp4wuzCeSIVyxbDbzjG3Jfvj949a/tC/8A+f64/wC/jf40f2hf/wDP9cf9/G/xrg/Cfxn+F/jnXH8N+FPGFpqGoLC1wkcaSKs8SkBpIXZQkygsMtGWHIPeqlv8fvg7ea1p/h208fabNf6pdfYrWOPeytc7mUQs4XYkhKkBGIZuMA5GT3/MPePR/wC0L/8A5/rj/v43+NH9oX//AD/XH/fxv8a8n0P9oTwPrXxe174PrdRw6jpH2aK3kLsTe3LiYzwquzCeUIlyxb5t/GNvOxovxu+FHiLxMPB+i+ONPu9Vd5IoYkLBLh48+YkMpAjmZcHIRmIwc9DR76D3kegf2hf/APP9cf8Afxv8aP7Qv/8An+uP+/jf41zfjDxv4U8A6Wus+L9ct9NtZJRBE0mWeaUgkRxooLyOQrHaoJwpOODS+D/Gvhfx9oq+IPCGsQ6lYNI8JkjVlKSIcMjowDIwPVWAPSleW4ry3Oj/ALQv/wDn+uP+/jf40f2hf/8AP9cf9/G/xrk7j4j+B7Xw/rHiq48SWiaToF1PZ6ndknZazwP5cqNxnKvwcVR8a/GP4Z/Du8bTfGXi60069W2jvPsrK8k7Qu0iiRY0VmZcwy5IBwEJOBzTvJh7x3X9oX//AD/XH/fxv8aP7Qv/APn+uP8Av43+NefaX8cvhHrWv6f4Y0jx7pd5qGqxrJZJC5eOfdGJAiygeX5hQhvL3b8EHHNOvvjZ8K9N8VR+CbzxpYprEl0tj5IV2RLlsbYHlVTGkhyAEZg2SBjkUe/5j947/wDtC/8A+f64/wC/jf40f2hf/wDP9cf9/G/xrE8SeJvD/g/R5vEHijVrbTNNt3ijmurh9scZkkWNNzdAC7qMnjnmsTwX8Wvh38RL680zwd4ottQu7BFlntxHJFII2JCyKsiqXjJGA65XpzzSvLcV5bnbf2hf/wDP9cf9/G/xo/tC/wD+f64/7+N/jXB+GfjN8L/GWvv4Y8MeM7DUNRAkaOOPdsuBGcSGCQgJOF7mNmx3pNA+NHwv8T6pc6RofjKyuJ7WGa5ZirxwvFCcSyRzOojlVCfmZGYDvT9/zH7x3v8AaF//AM/1x/38b/Gj+0L/AP5/rj/v43+NcR4R+Lnw58dS3UPhfxRBdtZW4u5d8UkANuSQJkMqqJIsj/WJlenPIqHwj8aPhb481h9A8JeM7HUL8RtMkKB08+NThpIS6gTICRloyw5HNHvh7x3v9oX/APz/AFx/38b/ABo/tC//AOf64/7+N/jXAaR8bPhXr3ilPBej+NLG71aZ5Y4Yo1cxzvGCZEjm2+VIyhWyqsSNp44Ncf8AtKfGBvhnZ+FdF07xdaeHb/xNrkNnPqE1n9qazsAkjzTpGRsZgyxp82f9YTg44Fzt2Bczdj2/+0L/AP5/rj/v43+NH9oX/wDz/XH/AH8b/GvI7Hxfb6H4i8TeKPGnxasX0bwtZWOny2EUIiSKSaKKX7Tc/Lua4mZ1EccfyhGUAMzkC5rXxX0fWfCUfiHwD4y0S1WLXLLS7qbWLS4URs80avbmLCSJM6yKE3ADLg9DkP3g949Q/tC//wCf64/7+N/jR/aF/wD8/wBcf9/G/wAa4PxR8Z/hf4L16Pwz4m8ZWVlqbiNnt8PIYFcgI0xRSsKtngyFQabrHxs+Feg+J08Hat40soNWa4jtWh2uyQzyY2RSyqpjidty4V2UncvqKXv+Ye8d9/aF/wD8/wBcf9/G/wAaP7Qv/wDn+uP+/jf41matq+l6BplzrWualbafp9lGZri6uZVjihQclmZiAAPU1yGkfHL4Ta3oWreJrHxtYrpmhJHJqFxdLJbCBJMiNiJVUlXIIUgEMeFyeKScmK8mehf2hf8A/P8AXH/fxv8AGj+0L/8A5/rj/v43+NcV4V+LHw88aadqWqeG/FFvdQ6Mu/UFZJIZbRdpYNJFIqyICoJBK4IBxmsSD9o74G3N09pD8StILpbG7Vi7COVBtyI5CuyVwXUGNCzhjt254p+/5j949Q/tC/8A+f64/wC/jf40f2hf/wDP9cf9/G/xritI+LPw31zwhe+PdP8AGGnnQNNeSK+vZmMK2skeN6SiQK0bjcvysAfmXjkVJ4J+KHgL4jfa18G+I4NQlsCv2qDy5IZ4Q2SrNFIquFbBw2MHBweKLyF7x2P9oX//AD/XH/fxv8aP7Qv/APn+uP8Av43+NcL42+MXw1+HN5Hp/jLxZbafdSQ/aPI8uSaRIckebIsasY48qw3thcqeeDXSXGuaPa6HL4lm1GAaVDaG+e7DboxbhN5kyOq7ecjtSvILyNb+0L//AJ/rj/v43+NH9oX/APz/AFx/38b/ABrnG8beFVj0GZtctwnihlXR25/0wtEZlCcd41Lc44FczeftAfBnT9cTw3e/ELS4dQa9k01o2ZtsNykjRGKV9uyJt6OoDldxU7c07yYe8z0n+0L/AP5/rj/v43+NH9oX/wDz/XH/AH8b/GuI8K/F74a+NpNUi8L+MLC9bRoxNe/M0YihIJE2XADREAkSLlDjrUfg/wCMnwz8faxNoPhHxZbajfwwfavJWORPMh3BTLEXUCVMkDchYcjnkUe+HvHd/wBoX/8Az/XH/fxv8aP7Qv8A/n+uP+/jf41yPjP4meBPh61rH4y8SWulyX0cslpFIGaS4ERjDiNFBZ2Blj+VQWO7gdaisPit8OdS8Fz/ABEtPGGnHw5a7luL+STy0hdWCmOQOAyPuIXYwDEsoAyRkvLcLyOz/tC//wCf64/7+N/jR/aF/wD8/wBcf9/G/wAa4PS/jN8L9Y8N6p4us/GNkNL0UhdRlnV4HtS2NgkjkVZFLZG0FfmyNuajh+Nnwum8N3fiweLYI9OsbpLG4M0E0U6XDgFIvIdBKXYMCqhCWB4zR7/mP3j0D+0L/wD5/rj/AL+N/jR/aF//AM/1x/38b/GuIX4ufDdvB83j5/FlnDoVvMbaW6nDxGOcNt8lo3AkEmSAI9u45GByKNF+Lvw18QeG9R8Xab4y046TpBK6hcTOYPsZABxMsgVoyQRgMBnIxnNHvi947f8AtC//AOf64/7+N/jR/aF//wA/1x/38b/GuO8EfFHwH8RmvovBviGPUJdNKC7hMMkMsQfJRikqq21tpw2MHBweKpTeNv7H8aeKYdf8VaFFoWgaHb6rLarDKLyyj/fGW4nfJQxFYztCjPyNn/aLyH7x339oX/8Az/XH/fxv8aP7Qv8A/n+uP+/jf41z8njDwzHdaFZyaxAJ/Ewc6SnObzbCZm2cdowW57CuU1X42eA5tP1y18MeMtIl1bTNLv74tOszWtqbUyJI1y8anYqPG2VyHKqSoIwaE5MS5mel/wBoX/8Az/XH/fxv8aP7Qv8A/n+uP+/jf415Zb/EjwV8K/C/h3TfiD8Uv7W1LVLc3EV9PAWnvg3ztMsMCEpCN+ASNqrtBYkZPPfDv4reKfFPw78CeKr/AMUeG7abxB4qv9KuXnhZ1voI7q9jihtDE23zWS3QhySpCseeAX7w7SPdP7Qv/wDn+uP+/jf40f2hf/8AP9cf9/G/xrg774z/AAv03xcngS88ZWS6488dqbZQ7iOeTiOKSRVMccjZGEdgx3LgcimS/Gz4Vw+Lk8CyeNLH+2ZLz+z1hVXaP7X/AM+5mC+UJc8eWW3Z4xnil7/mHvHf/wBoX/8Az/XH/fxv8aP7Qv8A/n+uP+/jf41Xrj7r4vfDey8WDwPceKrddZ+0RWbQiORkS4kAMcLyhTGkrAjCMwY5GByKScnsJOTO4/tC/wD+f64/7+N/jR/aF/8A8/1x/wB/G/xrg774zfC/TfFi+B77xnYxa006WpgO4qk742QvKB5aSNlcIzBjuXA5FVvFXx4+EPgnVLnRfFHjrT7C/spkhurdg7Pbl0jdWkCqfLQrLGfMbCDeATmn7/mP3j0X+0L/AP5/rj/v43+NH9oX/wDz/XH/AH8b/GuI8P8Axe+GvirxPP4N8PeMLC/1e3jeU28TMRIqNtcxORsl2nhtjNtPBxXX0m5LcV5Isf2hf/8AP9cf9/G/xo/tC/8A+f64/wC/jf41wdj8Z/hfqXjA+A9P8ZWVzrYnktfIiDshnjUs8ImC+UZVCsTGG3Dacjg1Hp3xu+FGreKh4L07xxp8+rtO9rHCpbZLOmd8UcpHlySLg5RWLDB44NP3x+8egf2hf/8AP9cf9/G/xo/tC/8A+f64/wC/jf415z4l+PXwf8H31zpviPx5p9ndWV19kuoSHdraTajZlCKfLTEsfzthPmxnINZmuftDeBfDvxgsvhHql5FDcXemfbDeNIxC3DywpBbBAh3GRZWfduAAQDndwe+w949Z/tC//wCf64/7+N/jR/aF/wD8/wBcf9/G/wAa5O4+I/ge18P6x4quPElomk6BdT2ep3ZJ2Ws8D+XKjcZyr8HFU/GXxe+G3w/1S20Xxf4ttNOvruI3Eduyu7rCDgyyBFPlx5yPMfavB54NF5MV5Hcf2hf/APP9cf8Afxv8aP7Qv/8An+uP+/jf41418NfjXp6/Anwp8Svix4isbC71mBVlkRP+Pi5LuAkMUYZpGIUnagJwCegNeh+EfGfhfx5o66/4Q1q31OxaR4TLCTmORDho3UgMjjurAEZHFD5kN8yOi/tC/wD+f64/7+N/jR/aF/8A8/1x/wB/G/xrJ1zXdF8M6Tda94i1S103TbKMy3F1dSiOKJfVmPA5wPqRXJ6b8cvhPqvh3VPFdr41sk0vRSi381ykluYC/wDqwUlVXO/omAd54XJ4pJyYryZ6F/aF/wD8/wBcf9/G/wAaP7Qv/wDn+uP+/jf41xGg/F74b+JfD+r+KNG8V2s2neH43m1V2V4pLJEjMhaWJ1EiDYCwyvIBxmoPD/xr+FfirXp/DPh7xpY32owW8l0Y4t+2SKMgSNHIV2S7ScNsLY5zjBp+/wCY/eO+/tC//wCf64/7+N/jR/aF/wD8/wBcf9/G/wAa+d/gz8ftP8ceIPFOta98TNPOmL4kfw9o2jx6f5aorXHk2UvnEb3efax2k4BbouK9ou/GHhmx1e80G81iCLULDTRrFzbtndFZFnTzjx93dG4/4CaHzR0B8y0Og/tC/wD+f64/7+N/jR/aF/8A8/1x/wB/G/xrz7w98cfhP4s8RWnhXw5440+/1O/hae0ih3lbhVQO4jk27HZVOWQMWXByBg1xPxy/aO8K+DPDPiLS/BvjHTX8Y6S0Ea27RtJFHKZoxJEzkeV5ojLnyy2/jpmmlNuwJSbse7/2hf8A/P8AXH/fxv8AGj+0L/8A5/rj/v43+NcGfGEmn+OPE1nrXifQk0bRNFttTa0SKUXtopMxknmcnYYyI/lCjPyNn/a0vCPxD8GePJL+Pwhr0OqDTWRLmSBH8tWfOAJCArn5WBCk7SCDg8UryFeR1X9oX/8Az/XH/fxv8aP7Qv8A/n+uP+/jf41w+qfF/wCG+j+Kl8E6l4qt4tYM0Fs0HlyMsU02DFHJKqmOJ3BBVXYE7hgcio/EHxm+F/hXxIvhHxB4zsLPVSYlkhbcVtzLjyxPIoKQF8jaJGXORjqKPfH7x3n9oX//AD/XH/fxv8aP7Qv/APn+uP8Av43+NZOua7ovhnSbrXvEWqWum6bZRmW4urqURxRL6sx4HOB9SK5PTfjl8J9V8O6p4rtfGtkml6KUW/muUktzAX/1YKSqrnf0TAO88Lk8Uk5MV5M9C/tC/wD+f64/7+N/jR/aF/8A8/1x/wB/G/xriNB+L3w38S+H9X8UaN4rtZtO8PxvNqrsrxSWSJGZC0sTqJEGwFhleQDjNY8f7RnwQmuL21i+I2lNLYRedIAXxKm8J+5O3Fwd5CYi3nccYzxT9/zH7x6f/aF//wA/1x/38b/Gj+0L/wD5/rj/AL+N/jXPeEfGXhjx5ocPiTwhrMGp6bOzIs0WRh1JVkZWAZGBGCrAEdxWBqnxu+FGieKP+EN1Txxp9vqwmjtpIWLbIpnxsiklA8uN2yMIzBjkccii8hXkegf2hf8A/P8AXH/fxv8AGj+0L/8A5/rj/v43+NY+v+INF8LaTNrniHUYbCwt2RZbiY4RC7qi5+rMo/GuUl+Onwnh8PDxVJ4ytf7Le9bT4ZlhlY3M6qGKwIE3zjaQ26MMpGSDgGknJgnJnof9oX//AD/XH/fxv8aP7Qv/APn+uP8Av43+NcLdfGP4Z2fhfT/GUni60k0nVpvs9jLAsk0lzMN26JIkUyM67W3IF3LtbIGDUd/8a/hXpeh6X4jv/G1hDp+tLM2nytuzdGJgsiIgG4urEKUxu3cYzxT9/wAx+8d9/aF//wA/1x/38b/Gj+0L/wD5/rj/AL+N/jXGaT8Vvhzrng+78fab4v09tAsGkjvL6SQxLbOmAyShwGjcZX5WAb5l45GU8LfFf4d+M9N1PV/D/iqzmtdGXzNSefdbGzTaWDyrMFaNCqsQ7AKQrEHg0XkL3jtP7Qv/APn+uP8Av43+NH9oX/8Az/XH/fxv8a8Y8TftTfCXR/A3iPxlofiKDWZNBszcpZqstubt2DCFUd4+Ud12+aoZR156HV0/4sad4uvvBGoeD/Fuhf2Vr1xeQ3VtPBM91dvDatKYrUgKAyEFnLDlRxzwX74/ePUv7Qv/APn+uP8Av43+NH9oX/8Az/XH/fxv8a5aP4heCZfDFh4yi8SWb6LqksEFneKxKzyTSCKJFGMlmdguMZznPQ1kXfxu+FFj4s/4Qm78cafHrH2lbJoSW8tLlukDTAeUspyP3ZYNyBjmleQvePQP7Qv/APn+uP8Av43+NH9oX/8Az/XH/fxv8ar0UuaXcOZlj+0L/wD5/rj/AL+N/jR/aF//AM/1x/38b/Gq9FHNLuHMzqvDs001k7TSvIwlIyzEnGB61qVkeGf+PCT/AK7H/wBBWtevSpfAjup/CgrJ13/lh/wL+la1ZOu/8sP+Bf0rVFMyqKKKokKKKKACiiigArq65SurqWUgooopDOJ1D/j/ALn/AK7P/wChGvHvjd8bo/hvHHoehwxXWvXUYk/eDMVrEcgOwBG5jg4X8TxgN7DqH/H/AHP/AF2f/wBCNfA3xa1C61L4m+J7i8lMjpqlxbqT2SJzGg/BUUfhX1Ph5w9hs/zSX1xXp01zcv8AM72Sfl1f3bXPjuJMxqYDD/udJSdr9u/zFv8A4tfE3Urp7y48d62kkhyVt7x4EH0SMqo/AV6J8L/2lPEGj39vpPj27bUtKkIjN4yZuLb0Ykf6xR3zlu4JxtMPwa+GVv4o8F6jNfeG576fxHcy6Vpl2LVnXT3htpJfPLjgK0zQR54HDjPp4tJHJFI0ciMjoSrKwwQR1BHav2yrlOR55GtlsqEUqdldJJq99YtaqzTXy2aPiViMfl/s8V7R+9rq2/vvvdNP59z9GY5I5o1mhkV0dQyspyGB6EHuKdXA/AXULrUvhH4duLyUySJDLbhj/cimeNB+Coo/Cu+r+Xsxwby/GVsHJ3dOUo378ra/Q/TsNW+sUYVlpzJP71c+ZvEVzrXhXUfjp4NbwT4n1PUfGyveaA2n6TNNb3iS6XHA378DyozHIhDh2U8jaGJAO54L8L+ILf4gfBm+vPDuoRQaR8ObizvJpbNwlpdFLECKRiMRyHbINpw3ytxwa99orn5zp5z5j8ReBdei/Z78a6Hpfg/UFv7j4jXF/bWkGnv50sH/AAkkbpOiBdzJ9nUMHAx5a5ztFRfHTU/G/iqP4n+A9QtPHCj+zZYfDWjeH/D3nWurxtZKftFxeGFwSszMhjEkRARQqyOVFfUNFCqApnj3xW8H+LvHH7Mtx4W0m2nbX7jRtPka1YLHLM8LQyywYkBVWdY3jw425bBGMiuKl02y8daX4m12x174qa94gsPBOs6ZBaa/4Yi05ITcxJutf3Vhb+fMXij2orSAbWI68/S1FJTsClY8B0/wrr1vqH7NpXw3fxx6DY3KanizcCwLaG8eJ+P3RMhCYbHzHHWsOG31a18C/tC/DWXw3rx17WLjxRq+mwppNy8V7bXNoqwGGdUMUjux2iMNvyGG3g19NUUc4c585eHLq++FfxMtfFHjDwj4ivLHXfAui6Xp97p+i3F69hc23mGaxkjgRpIzI0iOCygErgkbayfB+ofETwB8EfAemTaP4k8M2l34i1tfEF3a6C19qek273t7LCUthHLjzC0a+b5cihXBAIYGvqOinz+Qc58ew+D/ABs3hLxhqUPhDxfqWm2PxN0nxW2narpwXUNbsI4bUzssQVRIzFA/lgA5j2MobctdjqUWsfF74peKdX8HaJ4h03T9V+Ft74esdY1PR7iwiN9JcFlC+civ8vmA5KjO1iu4AmvpGih1B8581/CHR7XVrvwDofiTWvilFrfgtFlXRNQ8OW1rp2mTx2cluym8hsI1khKO6ptnbeChIOOOt+ITXXgv47eH/iprWharqfhlPDV5ojXGnafLfPpN29xFKJmhhVpNksamMuiNgqAcBufZ6KTnd3FzangE3iYaD8ZIvjRrXg3xUfDWv+E00mzuF0C6lutMnhvJXeOa1iRpolnDxsrMnJUBttcvpPgHxcvh7wNfXHg3UrS31D4xzeKY9Ja0LPo+mTRXhj89EysIDMrkcBGmCnB4r6nop84c589+IfBvijU9W/aUt7Hw/fM3ibw3aWekO0DIl/N/ZM8RWJ2AVyHZVODwSAcVUk+JWuzeH/h9p+mp438P+HDpcmn6zqWn+ELqbUotQhitljs1jlt3aONy0oMyxOGaParqQWH0fRS5+6DmPkDT/Dfi/S/hhoDXPgPxdOmkfGWXWvsE2ltLfrpguJ5RM8cY2tw2dy5UscKTkV0vi2z1j4m3nxd8f+E/C2vRaTdfDO68MWK3WlT2txrN/tuZN0NvIizMEEixAlAWZyBnAr6aop+06j5zwfwXpmraT8c/CN1qWj6jBBP8LbfTFmazl8pLuK5SR4XfbtjcLzhiD268VD4y8XaV4J/aqh1zWdN1a5tT8PfIMmm6XPfvCzaixBaOBXkCnbt3BcAlQSMivfqwf+EK0P8A4Tv/AIWNsm/tj+yf7E3eZ+7+zed52Nv97f39KSl3Fzdz5u0Xwf4u8Nr4Q+K2seCdYbRLfx34g8SXXh6Kyaa90y01CORLWdrZMsXiJ8xkUMyec2BlcBnjfwr4q+Jln8V/H3hLwbqw0XWR4cFtpl3Yva3HiJdOufOunEEoWRA0W2NNyhpNmOlfWVFP2nUftOp8+Nql58UvjV4e8QeE/DvinS9Mi8Ha1pzatqGhXNlHbXcr222P98inehUnptJDBWba23mfhD4VVtN8AfDfxtrHxQs9a8IXdrcHQ28PWy6Vb3NorYnF9FYAPbuQwDfaWdvNwxLFjX1TRR7TSwuc8q+KHh/UNY+MPwe1CHRLi9sNL1TVp7ydbZpIbXOmzCJ5GwVjzJsClsfNtxzivO/E2j6p4V+K3xDuPFXiL4h6VpHjU2cun3Hhvw7b6pBfotosDWcubG5kikVlfaCURlckc7ifpmikp2BSseD6V8P9T0v4qeG9L8Owa3b6Rp/wluPD9pq15bsWgmFzaLCszhQgn2IXK8E7WIAArjvhD4VVtN8AfDfxtrHxQs9a8IXdrcHQ28PWy6Vb3NorYnF9FYAPbuQwDfaWdvNwxLFjX1TRT9oHOfOuleEfEFv8B/jzpY8L6hFqWu6x41ms7f7E4nvxN5wgeNdu6USDaEIB3DGM8VseEfC+sR/GrwLrF/4dvFtdO+F72TXU1mwjtr03Np+6LkYSXYJPlyG2h+MZr3KilzhzHkXjfwJdReBNf0/4leNPGvjfSNSa1At9P0u1W809kuFkS4gWzhSRzG6o5BEhxHwrZIPl+vQfFj4hfD7U1trrxNr+ieFvFWjarpWpSaFHYazq9lDh7lVtbiIRzSQttZGeBVlaMja1fVtFCnYFOx5F8IbHQ9a8Yav48s/FXxA13UP7Nt9JluPEugppcXlLLJII40WytjI6MX3NhgPMAzzxjT6nrvgb45fEm+g8M6pd3vivw/pLeGmj064mtLy6s4bwPDJPGpSHDSR58xk4YEHkV7tRRzC5j5V8HzeLvGHxW+EXiq9Hj7VLjTzqS6/Jqnho6Zp+jSzabKDaxKYI2AEqIm4tKuVQeYWYAvsfBPimL9mHw5of/CI6qmrR+O4764s/7PkFwsQ8RSSec8e3cF8na+4jGzBzivqein7QrnPBNStdW0/40fE/RZLPV7Kb4heG9Ls/D2pQabcT23nwwXkcheeJGSExtLGx8wrwRjqM8jZx6l4n+Hvwr+DWj/DnxDo/ifwnquiTapJc6RNBa6Qtiym4uVumAhm80JIE8t2Z/NOcHNfVNFHOLnPMfjh4m8V+HI/DS6K+r2GjXupPDrmsaRo51O906AQOY2igEcuN8gVDIYpAob7vINYP7NOl63pd18Rn1LTPEtrZaj4oGoWEuv2f2e6vEksrYNcEBVB3MnIABUjayqwZR7ZRU83u2FzaWPj7xsniWz+Evxo+ENt8P/FmoeJNa8SazqthHZ6NPJb3Fjc3IuI50uAvlMNpK7FYyF1KhSa9tt9D1T/hqLUvEUmj3X9mP4AsrFL5rdvIaYajcu8IkxtLhSjFc5wVJGMV6pRTc7jcz5g0fwP4isPgj8D9Ft/B+pW91o3jbTby+tF0+RZLOFZrkvLKm3MagOCWYAfNyeawvjRqHxG8caF438N3lj48l1qx8QAaPoGleGz/AGY+nwXkTwX0lyYW89nRN+FmyHGBFhWJ+vKKaqa3sPn1uePftb8/AbWx9na4/wCJlon7lQCZP+JtafKAeCT0545rlPFFnrHx08eXeqeBNH1zQ7bTfA+uaFNq2q6VcacZ76+Eaw2ypOqSMIWjeRmVdoYgZOa9v8ceC9D+IXhufwr4iSZrC4mtrhxDJsbdBPHPHz6b4lz6jIrdpKfKhKVkfNHwn0u11CbwJo/iPVviquueCIhOuhX3hu1trDTp4rOW3ZPtkNhGssTI7rHtuG37kJzjit4Jkm0a7Pw+8G6L481j4dPouprrXhvXPD81vc6IpjzHaWl1IsXnmRmaNYxJLgAsJAADX1BRTdS4c58pRaT4+8XeDfGvwg+HOq+KdT8KHwbPaabceJtDk0270/UAyommLNNHCZ0aHeGYo2wBAZDmumOpP8UPFfwp0/wf8P8AxD4el8E339oavPqGjz2MekWy2UkLaejyqqzGVnjXERddsYYnFfQ9FHtPIOc+Q/7Q+I3j+/8AhxqWvWPjyfxJpfjWyutc0n/hGzaaPoMQeWN9khhDTDY4/eiWUbWLNsBAHtXxy0fV9W1P4XSaVpd5erp/j6yvLxreBpBb262d4rSybQdiBnUFjgAsBnkV6lRSc7g5XPnLxF4UtLnxR8Z5PG3hjxedE1bXPD1xZX2iWMz3MbQWFuReW+xS0ghmjG4osmCpBU8isnWLj4m+OvhpeWd3a654ksLDxvoDaJqtxoElhf6hZJdW0k801rsVlWJt483y0DKhbAAzX1HRT9oHOeC+Edef4Q+NPiJpvjDwh4mvbrxP4mfWNJv9L0O4v49StZYIUjt/NiVljaHy3UrKUUL8wJBJrz7496h8RvG3h34leEbzT/Hb6tb3jR6D4f0Xw2XsLuyiMbw3st2YW85mKk7FmVgyBRGSDn67ooU7PmsCnZ3PL/2jvDOueKPhsIdD0eXWjpusaZq15pEWC2p2ltdRyzW4BIDEqpIXPJUAcmuQ+KXib/haWh6HrXg/wZ4r1G08FeKtJ13VrK60C6s5b23jMokhgiuERp5YWZJSijBKAAknFe/0UlKwlKx88SLf/Ej4i+MPiN4V8M63baEnw9uvDqz32lz2U2q37ymVBFBKqyuIlDJuKDLSlVzip/DPgvVF0H9mmO98KXay+HrWP+0llsWB09/7AnU+cCv7o+eIx82D5m0fexX0BRRzj5j5Z8V+BPGVxP8AELVLXwhqd9ZWPxO0bxK+mrasDrOn29vamcQK2FnO5S2AcM0RXk8V3XhW6m+In7QEPxI8OeH9Z07QNI8LT6Pd6hqelz2Dajcy3MciQJFOqSMsIjkJfbgM5AznNe2UUOdw57ngnxa17xdeeNtc8F6kvjGy0KfRYRo8PhvQRdHXLiTzRPDPdtFIkCphBtZoeHLF8HFbXgPwz4m1D9k3S/Bd9p1za65P4H/sn7JeRGGWKY2ZiSN1YAoR8oORxjmvYaKOfSwubQ+XtB1TWPFi/AXSNO8BeLoD4OvIIdfnvtFntYrCZNLnhMbGRQXG4H94gaMZQFgzqpdfeBdfvPgb8UdDuPB+ozXWqfEi+1C3s20+QyXVudahkWZE25kQxruDgEFRnOBX0/RT9p2K5zxLxlY+MtL+OWveMfCvha4v5bX4W3MGnM1u/wBludRS8eSG1MgwpZjj5NwO1ieOtcT4Mk8UeKvjJ8L/ABbJJ4/1gWllq0OuXms+G/7MstOmltFP2aJPIjKASRhckyKSqjzGbNfUdFJTFznhfxp8QWPhX49fCXxBqlhqN1a2em+JmlNhYS3ksKslipk8qJWkZRu52KxAJJGASPPte8D+OPE+i+IPiZoegeJNJ068+JGneKbfSbaxiGqSafa2q28t3Ha3COPOeQfaFikQsfKX5csK+mNU8F6HrHi7QfG14kx1Pw5De29iVkwgW6EYl3L/ABHEKY9Oa3aanZKwKdj5xfw74D8W+H/GPiTWNR+LXiyHVrbS9Nvrifw79guo1trl5oJraGKztnleCVy7MI5DgBQG+7VFNQ1Dxd4R1W3+Ik3j/VvDOja9Y3PhfxbZeG5rTWYZI4GdrqW1WIO6Qv8Au/N+zYcucoQCw+nKKOcOc+X5Lj4m+INJ8HfEPxdoer+JtJ8GeOLi5ULob2t/qelG0aK31NrEAP5kU0rMEVFZlUOEGcVPq2seOrrXviT8bvhf4P1eC0n0TR9Isku9FmW41aaK6c3F8llJslkMFvMVQOoLmMAZHB+maKOfyDn8j54+Etrq9/8AtBXvi2CXxxq+iXfgtbT+3PEej/YBc3KXocRxp5EOxQsjEK0a5yxG4c0zxtoepeKPid8bvDOjw+df6v8ADG1sbWPON80q6giLk9MswFfRVcn4R+G+j+EPEGv+KotU1bVNW8RvD9rutSuBKyQxb/KgiCqqpGnmOQMZO45J4o5+o+bqeL+H9a1Txt4y+BUml+BfFlta+FFvYNcutQ0We0isbhtHmiELGVVJO8FS6gx7iq7izAVa8N+EPEFn+y/8VdD/AOEX1CDV9WbxjJDZ/YXW5u2me5EDLHt3SF18sIQDuG3GRivoqijnFznzl4cur74V/Ey18UeMPCPiK8sdd8C6Lpen3un6LcXr2FzbeYZrGSOBGkjMjSI4LKASuCRtrG8I+EPGEPwp+C9jdeD9atLzTPibd6hf2ktk4lsrZrjVmEswAISPEsfz52nepBIYE/U1FHtA5zwX4Oa83wui1D4ZeLvB/iZvEN34q1C6W+tdEuLm21WO6vGkS+NzGphQLG6B97qyCPp0z598T9S+InjrR9Z0vUNP8eS+I9K8WW0lloGneGyulWllDqkZivGuTCTcl4V35WYnczfu1RXavruihTs+awKdnc5vQfHmm+IPGHiXwTDpeq2l/wCFxZvcSXdt5cNzHco7RyW75PmJmKRCcDDIwrxfVr3UvCvxSuD8KLfxpb6prviaB9e8O6h4fll0e+hLxxT6lFeFNlviFdwZZjuZEUxZ4r3rSfDeiaJealqOm2KxXesXH2m+nZmeSdwoVcsxJ2qowqj5VHAArSqVKwk7HyVovgme0sdb+EHxI8SfFK0l1XxNd3AttI8O21zYarFPfGeO8W8WwkaPAZGk8y4DoYzjACqO21HwlrlxqH7SrP4av5E8Q6fbw6cfsbkajjQ1jKwnH73EmUwucNkda9/oqvaD5zwz/hF9Zg8b/s/z2/h29jtdD0fU7e/dLNxHYltNhRUlIGIsuu0BsZK46ivSvBHjmx+JXhu71bRrPVtIeG7u9Mlh1K08m5t7iFyjEpkjqAw56EZwcgdSRuBHPNZ3h7w7ovhXSYdD8P2K2llAXZYwzMSzsXd2ZiWd2dmZmYlmZiSSSTUuV0Ju54b8EdXuPDHwz0f4E6l4U8TaL4ws7W602aZNFuXs45T5p/tAXgXyGjdjuDB9xZsba5Czs9W1j4N+BP2f9N+HPiDSvGegalpAu7iTSpo7PS2s7pJJ9SS8IEMgkCSlfLcsxmIwOa+sqKrn6lc/U+ddQ8I+IX8L/tMxr4Z1FrnxAL1dLUWTl9QB0WNEEHy5l/eblG3PzZA5qxZ/bvBHxY+HXifX9B1sabcfDw+G/OtdKuLow6i1xaSLDMsKM0WVjf5nAX5TkjBx9BUUucXOfH3jZPEtn8JfjR8Ibb4f+LNQ8Sa14k1nVbCOz0aeS3uLG5uRcRzpcBfKYbSV2KxkLqVCk16WusTfDD47ePtZ8S+EPEepWvjK00qTQ73SdHnv1k+z27RSWLNEpET+ZukHmbUIkYlgBXu1FNzuHOfJvw/8OeJvh74X+BXjTxZ4P1yXT/Cekarpur2kOmzT3ekT3O3y7o2yKZWXbG6MVUlVcEDBrsPCniw+AR8Vvj3rHg/xJZ+FNa1OwuLLT49NZb14YbeOCfUWtmKtGjk723BX2RF2GTX0FWb4g8N6J4ps49O8QWK3tpFcR3PkSMwjd423JvUECRQwB2tlSQCRwKHO+/8AXUfPfc8+/aM8Pa5rvgzSLzRdFuNbj0DxLpWuahpNugeXULO3nDSxIhIEjAYcIT8xjxznB5P4m+Jv+FkW3hbxd4U8G+K9V0vwP4rsdW1Szn0C6tZruLyp4y9vDOiSTvbyOjlVXGRxuIxXv9FJSsSpWPmPxXY6x8S774u/EDwf4V1yHRr74Z3Xhu1Fzpc9rca5qG24dXitpFWZ9iuIlZkBYuVXIFdS3hnW4/HHwAuIfD98ttomkanDqEi2jhLFn02JFWUgYiJcFQGxkjHWvc6KOcfOfK+oeFfFmn/DrW9YbwnrMzaJ8aZvFTWcVjIbq606PVxIZYI8bpQYyXUrkMoJGa35rjWPHnxS8b+MNH8H+JINFvfhn/ZWnXd9pU1t9unW5unxHHIokBPmjCOquRhgu1lJ+iaKftA5z510zwj4ht/Cf7NFqvhjUY5dBNk2qxiycNYH+xpUczjbmL96Qp34+Y4PNcFrEfiDTf2d/EvwHm+Hviy78aprE80r2ug3EtvqUbap9qF+tyqmJlaPAwW37l2heOPseihVBqZ4H428NeI7rx/8Y7y18P6lNb6p8OLexsZY7WRkurkLfZhiYDDyDenyrk/MvHIrqfC/gXxddfCnwBpOheONY8CzaXoFnDeWtnplm7PJ9niBSRLqCQxsjK4woU5Zt2cDHqdFJzJ5j5z8XX2qeFfiZqOofCi38Z2/iXW9ashqnh+88Pyz6LrEatFFJepd7PLtisAyXEy5MShoyTzzl54TudK1L4k/D/4geIPibY2XjPXtQvLa38PeHLa/s9WsrxRhVuPsE7xSxp+6YSSpsEaMpA5H1fRTVSw1Ox5P+0F4X1rUvAehNouk3mvx+GvEWkaxf6XGBJcalZ2sytLGqnAkfGJNp+8Y8c5weY+Jvib/AIWRbeFvF3hTwb4r1XS/A/iux1bVLOfQLq1mu4vKnjL28M6JJO9vI6OVVcZHG4jFe/0UlKwlKx8x+K7HWPiXffF34geD/CuuQ6NffDO68N2oudLntbjXNQ23Dq8VtIqzPsVxErMgLFyq5ArsrfwnqH/CafA2+k8N3GzQfD+owXMxs222DtZ2qKjnGImJVlAOCcEDvXtVFHOPnPK/gHouraKPiKuraTd2AvfH+sXtr9ogaLz4JDEVmTcBuRiGww4PPNeRXtrq2h/B3x98A9S+HPiDVvGPiLU9YFlPFpM0lnqrXlw8kGoteBTBH5SvEW3urKYQMdK+saKFPW4c2tzx39ojwv4g1L9m3V/CdrZ3fiDVfsenW7x21u88t26XMHmMI1BZshWY9eM5rK+Nuh65pXxQ8HfEKHUPFNh4e03SdQ0m5uvDWl29/caXLK8LpMbeW2uCYnWJo2aOLcu1eQpYH3eihTsClY+ar3wv4E0vwnpfiZdW+LEF3ceINR8QWfihfDrNe2F5JGIZHms4bRdsE69Fa2wwZslC1ZV5408U2/in4HeMfihoepPe28/ijzfsuiy/a5LXyhHBdPZR75Y3aIpI8ahmXcxwMED6qrB1jwVoeueKvD3jK/SY6j4Y+1/YCsmEH2mMRy7l/i+UDHpTU+41PufNPijwV428caf43+Jvhvw/4i07TNS8aaDrlppaWMcWpX1lp8Ucc9zHbXKMvmOw82OOVMv5CZXLc3vF3gVvih4H8e6t4N174geKfENzo9hp7J4l0WPSI7u3gvftL2kQFna73IWVCSGA84DPPH1NRR7QOc8P+Ini6H4vfBrx54T8D+DfFaai/hq5jW31DQLmwxOYyBaKZkUSSj+7HuXkYPIqu17P458Z/A7xN4f0HXjp2kXmqxahLdaPdWv2Rv7Ilj/eCaNSqmQhAx+Vm4Uk17xRS5rbC5rHzh4c8B+KIvizZ/DC68O36eB/CfiO/wDG1hfNbstnJ50ata2kcmMF4ru6vJNmeBDGT2rlLrTdcsvgLr/7ON18PvEF7451HUb6GG4XSpjZXrz3zTR6qb7b5KqqujEs4dWQLt4FfXVFP2g+citIpbe1hgnuDPJHGqPKRguwGC2O2etS0UVmZhRRRQB0/hn/AI8JP+ux/wDQVrXrI8M/8eEn/XY/+grWvXqUf4aPQp/AgrJ13/lh/wAC/pWtWTrv/LD/AIF/StUUzKoooqiQooooAKKKKACurrlK6upZSCiiikM4nUP+P+5/67P/AOhGvjX9o74e3vhfxtc+JLe2c6TrshuFmAysdw3MkbHsSQXHqGOPumvsrUP+P+5/67P/AOhGszVdJ0vXNPm0vWNPgvbScbZIZkDq3ccHuDyD2Ir0eFOJanDGYfWox5oSXLKPdX6eae3zXU+azjLY5pQdJuzTun5/5HwtH8SvFVrb+H7XS7z+z4PDiYtYrV5FWR/OaZpJQWO9mZsHoMKAAKpTDWPiF4wnk03R4zqWuXjzLaWasIxJIxZtoYkqoyTycAA5OBX0/f8A7K/wyvLp7i3uNbsY2ORBb3SFF9gZEZvzY12/gf4X+C/h7ER4b0lUuXXZLeTN5k8g44LHoDgfKuBx0r9VxfibkmFoutl9KTrNOyasrt3fM76666Xv3V7nylLhrHVpqniZpQVut9tNNOxe8C+F4fBfhHSvC8Mgk+wW4SRxnDyElpGGegLsxx2zW7RRX4PiK9TFVpV6rvKTbb7tu7Pu6dONKCpw0S0XyCivmPUPCvw+8afFH45H4matOtp4dfTLm0L6rNCulo2kQF7qKNZFVX3AHfjqoGeTnMsL5vil4S8D+GfHXhe31nxNF4FtfEOqXfiDxJc6dY21rI7RrctHDuMtw3llmYouwEZkGQDPszbkPprVPFWg6LrGi+H9T1BYNQ8QzTW+mwbGY3EkULzSAEAhQscbNliBwBnJAOrXxb4Z0PR/ilpv7NeqePHudVn1D+2dJu7ptRnRriK2tbsQ5eN1O4tGp3D5m6EkV6z4R8J6P4q/aK+Is2vNeXsHhSTw/c6NaveS/Z7WZrPJmEYbaz/u1wWzj5sY3NkcEv687A4WPYfCHiC58U+HbPXrzw5qmgy3Yctp+qRqlzBtdlG9UZgMhQwwTww78VsV8eeBbeXxl4S/Z78O+INT1Oax1zUfEsWpJHfzRNdxRw3jrHI6MGZCUUEZwVyDwSKZ4k+Gnh7Sfhb8bNRtLvWll8AazeDwqP7WuQmi7bK1vB9nUPhD5s75PJKhV6Cn7NXtf+r2Hya2Ppzx14q8VeHxZ2vg3wHceJ7+6E0zxm7FnbwwxKC26dlZfNYsqxx4+YkklVVmHQaVqC6tplpqiWt1bLdwJOIbqExTRblB2yI3KMM4KnoQa8DvNO0X4pfGy78MfFi5kl0rTvB+napomlteSW9vdSTNL9svCI2XdJGUjQddisSMZzXD6Jeap4v8M/CjQtS8Saxf6HP8QNa0ax1JdQliuNW0aGG9SBpJUYOwZE2E5BZRnPOaOS6FyaH1N4u8QXPhfw9da5Z+HNU16a2MYXT9MjV7mbfIqfIHZV+UNuOSPlU1sV8e+NLf/hBPAv7QPgvwnc3en6NoGsaBJpdslzI32M3MVlLOI2Ziyqzsx2g4GTgDJrvtS0Hwr8Sfjh8RNF+Ll/KbHwvpumS6BZzajJZw21nLAz3F/HsdQXEwZDNyU8pRkZxS5P6+7/MOT+vuPoSivJf2cfHE2s/CPwXH4v8AEkc+vara3Zsfts6realaQXEiRXARjvkJgELswB++CetetVDXK7ENWdgooopCCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDp/DP8Ax4Sf9dj/AOgrWvWR4Z/48JP+ux/9BWtevUo/w0ehT+BBWTrv/LD/AIF/StasnXf+WH/Av6VqimZVFFFUSFFFFABRRRQAV1dcpXV1LKQUUUUhnE6h/wAf9z/12f8A9CNV6073S7yS8nkUw4aVmGWPqfaoP7JvfWD/AL7P/wATXnPD1G9jidGd9inRVz+yb31g/wC+z/8AE0f2Te+sH/fZ/wDiaPq9TsL2M+xToq5/ZN76wf8AfZ/+Jo/sm99YP++z/wDE0fV6nYPYz7Hj8HwD8Jap8RPF/jfx14d8P+Ik1zULG+0uO909J5LEw2UNu/zOp+80QbA44XPIrs/Efw68A+ML6w1PxX4L0TWLvSzuspr6wime37/IXUkDODjpkA9QK63+yb31g/77P/xNH9k3vrB/32f/AImn7Gs+g/Z1Dj9X+Gnw717w7D4R1jwNoV3olvN9oh0+TT4jbxS7mYuke3arEsxJABO5s9TWrp/h/QdJurm+0rRbCyub1YkuZre2SN51iXZEHZQCwRflUH7o4GBW3/ZN76wf99n/AOJo/sm99YP++z/8TS9hV7B7Koc5Z+DvCOnLpiaf4V0e1XRWlk0wQ2MSCyaUMJWhwv7ouHcMVxkM2c5NST+F/DN1Z6np1z4d0yW01t2k1OCSzjaO+dkWNmmUjEpKIiktnKqo6AVv/wBk3vrB/wB9n/4mj+yb31g/77P/AMTR9Xq9heyqdjkfFXw58A+ObO1sPGXgvRNat7E5tY76xjmEHT7m4HbwACB1Awa0W8N+HXXTVbQdOZdFYPpoNrHiyYIUBh4/dnYxXK4+UkdDW7/ZN76wf99n/wCJo/sm99YP++z/APE0ewq9g9lU7HOXng7wjqK6mmoeFdHul1popNTE1jE4vWiCiJpsr+9KBECls4CrjGBVPxZ8N/h/48ktJvGvgnQ9dksW3Wz6hYRztFznClwSAT1HQ9xXX/2Te+sH/fZ/+Jo/sm99YP8Avs//ABNHsKvYfsqhgS+F/Dc2q6drk2g2D6ho8Mlvp90bdfMtI5AFdI2xlAwUAgdhWnVz+yb31g/77P8A8TR/ZN76wf8AfZ/+Jo+r1ewvY1OxToq5/ZN76wf99n/4mj+yb31g/wC+z/8AE0fV6nYPYz7FOirn9k3vrB/32f8A4mj+yb31g/77P/xNH1ep2D2M+xToq5/ZN76wf99n/wCJo/sm99YP++z/APE0fV6nYPYz7FOirn9k3vrB/wB9n/4mj+yb31g/77P/AMTR9Xqdg9jPsU6Kuf2Te+sH/fZ/+Jo/sm99YP8Avs//ABNH1ep2D2M+xToq5/ZN76wf99n/AOJo/sm99YP++z/8TR9Xqdg9jPsU6Kuf2Te+sH/fZ/8AiaP7JvfWD/vs/wDxNH1ep2D2M+xToq5/ZN76wf8AfZ/+Jo/sm99YP++z/wDE0fV6nYPYz7FOirn9k3vrB/32f/iaP7JvfWD/AL7P/wATR9Xqdg9jPsU6Kuf2Te+sH/fZ/wDiaP7JvfWD/vs//E0fV6nYPYz7FOirn9k3vrB/32f/AImj+yb31g/77P8A8TR9Xqdg9jPsU6Kuf2Te+sH/AH2f/iaP7JvfWD/vs/8AxNH1ep2D2M+xToq5/ZN76wf99n/4mj+yb31g/wC+z/8AE0fV6nYPYz7FOirn9k3vrB/32f8A4mj+yb31g/77P/xNH1ep2D2M+xToq5/ZN76wf99n/wCJo/sm99YP++z/APE0fV6nYPYz7FOirn9k3vrB/wB9n/4mj+yb31g/77P/AMTR9Xqdg9jPsU6Kuf2Te+sH/fZ/+Jo/sm99YP8Avs//ABNH1ep2D2M+xToq5/ZN76wf99n/AOJo/sm99YP++z/8TR9Xqdg9jPsU6Kuf2Te+sH/fZ/8AiaP7JvfWD/vs/wDxNH1ep2D2M+xToq5/ZN76wf8AfZ/+Jo/sm99YP++z/wDE0fV6nYPYz7FOirn9k3vrB/32f/iaP7JvfWD/AL7P/wATR9Xqdg9jPsU6Kuf2Te+sH/fZ/wDiaP7JvfWD/vs//E0fV6nYPYz7FOirn9k3vrB/32f/AImj+yb31g/77P8A8TR9Xqdg9jPsU6Kuf2Te+sH/AH2f/iaP7JvfWD/vs/8AxNH1ep2D2M+xToq5/ZN76wf99n/4mj+yb31g/wC+z/8AE0fV6nYPYz7FOirn9k3vrB/32f8A4mj+yb31g/77P/xNH1ep2D2M+xToq5/ZN76wf99n/wCJo/sm99YP++z/APE0fV6nYPYz7FOirn9k3vrB/wB9n/4mj+yb31g/77P/AMTR9Xqdg9jPsU6Kuf2Te+sH/fZ/+Jo/sm99YP8Avs//ABNH1ep2D2M+xToq5/ZN76wf99n/AOJo/sm99YP++z/8TR9Xqdg9jPsU6Kuf2Te+sH/fZ/8AiaP7JvfWD/vs/wDxNH1ep2D2M+xToq5/ZN76wf8AfZ/+Jo/sm99YP++z/wDE0fV6nYPYz7FOirn9k3vrB/32f/iaP7JvfWD/AL7P/wATR9Xqdg9jPsU6Kuf2Te+sH/fZ/wDiaP7JvfWD/vs//E0fV6nYPYz7FOirn9k3vrB/32f/AImj+yb31g/77P8A8TR9Xqdg9jPsU6Kuf2Te+sH/AH2f/iaP7JvfWD/vs/8AxNH1ep2D2M+xToq5/ZN76wf99n/4mj+yb31g/wC+z/8AE0fV6nYPYz7FOirn9k3vrB/32f8A4mj+yb31g/77P/xNH1ep2D2M+xToq5/ZN76wf99n/wCJo/sm99YP++z/APE0fV6nYPYz7FOirn9k3vrB/wB9n/4mj+yb31g/77P/AMTR9Xqdg9jPsU6Kuf2Te+sH/fZ/+Jo/sm99YP8Avs//ABNH1ep2D2M+xToq5/ZN76wf99n/AOJo/sm99YP++z/8TR9Xqdg9jPsU6Kuf2Te+sH/fZ/8AiaP7JvfWD/vs/wDxNH1ep2D2M+xToq5/ZN76wf8AfZ/+Jo/sm99YP++z/wDE0fV6nYPYz7FOirn9k3vrB/32f/iaP7JvfWD/AL7P/wATR9Xqdg9jPsU6Kuf2Te+sH/fZ/wDiaP7JvfWD/vs//E0fV6nYPYz7FOirn9k3vrB/32f/AImj+yb31g/77P8A8TR9Xqdg9jPsU6Kuf2Te+sH/AH2f/iaP7JvfWD/vs/8AxNH1ep2D2M+xToq5/ZN76wf99n/4mj+yb31g/wC+z/8AE0fV6nYPYz7FOirn9k3vrB/32f8A4mj+yb31g/77P/xNH1ep2D2M+xToq5/ZN76wf99n/wCJo/sm99YP++z/APE0fV6nYPYz7FOirn9k3vrB/wB9n/4mj+yb31g/77P/AMTR9Xqdg9jPsU6Kuf2Te+sH/fZ/+Jo/sm99YP8Avs//ABNH1ep2D2M+xToq5/ZN76wf99n/AOJo/sm99YP++z/8TR9Xqdg9jPsU6Kuf2Te+sH/fZ/8AiaP7JvfWD/vs/wDxNH1ep2D2M+xToq5/ZN76wf8AfZ/+Jo/sm99YP++z/wDE0fV6nYPYz7FOirn9k3vrB/32f/iaP7JvfWD/AL7P/wATR9Xqdg9jPsU6Kuf2Te+sH/fZ/wDiaP7JvfWD/vs//E0fV6nYPYz7FOirn9k3vrB/32f/AImj+yb31g/77P8A8TR9Xqdg9jPsbfhn/jwk/wCux/8AQVrXrM0C3ltbN45tuTKW+U57D1Fadd1NOMUmdkFaKTCsnXf+WH/Av6VrVk67/wAsP+Bf0rRDZlUUUVRIUUUUAFFFFABXV1yldXUspBRRRSGZU3+uk/3j/Os25ub26vRo+jiP7TsEs00qkx28ZJAJAxuY4O1cjOCSQBzpTf66T/eP86reEUVrW/vW/wBdc6hcCT1AjcxIPptjU/jVAC+EbVl3XuratcTf89BePCAfZIiq4+oNU7221Lw1GbyS9l1DTIxmbzVBnt1/v5UAOg6nI3AAnLdK+evi3408bWvxO+J1ro+rfE1pfDmi6Zc6HD4Yt0uLO2uZLeZi1zEyMGVnRCQVbKh+K+lvB+qDxF4P0TW5L6y1AanpttdNc2nNvceZEreZHkcxtuyuR0IpXAFYMAykEHkEd6Wsvw0PL0eO33FktZZ7WMnvHFK8aH/vlRWpVAFFeAfHj4/+LPg7qF9qC3nw9fTdLjjuv7FuNUmbXdRtsKZZIolCrDty+3d5itsyWXOB6V8VviZa/DP4eXnjqLTX1iVTb2+nWMMoQ311cypDbxhyDtDPIuWwcLk4OMUAdrRXjXiD4lfF74Y+D7/XviN4e8KarqN5dWGm+HbDw/dXEZutQu5vJS2lM6nChmQ+avVd/wAgIGX6V8UviR4Z8bD4f/FjRfDovdV0S81rQ9Q0OSf7NO1rt+0WsiTfOrqJI3Dg7WUngEYpAexUV87eEfj98VNStPhd408UeE/DFp4V+JV1baXHb2d1PLqFrdTWss0cxLKIjExgfKDLKrL8zHIo+Bnir456jrHxYuPEc3hnUrPRvE+o2tvFNql0nkXUVnaNFbxs8bLDaYbJbaWDPI205yQD6IZljUu7BVUZJJwAKis7y01C1ivrC6hubedRJFNC4dHU9GVhwQfUV8/eDfj5rHizxdrvwz8Qat4G1kzeGb3VrPUfCd7JPbxtC6xy2sjSE75AJkYMuBgNlQeK5f4J/Ej4mfDv4M/CDVde0Hw5J4F1aHSNAZre5mOpWjXOIobqQsoiMZkK7kAyocfMxBoA+prjU9Ns4zNd6hbQRiVYC0kqqBIxAVMk/eJYADqcj1qZZY2d41kUvHjcoPK56ZHavkvx9qWj6l4J8crpPhey0d7H42aTZ3T2zOxv5hc6a7XMm4nDt5gBC4X5Rxkmu21j4r+H/hp4u+OniqPwNbtf+HY/DxmmtZWFxrVxcW/l2sUhbKptd0jUqOjE4JoA96kvrKG6gsZryCO5uVdoYWkAeUJjeVUnLBdy5x0yM9anr5uab4qSftIfCX/haln4YhuW0nxLJZnQZp2VAYrPzYpRMvJUiPEikBst8q4BN+6/aG8TeH/ipoXg/wAR33w8vLLXNc/sKTTdD1aW61PS5ZFkMElwzBUIJRVZNiMDIMbscgHvd9fWWm2st9qV5Ba20K7pJp5AiIPVmJwB9anr5B/aA+JHxI+JnwB+J3iTRdB8OwfD22W90m3kuLmb+0r77NceS93GVUxLH5yMFQgsyo3zISK9F+J/7RUnh74iaj8OfDnij4caBdaFZW15qF1401r7GlxJOGaO3t4wwZiEUM8hJC+Yg2tmgD3mivMrL466BJ+z+nx+v7CWDTl0M6vNZpIruHVTuhR+A2ZAUVuAcg8ZrC0v4qfFzw34m8HWfxe8J+HbHSvHdwdPs30m4nefSb8wNPFa3XmACUusci74woDoeMHNAHtVFeO/DD4k/Fj4rHT/AB9oegeFrL4fandTx2sd3c3H9rS2cbyRrd5VTEpcoGEOD8rDMlZ//DQmtf8ADOn/AAur/hH7L7d/bP8AZn2LzH8rZ/bn9nbt33s7Pn/3vagD3KivG9a+I/xf1z4neLvhv8M9D8JKfCllpt7Jfa5cXGJTdpKVhEcIzkmFvnzhQPutnjNk+PniDXvhN4X+JGh3XgXwkutLPFfv4u1SREtbyCUwvbQxxgG4YyRyjO9SAgO1i2AAe7UV5F8Of2kPAev/AAz0Hxx8QvFnhjwheatJe2rW9/rENvG9xaXDQT+SZmUuuVVh3CyJnk1Qb4zeMb/42ap8M9PbwdpMWkXlnEmn65cTwalrNpLGjy3dmwHlsqFmQKFfLRNuZMjAB7ZRXzF42/a8Oi6x4vu9F1n4cwaT4Gv7jT7rR9Y19YNd1h7YD7SbSEHEeG3xxBg5laM/d3CvevF3iLUNN8F3XiTw42i+csCTxS63fNZWUcbFd0k0oRiqqhLYxyQBlc7gAdHRXzZo/wC1JrjeD/infXh8I69qnw90iHWrO90G4lbTdThlSUgDeS4KPAysQxB3KQa6rT/i18S9A8beE9N+J2heGLTQPHcdwum3Gl3Uzy6bcRW5uRDdNKoWQNEkgDoF+ZcbcHNAHtNFfMHhX9r/AP4STVvDesJq3w8fQfFetW2j2mg22vLL4ktUuZvJguJ4Q23ljGzwhcxq/LEqQbfij9ov4rab4d8efEDSfCPhc+Gvhx4ju9I1FLm7uDe6hDBNGrmAKuyJxHIDlywZiRtUDLAH0pRXj3x1+KnjD4bskmg6t8O7CH7G1zDD4i1OZb3Upl3Zt7e3jAxwF/ebn5fBQAZPM63+0prt/J4CXwv/AMIp4btfG3hmLxBb6n4snmWyluZAuNNjki2qs4DEkljwBhGNAH0PUEl9ZQ3UFjNeQR3NyrtDC0gDyhMbyqk5YLuXOOmRnrXI/Ez4jN8L/hbqXxC1fSBeXOnWsLDT7WfInu5XSKKFJGUZDTSIoYr0OdvavILi8+J0f7RXwpuPi3beFraVdH8TT276HPOY4l8m0M0comXkpiPEikBstlVwCQD6Uor51g/aI+JS+DdO+OmpeDdCg+GWpX0EYg+0Tf2zbafPcCCK+k48pssySGFRkI/3yQa9I+NfxG1z4a+H9F1Dw7odnquoa14i07QYLe7uGgjL3cvlKTIqsVAYjnacDPB6UAehUV494d+J3xOsfG2ufDHx9ofhaTX4fDjeJtFutNu57ewuoVl8l4Z2lV3hZJDHl1DjbIDgEbTyHh39obxzr3iTX/AFrq/w41nVx4butb0fUtAvp5rGKaCVI5bWdm3F3USq4ZBg7TlRQB9IUwyxrIsJkUSMpZUzyQMAkD0GR+Yr5f8Ah38YPi94Q/Zv+H3izxDpuk+J9T8R3eiaPpe7Urg3F2LzEYe6mlU7ZS5XLDcBknnGK7qz1LVYPjl4G0nx94Z8N3Pi268M61O+r6Z56pbRR3NuBDEsjElWWRSxYZ3KduASCAe00V8xeHv2ivjlrPhX4ffEP/hX/g+TRfiDdR6PaWMep3CXdveSRymOeWQxlFgLwvuRVdwpUgsxKjX1L49+I9C8M/E7w/8AEzwvYahr3hGbTtMig8PXk1vFqzaqiraxxu582B90m12BJXBZegFAHueg+KPDXiqG4ufDHiLTNXhs7h7O4ksLuO4WGdMb4nKEhXXIyp5Gea068F+HV5rXw2+Kek+BfG/gXwho9z4w0Ro9JvvCrTx2zf2coJs5oJOC0cUuUmAGVUrgAADF8H/tF/FbWNB+GfxE1/wj4XtfCnxA1W00P7Na3c8moQz3CyBLjLARCPzIzmP5m24O7JIAB9IrLHIzrHIrNG21wDkqcA4PocEH6EU+vnVvi1p3gHUfidN4Z+H9g3iC58d6f4csYYrho/7Y1O7tbby5bh23CNVDsWKjG2MnGSTXa+C/iN4/tfiUfhP8VtJ0KPUr3SH1vSdS0N5vstzFHKsc8LxzZdJUMkbZBKsr5+UjFAHqtQWV9Zalape6deQXVvJnZNDIHRsEg4YHBwQR+FeWeIfiN8Stc+J2qfDf4TaP4bc+FrK0vNd1DXppxH5l1vaG1hSEbg5SMu0hyFDL8pyM+efBHxdrng/9kvwdrOh3/hDRla4vo573xVqjwWlohvbkjlFHnuWAULujznPbaWB9O0V83W/7UmvXHwdvfG0ek6HJqWleLT4T1LUonnk0e0UFW/tNto80W3lyRtgkEFxlgOa9p+G+ua54i8LQ6tr2peGNRmmkfyb7w5dPPY3UOfkkQtkqeoK7nAI4Y54AOoor5ph/aK+Li/DcfHS98IeFU8EWGpTWmpWsd3cNqbW0V+9pLdREqIl2FS3ltnKox3rkKL3xI/acn0Hxx4l8I+GfEPw20r/hDY4ftq+LNeFncarcSQib7PaIGBUKjIplfcN77Qh2ElAfRFFfPLftH+JfEnirQ9H8Jx+EtAttc8O6V4g0tfFlzPbvrn2xS5t7SSMbFeJdqscSNucYTAJra1b4zeMW+N9/8LdLbwbpMemyWBgtvEFxPBea9BOivNLYuo2Hy9zR7QshLxsDtFMD2yivBtZ+NPxY1T/hN/FPw38H+Hrzwt8P767027h1K6mjv9Xms1DXf2YoDHCEO5E3h97Ic7B0u/EL42a/Y+GPD3jDwPrXw+0zS/EOjxarYN4p1GaO6v3lQSJbwW0QBJ2MpL72wW+5gFqQHtlNkkjijaSR1REBZmY4AA6kntXzrqH7Tusarpfw61Dw+nhjwxa+OtCfVv7V8UzS/wBnpdr5a/2ckkRUecSznczD5YzhWJ216Z8WNQ+z/AXxfrHirQdO1I2/hO+vNQ0xbh3tLhktHeSESgK5jJBUOArYOcA0Ad+rBgGUgg8gjvS15V8PviVLqHjnS/hna6DZ2OmR/D/SvEsJhZsxNNNLD9nUHjYqxLg9a5G2/aK8bax4K+H+taD4Q0mfV/HfiTVvDyW891JHb2xtnvUjmZgCxX/RUdwASVLhecUAe36h4o8PaTrOl+HdS1i0t9T1tpV060kkAluTEm+TYvUhV5J6DI9RV2a+sre4t7S4vIIp7tmW3ieQK8xVSzBATliFBJx0AJrwbxB8ULX4b/ELxHrfxB8M6NPrPhr4ZW+uX2q6f5geX/TblPscAlY+XGzxqR3ZmXcTtXGJfah8XNS+NnwMvvilovhrTjeahrNxaW2k3E7S2W7Rrktb3HmrtkcAr86FQCrDaQQQAfTEcscoJikVwrFTtOcEcEfUGn182+Gviz/wjej6h4b+G/w90mHxJ4j+Jmv+HdOs/tEiWsk0E0r3Go3LYZ9ojiZ3VBydqrtHI9F1bxN8WvCvw/utW8WXHw20/Vre8CNqV1qlxaaTDZlQfPkEiFxIGynlbwDw3mL92mB6bRXzVZ/tT+IX+GvinXm03w9f6x4W8Q2ei3Wo6fJcPo6WlyInTU3ABmWBElJdeeUOGwePaPhj4g1zxR4XXWNc1bwrqplnf7LqHhq5eayurfA2uN5JRs7lKh3A2g7ucBAdbRXjXgP4n/FL4lSJ488O6L4Usvh22o3NrG2oXVwNSubSCZ4ZLxSimKMFo2ZYmByq5LruFc1B+0R8Sl8G6d8dNS8G6FB8MtSvoIxB9om/tm20+e4EEV9Jx5TZZkkMKjIR/vkg0AfRVFeDeNPjH8Xl8VfEjw/8O/C/hWaD4c2dpqFxPq11cCS9SazNx5EaRjCudjgOzBR8vynJKz+F/jZ8Rr/xl8PIvE3hTQLLw58ULW4n0iO1vJZr+wMVmbtPtDFRG++NW4QDYxAy+MkA9i1vxBoPhmxOqeJNbsNKslZYzcX1ykEQZjhV3uQMk9BmrkNxBcKXt5klUHGUYEZ/CvnX9pLT/F2tfGj4MaLpek+FtT0641DVJI7TXPNeGW5TTrgsZUVGUqsWWQ4J8zHQc1HY/FqL4f8Agnx54j8G/DvSoriD4rS6DNZx3LxrqE893bwyXTud2yV/N7DaNo4xxQB9JUV4V/wuj4peFdY8deFfHHg3RtX1zw74TXxfpNv4bkuGW8hZ54/sr+apfzBJBgMqncrZ2g/Kep+B/wAQvEXxG0WfXtT8QeBtasJI4HtbjwzcTExSMpMsFxFLkoyHbglgTk5RcUwPRYb6yuLqeygvIJLi12+fCkgLxbhldyg5XI5GetT18va98Qr74U+Nv2lviJpunwX1zoVn4auo7ediqSH7Gy4YjkDntXsHjj4oP4M+JXg/wfcWtv8A2b4g03XNRvbx2bfbLYR27jaBwQRM2c/3RigD0GivJfhP46+MXxIh0bx9eeG/C+leCPEMBvLO0e5uG1eG0dC1vM7BfJYyDYxjGNqyD52K4OF8O/jB8W/Hvw1l+KzaL4F0fSJrSUWUepapPBtmiufKkuLiYIyRwhVlIQAs21Msm4hQD3emNLGjJG8iq0hIRScFiBk49eBmvkrxZ+0R8QvFHwj+L+l6FrvhGTXfCOixX0OveHb24W1nsbmKYPJatlnW4iaFgGDbclSGFd7/AGxr6+LPgla/Ejwv4bvvEeq3WqrZajaTXEg09V0qSXzE8zaWkkVNrhgRzkHODSA97orxPTfj5rWpeCfCdwnh2zXxjr3iw+Eb3SRMzJZXFvPKL6Tj5ikdvbyyj2aPJ55wbr9ob4lv4N1H456T4N0Gf4aaXezxtA1zN/bF1p8FwYJr6PA8pQCkjrEwyyJ98EigD6Korw+++Nviy8+NF38NtDm8GaZbWR06S1h165ngu/EFtcRrJLNYuBsIj3Mm0LIS8bA7RXuFMAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigC/Yf6k/739BVmq1h/qT/vf0FWalgFZOu/8ALD/gX9K1qydd/wCWH/Av6UITMqiiiqJCiiigAooooAK6uuUrq6llIKKKKQzKm/10n+8f51lW99H4b1G4e8YR6ZqEgl84/dt58BW3+iMAp3HgMGz94VfuLqJbiVSs2Q5HELnv6gVE11CwKtHMQeCDA/P6VQHKa18FY9X8Xa7400X4oeMfD0vii2tbbU7fSX08QzxwI6RlXmtZJojtkf5o5FPOQQQMdBBHo3gXw7pvgHwXaRRNptjFY6bZKxcWsEaBEaQnJCqoHLHLEYGSarjRdCjz9nt761Rjkx2r3MEZ/wCARkL+lW7GHS9NiMNhYtAjHc2y2cbj6k4yT7mlYCfTrGLTbGCwhZmSCMJubq2OrH3J5P1qzUH2yH+7P/34f/Cj7ZD/AHZ/+/D/AOFUB4X4v/Zw8YeII/iP4f0X4madpPh74kzSXl+X8Pi51KGZ7dIfKW4M6o0A8sHaY94DMqsud49G+IHwv034hfDSb4c6lqVxaq0Nt9nv7dQJbe5t3SSGdAcjKyRo2O4yM81132yH+7P/AN+H/wAKPtkP92f/AL8P/hSA8o1r4Q/ET4geFdR8N/E74laZdSCSzuNFvNE0E2Ulhe2swlivW82eXzJCypuQbUwCB97Il0X4P+LtS8XP48+KXjnT9c1e00e50PR4tN0hrK0sYrjb51wY3mld55PLQE7woUEAc5r1L7ZD/dn/AO/D/wCFH2yH+7P/AN+H/wAKAPKrH4BfY/Anwp8E/wDCWb/+FY6pY6l9q+wY/tD7NbTwbNnmfud3n7s5fG3GDnIy9a/Z58Q6nb/Ezwra+PLS18KfEma41KeE6Uz39nfzQQxMVm84RvB+4VjGY8kEruA5PtP2yH+7P/34f/Cj7ZD/AHZ/+/D/AOFAHkWkfBLxrc+NNM8deNviBpN1caX4ev8Aw7b6dpHh/wCxWcMVx5OJE3TyOGHk8gnacqFEe07snwr+zj4x03R/A/gXxZ8TrLWPB3gKazvrOzttC+yXd9c2vMAuJTPIvlRyAOFVAzYUMzYyfc/tkP8Adn/78P8A4UfbIf7s/wD34f8AwoA8Z8Rfs66hqPhXxlo+k+MreG/8S+OIPG9pNcaczQ2ssTWjLbyIsoaVSbTlgyH5+nHN/wAU/s76Z4wuPii2r+I5xb/EmHS0VILcJJpktjHiKVXLESHzAkgG1cbcc5zXq/2yH+7P/wB+H/wo+2Q/3Z/+/D/4UAeUaD8I/iPcfELwt8RfiT8TtM1u78J2V/YW1rp3h/7DHOt0savNIxnkPmnykJAATjCqvJPMeHf2Y/GGl6P4M8H33xQ05/DfgDxDba5pdva+HRFc3vlSO4F5MZyGkIkZd8aJk5Zg5OB799sh/uz/APfh/wDCj7ZD/dn/AO/D/wCFAHz/AOJP2YfGWp+EvGHwr0D4rWeleBPFd3d6glnJ4f8AtF7p8lxKZpIIpvPVDAZSXwY9+CVDL94dx4k+GHjK18fX/wASPhX4y0vRdQ12zt7HWrLV9Je+s7vyCwhuFEc0MkcyK7p94qy7QQNoNekfbIf7s/8A34f/AAo+2Q/3Z/8Avw/+FAHPeIvA1v44+HN78PfHN5/aSatpZ07UrqCEW5mZo9rTImWEbbvnAyQpx1xXC6H8F/HV54j8K6l8UviVaeJdO8CubjRrW10b7G9zd+S0KXV65mkEkiI77RGsa7m3Y7V639sh/uz/APfh/wDCj7ZD/dn/AO/D/wCFAHlXw9+EfxA+GMln4T8LfEbTV8A2F7Ld22m3GhmTUYYZJGkNkt0JwnlBnbDmEyAYXPGa5W8/Zh8YXXhHUfhdD8V7e08Etrh1zTrOPQg13EW1AXxtppmmxJCsgbbtRHywJYhdje//AGyH+7P/AN+H/wAKPtkP92f/AL8P/hQB8+Dw38U9Q/aK+Kl18PfFdh4aFxpPhyCa41PQ2v4pgY7sCSDEsQEsR3cEuh8wBl4BrYs/2cdU8F3Xgu/+FvjSxsbrwpot3oTvrukHURMlzMk010gSaIx3DSK5JBKsHIIwOfa/tkP92f8A78P/AIUfbIf7s/8A34f/AAoA4T4U/CGz+HPg8+FdY1OLxPIdU1DU/tt3YRxuWu7h5mBQZUEF8ErtBxkKo4GD8RPg344+JOqR6Zr/AI60SXwpHq9tq8MbeHv+JvYmCaOVYba7EwRATGAZDCZNrMMnOR6z9sh/uz/9+H/wo+2Q/wB2f/vw/wDhQB5bD8KfiJ4T8Sa7dfDD4haRpWheKNUk1i/0/VNDe+ks7uUDz5LSRLiIKJSu4pIrhXLMOpWug+MXw3uPih4Rh0Gx1iDTbyx1Sy1e1kubP7XbPNbTLKsc8G5fMiYrgruB6EHIrsvtkP8Adn/78P8A4UfbIf7s/wD34f8AwoA+bPi98IfGWl/Dv4w/ELxJ4wi8R654m8EjS2sdP0Y2sMBt/PZRAvmyOynzsYcs2Qx3YIVe38J/CTxfq3iLwt4w+Jfjax1qz8KWUi6Dptpo32PEk8HlNPeM0sgllETNGAixoMltoJwPXPtkP92f/vw/+FH2yH+7P/34f/CgDy74efC34kfDX+zvB+h/EbSp/AelSs1nZ3mhvJqkVtuJWz+1C4EZjUHCuYd4AC9s1R1f9nX+1fhj8TPhx/wmHlf8LF1y/wBZ+2f2fu+wfaWiby/L80ebt8r725M56DFev/bIf7s//fh/8KPtkP8Adn/78P8A4UAeV+J/g74wvfiNrnjbwf4807SIfFWk22j6qt3ogvLu3ig83DWcxlVYtwlOVkSRdyhtp6VkSfAf4hab8L9H+EugfEXw5c6Fa+H4fD99DrfhX7Wr7VZWu4Qtwu2QgjEchkTKKeOd3tf2yH+7P/34f/Cj7ZD/AHZ/+/D/AOFAHCeIfgxoXiL4Ip8D7nVL5dPg0e00m3vywa5ja1WPyLg9AXV4o37AkdqwdE+D/wARL7x94Y+IHxO+JWla7ceFrHUNOgs7Dw99iiuEukjWSWQtPIfMbykLAAJxhVXkn1n7ZD/dn/78P/hR9sh/uz/9+H/woA8Jtf2afEieHdP+Et78SYLn4XaZfxXkWknSMalLbxXAni0+W7MpRrdXVMsIlkZV2lsc1q/tTaXrGr+FfBlnoMs0F6fH3h5obqO28/7IwuxtnaPoyo2GIJAIBBIzmvYftkP92f8A78P/AIUfbIf7s/8A34f/AAoA8U1f9nXxB48tPGOofEz4g2954h8UeH/+EZtbnSdJNpaaXYiQylUhkmkaUySbXk3ycgBBgDNaGhfBTxhN450nx5498eaXfSaVoN94ei0vRtB+wWkcFwYcPGWmkdWAh5BJXlQqptO/1v7ZD/dn/wC/D/4UfbIf7s//AH4f/CgDxPQP2evFVr8PvCfw51/4gabdaf4F8QaPqmjzWuivFNLa6fMJVhuC1wytI4AXegULjO1s8egap8Ov7S+LOgfFH+2PL/sPR7/SfsP2fPnfaZIH8zzN3y7fIxt2nO7qMc9Z9sh/uz/9+H/wo+2Q/wB2f/vw/wDhQB5R4a/Z/wD+Ed+G/wANfh9/wlv2j/hXmrW2qfbPsGz7d5KzDy9nmHys+d13Njb0OeE8Ufs7ab4uv/iTd6n4luI18f8A9jy25t7YLLpVzpyDyZkcsRIfMVHwVXgFTkHNesfbIf7s/wD34f8Awo+2Q/3Z/wDvw/8AhQB5l4Z+FHjKfx/pnxG+KvjrT/EOoeHLG40/Q7fTdIOn28Hn7BNdSK0srPPIkaqcMEUFgq85rN0j9nX+yvhj8M/hx/wmHm/8K61yw1n7Z/Z+37f9maVvL8vzT5W7zfvbnxjoc16/9sh/uz/9+H/wo+2Q/wB2f/vw/wDhQB5Drn7OVvrSeM5j4vntdQ8ReKLLxbpN7DZrv0e+tIYUhYKzFZxmEkghQVkZePvVseC/hb4qt/iBL8UviZ4wsNe16LSzoumw6bpjWNlY2rSLJKyo8srtLIyIWYvgBdoGK9G+2Q/3Z/8Avw/+FH2yH+7P/wB+H/woA8x8RfCfxpB8SNR+JHww8e6f4fuPEdhb6drtrqOjG/in+z7xBdRbZoikyLIyYYsjAjKnbg83p/7Neu+FfCvw603wh48sH1n4c3WozWt1rGim5tbxbxpC/mQRzRskiCQbXSQchuAHIHuX2yH+7P8A9+H/AMKPtkP92f8A78P/AIUAeS+Fvg38RPAuh+IV8N/Fayn17xD4nl8TXV3qHh5XtpzJawwvayQxzKwj3Qhw6OrD5Qd2GL9F8GvhfJ8LdC1e0u9Ssry/8Qazca9ff2fYCysoZ5ljUx28G5ykYES/eZmZizE5bA7j7ZD/AHZ/+/D/AOFH2yH+7P8A9+H/AMKAPlb4N/B3x78Qfgzp3hHxJ4yt9P8AAl3rup3eoaI2iMmpTJFrFxJ9m+1GUKsEroJCfJ37W2hsHI9c1b4W+PNI8ca540+FPjrStG/4Sz7O2tWGsaM9/AJ4oxELu38ueEpL5aorKxZW2gnBHPpv2yH+7P8A9+H/AMKPtkP92f8A78P/AIUAeSfFb4PfEL4oaTfeDb/4gaBJ4Y1q3hgvob3wyJ7y0ZYwsk1nKJlSN3O5gZI5DGWyp4ApvxL+Cnjb4kq3hXVPHujv4Omu7W6ENxoHmatYiBo22Wt4JgilzGf3jxM6+Y2CeAPXftkP92f/AL8P/hR9sh/uz/8Afh/8KAPGNc+AnjRZvF+h+A/idb6D4V8f3lxf6zZy6P8Aaby1muEC3TWVx5qrH52MnzI32MzMvJxVuT4Fa/4e8Z2fiL4X+MtN0CzXw1Y+FJYb7RRfz2lnaGQxNZymVBE5EmCHWRCVVirYC1659sh/uz/9+H/wo+2Q/wB2f/vw/wDhQB4ppvwH+IXhT4X6H8KfCvxE8O3ej2GkHR76317wr9shuMyO32lEW4QrIAwGx2kjO0HAOct+MFn4c+D/AOyfqvw5l1e5uD/wiNz4T0cyxtLcX921hJFDGqoCS7legGB0r237ZD/dn/78P/hR9sh/uz/9+H/woA8bj+Dfjq31rwv478HeNLHw9rEHg+08K6zb32km+RoIm81ZIcSx7JkdpQN29CH5U7cF/hX9nEeF9B+HOhr42mvR8PvEOpa8LiaxUSX/ANra8PlttcBGX7Xy4BDFPuruwvsP2yH+7P8A9+H/AMKPtkP92f8A78P/AIUAea+OPgPpPxA8XeJ9f17V3Nh4o8Fp4OnsY7cB4gtxPN9pWUsRuBnGFKcFAcnOBkaD8FfiTJ4u8CeKPiB8WLDW1+H0l0LKG08P/ZXv1mspbYyXMhnf97iRWyiqnysNpLBl9h+2Q/3Z/wDvw/8AhR9sh/uz/wDfh/8ACgDxqb9m+aHTZZtF8cNY+I7TxxqfjfR9U/s0OlpLePIZLWWEyfvojHK0bEOhbgjbjFWvFHwl+KPjDSdC1LXviF4cm8U+GvEA17TyPDj/ANlKBbPB9ne3a4Mj48x3Evm71YjGMDHrf2yH+7P/AN+H/wAKPtkP92f/AL8P/hQB5JoXwb+JXhi+8XeKtJ+LdlL4m8W6lYalcXFz4cU2mLa1EBtjCs4bymCrgrIsihVy8h3M3QfB34W3Hwzsdfm1LUtPu9T8T6s2s3y6Xp/2GwglMUcWy3g3uVXbEpLMzMzFmJ5ru/tkP92f/vw/+FH2yH+7P/34f/CgDynwb8H/AB58PLoeGfCPxC0uPwCdUn1JdJvNC8+9t4ppmmlsorgTKnks7yYZ4mdQ2ATwRz9r+zT4kTw7p/wlvfiTBc/C7TL+K8i0k6RjUpbeK4E8Wny3ZlKNbq6plhEsjKu0tjmvdvtkP92f/vw/+FH2yH+7P/34f/CgDgI/hD5fiT4m+If+Ehz/AMLGsrOz8n7J/wAeHkWj2+7dv/e7t+7GExjGT1qG3+C/2e6+E11/wkm7/hV1vLb7fsf/ACEd+mtZZzv/AHON2/Hz9Nv+1Xov2yH+7P8A9+H/AMKPtkP92f8A78P/AIUAcn4u+Hf/AAlXj7wJ44/tj7L/AMITd3919l+z7/tf2mzkttu/cPL2+Zuzhs4xxnNcXd/s5/avDXiDw7/wmO3+3fH6eOfO/s/Pk7bqCf7Lt835v9Rt8zI+9nbxg+wfbIf7s/8A34f/AAo+2Q/3Z/8Avw/+FAHBa58LdYvfiRq/xM8P+NP7H1HUPCtv4bth/Zq3H2Z4rua4Fwd77ZAfO2GMqOBndk8VPhz8KfEHh3x5r3xM8Z69ol7rut2NvpkkehaQ2nWhihkkcSyq80ryzsZCC5fhVCgd69I+2Q/3Z/8Avw/+FH2yH+7P/wB+H/woA8i8U/s9/wDCW6t8Vf7Q8SRro/xQ0iyspYVtD9osbm2haJJVfftdMENtKgkjGcdV0z4J+NtX8beGvHXxS+JFjr9x4e03UtK/s+y0P7Ja3EN3HFG7ndM7iVvKDOclDkBVTaS3rn2yH+7P/wB+H/wo+2Q/3Z/+/D/4UAeYfDH4XfEn4arpHhG3+Jmn6h4H0BWisrSfQyNTe22ssVtLdCbyykeUw6wqzBAD3zkD9nG4tfgVoXwhsfGMD3nhzVItXtdQudL8y2uJor5rpY57XzPniJbaV8wHgMDkYr2b7ZD/AHZ/+/D/AOFH2yH+7P8A9+H/AMKAPFrr9nXXvE8nj/UPH3xEhv774g+GYfDtx/Z+ji1g0/yzOVeFWldmUecPlkYsSrHfhgqbem/CXxhfat8OvEfjfxnpV3qPgC6vpQum6PJbxXkU9i9oinfO5R1D+YWGQT8oVRzXp32yH+7P/wB+H/wo+2Q/3Z/+/D/4UAeZ6R8CbTSvjZf/ABbHiKSSyuFnubXQ/soWO11G4ht4Li8Eu7LF4rVF27RgvIcndXLXn7NXiZ/DuofCbT/iVDafDDVdQmvJ9KXSc6lDbzTmeaxhu/N2LA7s/LRGRVYqGIr3X7ZD/dn/AO/D/wCFH2yH+7P/AN+H/wAKAPI/id8FvGnxMaTwxqHjbQk8GXF5a3a2reHQdT04QNGwjs7pZhGm4xn52hZ13tgkYA9D0HSfF9j4i8Rahr3iyPU9J1CeB9G09bBITpkaxBZUMqndNvfL5bp0HHTZ+2Q/3Z/+/D/4UfbIf7s//fh/8KAJ6Kg+2Q/3Z/8Avw/+FH2yH+7P/wB+H/wpgT0VB9sh/uz/APfh/wDCj7ZD/dn/AO/D/wCFAE9FQfbIf7s//fh/8KPtkP8Adn/78P8A4UAT0VB9sh/uz/8Afh/8KPtkP92f/vw/+FAE9FQfbIf7s/8A34f/AAo+2Q/3Z/8Avw/+FAE9FQfbIf7s/wD34f8Awo+2Q/3Z/wDvw/8AhQBPRUH2yH+7P/34f/Cj7ZD/AHZ/+/D/AOFAE9FQfbIf7s//AH4f/Cj7ZD/dn/78P/hQBPRUH2yH+7P/AN+H/wAKPtkP92f/AL8P/hQBPRUH2yH+7P8A9+H/AMKPtkP92f8A78P/AIUAT0VB9sh/uz/9+H/wo+2Q/wB2f/vw/wDhQBPRUH2yH+7P/wB+H/wo+2Q/3Z/+/D/4UAT0VB9sh/uz/wDfh/8ACj7ZD/dn/wC/D/4UAT0VB9sh/uz/APfh/wDCj7ZD/dn/AO/D/wCFAE9FQfbIf7s//fh/8KPtkP8Adn/78P8A4UAT0VB9sh/uz/8Afh/8KPtkP92f/vw/+FAE9FQfbIf7s/8A34f/AAo+2Q/3Z/8Avw/+FAE9FQfbIf7s/wD34f8Awo+2Q/3Z/wDvw/8AhQBPRUH2yH+7P/34f/Cj7ZD/AHZ/+/D/AOFAE9FQfbIf7s//AH4f/Cj7ZD/dn/78P/hQBPRUH2yH+7P/AN+H/wAKPtkP92f/AL8P/hQBPRUH2yH+7P8A9+H/AMKPtkP92f8A78P/AIUAT0VB9sh/uz/9+H/wo+2Q/wB2f/vw/wDhQBPRUH2yH+7P/wB+H/wo+2Q/3Z/+/D/4UAa1h/qT/vf0FWap6XIstuzKHA3kfMhXsOxFXKlgFZOu/wDLD/gX9K1qydd/5Yf8C/pQhMyqKKKokKKKKACiiigArq65SurqWUgooopDMqb/AF0n+8f50ynzf66T/eP86ZVAFFFFMAooooAKK818efHrwv8ADrUrm38QeGvFv9mae8SalrkOiyHTbHzNu1pJ2271G9dzRhwuSGIIIHZeLvF3h3wH4a1Dxf4s1SPT9J0uEz3VxICQi8AABQWZiSAFUEsSAASQKANiivM7X4+eFY/Det+LPFXh3xZ4R03Q4YbiWTXtGktvtCSsVj8kLu8x2YBfK/1mWUFRuFWPCPxw8L+KtVv/AA7daL4i8Oa1p+nnVm0zXdONrcTWQYqZ4hlldQ3ynBypIBAzSA9EoryTwv8AtNfD7xZqXhm10/S/E9vp3jDbHo+tXmkPBp9zcmEy/ZhK5B83ajgfLtZkYKzEVm/Cr9oybx1q3j2z1zwP4j0+18K6teQW9xHoVyV+y29vbuY5cbma7LSSMIkXJQx4UnkgHttFeYaP8btF8WXet+E4dA8T+G9fs9Gm1e3ttc077JJcWoOz7RENzZVXKAhsMCy5AzXEfAj9ozTr/wAA/DfTfHFv4pN/4ksbOyXxHfaY6affam8efIE5wTIzKyglQrMCFZqAPoaivnHx98RNcsfCPie+8N/ELVr260/4paXocpks47b7BE9zZCSxjKD97F5c332+Y+Yw7ZPfQ/Ejw94a8XfFG+8UfEC7OmeE4NNuryzurJI7bR4ntS/7mRB5k5lxuIbJDYVRzTA9QorwC1+NGqeMvjp8ONF0vSfF3hvS7/TdduLyw1vTGsxqCrHbG3mXOQwQ+Z8pIdd43KNwrtbX49eF5PF+neE7/wAN+LdJTWbyTT9M1XVNGktLG9ukV28lHkw4ZljcruRQ207SeMoD0qivm39oj9o+0sfht8QrH4dx+KV1Dw9DLZP4msNMdtOsdQRl3QG4Gf3gyEJClFZgGZeceqeNvjN4d8F66PC8Wg+I/EesR2q391ZaBprXklnaszKs02CAoYq4Vcl22ttU4oA76is3w14j0Xxh4f07xT4cvkvdL1a2jvLS4QECSJ1DKcHBBweQQCDkEAiuW8efGLw34A8Qab4TvNJ17Vtb1izuL2w0/SNPa6luEhaNZAMEKpHmA5cquAec4BYHd0V5nD+0N8OZPAUnj+WbU4IotUOgvpUthINUGq7ggsPswyxuCSMKOMHdnblqdpPx+8Fahoni3VdQ0/XdEu/BGnvqmtaTqtgYL6C1ETyrKqZKyKyxvgoxGVIODQB6VRXK+AfiJpfxGsrjVtD0fWrfTUKG0vr+yNvDqEbDImt9x3PH6MQAcgjIIJ8/b9rb4WxpZahNpviyPQ7y+k0sa4dBnNil6jyJ9n3qCzuzRlR5auCzBc7sqAD2qivPPCvxz8G+Jf8AhJo7+11jwxceELeO+1a38QWRs5ILR0d0ueSQYiscnIOQVIYA1F4P+OHhnxzrMHhy30fxNoNzq1nJeaNPrGktaR6nAgUtJbl85Kh0bY4V9rA7cA4APSKK8V8JfHTwzovws8C6ld694j8dar4rtpDpa22kINU1by8tLL9mjISNUXG4lgoG3JJPPoXw9+I3hv4maLPrHh1ruM2V5Lp1/Z3tu0F1Y3cePMgmjblHGQe4IYEEg5oA6iivm39oj9o+0sfht8QrH4dx+KV1Dw9DLZP4msNMdtOsdQRl3QG4Gf3gyEJClFZgGZecerfET4v6X8OZmivPB/jDWVgtDf3c2j6NJcQWluN2ZJJSVQkbGJRGZwBkrgglAd5RXnOufHbwjpraDBoema74qu/EeknXrG10Gx+0StpoCf6U25kAQmWMAZ3MWACmuo1bxx4b8P8Agqb4g+ILyTS9FtrAalcS3kDxSQwlA2HiYb1fkDYRu3fLjPFMDeorwC1+NGqeMvjp8ONF0vSfF3hvS7/TdduLyw1vTGsxqCrHbG3mXOQwQ+Z8pIdd43KNwrrtK/aK8B6xrtnptnY+IP7K1PUDpOn+I30x10i9vQzIIYrjOWy6OivtEbMuFY5GUB6jRXjuuftUfDXQLrU1vNN8USaboOsPomtaxDo8jafpdwsqxfv5um0sy/c3EBlLAblz0Hg743+E/GPii98IJpmv6LqNrp/9sQrrWmvZC80/zPLN1Fv52BioIcKw3DKimB6FRXlHh/8AaU+HviLWNJsbex8RWmmeIro2Oh69eaW8OmapcfNtjgmJzl9jbN6qH2/KWyM1/En7UHw98NTa8s2j+K7628K6g2n69e2OjSTW2mFdhMk0mQNgDgnZuYAElQMEoD1+ivO/EXxv8N6H4mn8KWHh/wAS+Iruwtba+1J9C003kdhBcFhC8m1gzbwjsFjDttUnGK5/wT8etQ8UfHTxn8J7rwXrUFn4fntrazvxpUwjVjBLJLJcyltiRuYx5JAG8EHncMMD2SivKfDP7R3g7xl4ck8X+GPC/jPUtF+zQzW97baDNKl3LI4T7PCFyzyKzbXOPLQhsuNrYuaR+0D8P73w54o8R69/anhceDGQa7Za3ZmC7sxIgeFjGhfeJAw2bCxYnAGeKAPSqK8e8QfGbR9b+HHirU9Tj8afDaDT7OJjquraG0M3lztsRrVcsHlY/Iqf6xWdPlyRnK+C/jiE+KtZ0LxN418ZW82n6St7YaN4w0xbG4h00SuXu3n3EXWCVjMhKsiqA4LEsUB7tRXmfhD9oDwZ4y1zTNHs9J8S2Fv4gWRtA1TUtJktrLWQkZkP2d2+bmJWkUSKhZFJXIFWvh78avD/AMTLyJfDvhvxQml3kElzp+tXWltHp9/GjhS0coJK5JyokVCwyVzTA9CorgvHXxk8OeB9etvCaaL4g8R+ILm1Oof2ToOnm7uIbQNs+0ScqsaFxtG5gWOQoODih4i+PnhXQryx0mz8O+LNd1a70uPWZtL0rRpJbuxs34WS5jfaYiTkCM/vCVbCnFAHplFeaah+0L8NbPQ/CniKxvNR1e18beauhrpeny3Mt1JHGXaMRqN6v8pUhgNpB3bQCRyPxB/ajs9H+CPi/wCJXg7wvq51rwxdPpdxpOraa6SWF6FVla7jR8rDtdG3q+CGUBgTwgPeaK8g8ffFK41f4fiDQvC/xO0zUtfjmjjGneGZDqNlDHIqzSYlKxQuVJEZZ92WDqrbSK5DxN8VdF8P+HPgZrPw11jWp/COqar9h+z28c91d3ttHp9wEtnRt0ryCWNFIboy/MQASAD6OorzLS/2hvh9eeHfEmv6yur+HZPCMkMWsabq9g0N9bNMB9nAhXcZPOyBHsLbzwOeKztV+Nmia/4L8cQ7vFPgPWfD/h651iT+1NHVb23tBHIRewQsWjnCtGw27shlAYLkZYHr1FeW33xx8P8AhpdF8Px6X4r8XarcaBba5cf2TpQmnSxf5FupkBVQXZH+SMM2VbC4Ar0+GVZ4UmQOFkUMA6FGAIzyrAEH2IyKAH0V598RvjPo3w1mmXUvCPjDVILK1+36heaVosk9tZW3zEySSkqrABHJWMuwC5KjIzD4l+PHgzw/qelaJY6frviPUdd0ka3plroentdNdWe5R5inIVR8wOXKjBAzkgEA9Hory6T9o74Zw+B9P8fXFxqkVjf6wfD5tW0+T7bbakPMDWstuAXWUNGy7ACSSuM7hl2pfH7QdOXTrP8A4Qfxrd67f2b6i/h+00jzdRs7RZWiE1wgfZGrMp2gvub+EHBwAen0V5jfftCeBxDoLeGNP17xZceI9Mk1mztND08zTrYxsqPNIsjJsCu6oVJ37ztCkg1a8TfHDw14eudN0u08O+Kde1fUtOTV/wCydJ0iSW8tbJuBNcRvt8n5sqFchyysApKtgA9EorzPVf2hvh5p9n4WvNP/ALY1tvGtlc3uhW+labJcT3Yg8oSR7MAxuPPXIfaF2vuK7TXI/ET9qSy0f4M3HxO8D+GdXu7y31yHQbnT77S5PM066F3HDPHdxowMbBXOz5sM7xD+KkB71RXmmufHTTdD0iz1Zvhz8Q7w3Nm9/Na2/hyXzbKBXZS0+8qiMdjERhjIVw23BBrtvD3ijRPFXhnT/GGgXn2zStUs47+1mjRiZIXQOpC43Zwfu4znjGaYGrRXm/hf47eGfEni+z8FzeHPFWg3mrW89zpEmuaQ9lFqccIUy+TvO8MqsrFJFRtpzjg1oeOPi3ongjXbHwqug+IPEGt39nNqKadolkLiaO0iZUed9zKoUO6KBncxYBQaAO4ory3UPiHbW3xHs5I9a8SzRy+CJ9eTwtBouXnRbiFfPO4CcXA81Y/IOPvHOCCDzfwf/ads/GXwu8M+NvHHh3VNHvde1HT9HVo9Mljs7i7vJmih+zs7EyRggBnycE/hQB7tRXL3nxG8NWPjDUPA9w14dT0vQU8R3CxWryj7G0ssQKBAWd90L/IqljxgEnFYng342+HfF3ip/Bc/hzxP4c1ZrBtUtIdf0w2ZvbVHVHkiyxPyl03I21xuGV64APQ6K838H/Hbwv481uHT/C/h3xXeaTdvNFaeIl0eT+ybp4g2/wAufqVyjqHKhGK4VjkZ81+HPirUv+FnaB4d1T4ifEtLbWHub+2h8S+HRZ2+t3UUEhlW2kYiWCEI4l+zOg/1KlSBuDAH0lRXk1/+018OdP1S5gmtdffRLHUv7HvPE0emO2j217vEZie4zwBIyoZApjDHBYc13njTxp4e+H/h248UeJ7t4LK3aOMCOJpZZpZHCRxRRoC0kjuyqqqCSSKAN2ivN9J+Pnga603xDqHiSDWPCD+FrNNS1S18Q2JtZ4rN94S4VQWEqMY3UbCzbl24DEAwWv7QnhFfD+seKfE3hzxd4V0rR7aO8a61zRZbdLqKR9kfk43F3ZtoERAkJZfl5pAen0V534R+OHhfxVqt/wCHbrRfEXhzWtP086s2ma7pxtbiayDFTPEMsrqG+U4OVJAIGayPC/7TXw+8Wal4ZtdP0vxPb6d4w2x6PrV5pDwafc3JhMv2YSuQfN2o4Hy7WZGCsxFAHrdFfN/xC+KXh6y+Imo+I18eePI7Dwff2tlfXmkaZLL4c0kjb9qt79VcC5kcS/PIAfIHlY2Mshf0jxp8ePCng3xE3hCPQ/E3iLWxpMOuJY6BpbXryWUkksYlDAhAA0LZ3MM7kC7iwFAHpFFeSeH/ANp74a+Jr7w2mk2/iFtJ8WTR2el67LpMsWmzXjoXW181sHzflZeFK7lZd25SA/R/it4Z8L6T8Q/FHirx7qOo6f4f8VzaY63GmqjWUpit/LsLZIVL3HzTJtbBZmkI7ZoA9YorzFv2gPC9h4ZvPEnifwv4w8OG3u7ewt9P1TRZI7zULi4yIIrWNCwndyCNqtlcEvtHNbPw/wDiz4d+IV9qmi2unaxouuaJ5TX+j6zZm2u4Y5QTFLtyyujbWwyswypBweKYHa0V4H+1h8QNa8K2vgXwxpDeMLWLxN4ot7TUbrw3as1y9msUzvbwyqCUmdkjIVfmKJJg4BrW0T4peG/Aej/EHXvFHjvX9X0vwjqtnZXS39ggl0wSW9qqxKyANPkzK7O3OWbjgkoD2aivPPB3xu8MeMfFV74Nj0PxNo+p2unf2xBFq+kyWrX1j5nlmeBTl2AYoCrKrguvy81F4X+O3hnxJ4vs/Bc3hzxVoN5q1vPc6RJrmkPZRanHCFMvk7zvDKrKxSRUbac44NMD0iivHm/ak+HPnQyJpfih9K/thtBvNaGjyDTtPvRcm2Ec87EABpAoDLuAEibiucVteKPjt4X8O+KbvwfY+H/FPiXUdKSKTVxoGkSXqaWso3R+eVI+ZlywRN77RnbgjIB6PRXmPiz9oTwT4R1fU9Mm0vxJqdv4fCtr2paXpUlxZ6MGQSf6TIOQRGQ7KgcqpBYCorz4laL4d8ceOtS1PxrqN5pnhvwla+ILjSY7GI29rbAXLtcQzL88ryLE3yk4G0cnIwAep0V5nb/HnQ9Q0E+I9H8D+OtSsp50h01rTQZHOqKyM4mg5AEO1SfMlMatxtLblz0nw7+Inh/4m6BJr2gR3tv9lvJ9OvbO+g8m6sruFtssE0eTtdTjoSMEEEg0AdRRXzX8fv2kLVfh54wtfhvH4pjudIuotP8A+EotNMc6ZDeJdRLNbi4Gfm+9GW2+Xubbvya9R8bfG7wz4L16bwzHofiTxFqVjapf6nBoOmNeHTbZ92yS4IIC7tjlUUtIQpIQjBIB6HRXL6z8SvCOi/De4+K8moNdeG4NL/tkXVrGXMtoYxIHRTgnKkEDjrS33xE8N6f4i8K+F7iS4F94yjuZdLCxZVlt4Vmk3n+H5GGPU0AdPRXi95+1l8L7BlurrT/FSaMmqS6Ld63/AGJMdPs71JpIfJkkHJLPHwUVx86AkE4rpvCXxu8LeK9Q1/R20bxLoupeHLNNSubDVtIlhupbJ9+y4hiXc8qsY3AUDfuG0qGIFAHoVFee+DfjZ4f8YeLG8EzeG/FHh3V3sW1Ozg17TDZm9tVdUeSLLEnaXTcjbXG4ZXri748+LGg+A9RsNAbSdb1/XdShkurfR9DsvtV2beMqsk7jKpHGGdF3Oy5ZgF3HIAB2tFeX3n7Rnw6tdL8NalarrmoSeLftqaVZWWlTS3ctxaELPbtDgNHKj5VgwAUo5YgKTXK/EX9qSz0X4Ia58UfBPhjVp9S0fVxoNzpupabIJNOvQ6B1u442yihHUhg+CZIhn5qAPeqK8uj+IMOtePPADf2x4l8Op4gsNakTw7qGjrA139mMKtJcNJ+8gKbgyAffEgJ4GD598QP2jrXxMvg5fhzH4ptdO1Dx7oemrr50ySPTdWt2v0iuIYZ+dysN43MFVgjbWJwCgPpKivNfHnx68L/DrUrm38QeGvFv9mae8SalrkOiyHTbHzNu1pJ2271G9dzRhwuSGIIIFrxp8avDfg3xRD4Li0PxH4i1xrUahc2Wg6Y149laFiqzTYICqWVgqgl22nCmmB6BRXgPwd+N8WmfAHwX4n8b6lq3iTX/ABHcXtpYW9javc3+qSpc3GBHFhThYo8sz7VVVG4g4z6x4B+IOh/ETS7nUdHt9Qs59Pu30/UNP1G2Nvd2NyqqxiljOcHY6MCpKlXUgkGgDpqK5X4ifEvwv8L9M0/VvFcl4sGp6jFpVsLS0kuZHuJFdkQRxguxOwgBQSSQAOa53RfjFo3jzQ/Gljpdr4l8Ma34XtM3ttqGis99ZiaB3guI7ZN5nB2sVVcljGVxmgD0yivn74N+LHj8dXvh7XvHnj6CDSdFm1S10nxppkdpNJatJEst41zuzNHG6EKsgVoxOwbPy7es8L/tIeAfFOs6PpsOm+JNOsvEsjQ+H9Y1LSZLaw1dwpcLBI3ILIrMgkVN4Hy5oA9VorjviB8UNE+Htxo+m3Wl6vrGr6/LLFpul6Taia5uPKTfKwDMqKqLgksw6jGScVn658bPDWg6PoN9NoPia51TxIsjad4fg0mT+1ZPKGZt0DbfLEfG5nIXlcE7lyAeg0V5ldftEfDqx8J6V4uuv7ZSHVtZfw6tkNLle+g1NI5na1lt1BkWQeQ64AOSUxkMDRpP7Qvw/vPDvivxFrq6t4YXwS6LrlnrdkYLq1EiB4W8tS28Shhs2kljwBmkB6bRXgmi/GLVvGXx+8JaLa6X4r8N6Vc+GdXvLrStc05rMzsktp5Nxg5VgA8gxu3LzuVcrnotI/aY+HOs6tptrb2niCLR9b1D+ytJ8Rz6W6aRqF3uZVihnJ53MjKrFQrkfKx4yAes0UUUwCiiigAooooAKKKKACiiigAooooAv2H+pP8Avf0FWarWH+pP+9/QVZqWAVk67/yw/wCBf0rWrJ13/lh/wL+lCEzKoooqiQooooAKKKKACurrlK6upZSCiiikMypv9dJ/vH+dZkjXmrag+j6bcNbJAqteXSqCybuVjQHjeRySQQoxwdwrTm/10n+8f51X8HqDp93O3+tm1G7Mn/AZmRf/ABxEqgHL4L8Mbf8ASNIhu5O811meQn13Pkj8KpX+jzeHoW1HRZLia0hXdPYO5k+QdWiLEsrAZOzJBxgAHmvMofCmi/GH4y/EfSviFNf31n4Qk0vT9H0uPUbi1it4p7JLiS7CwyJukklleMSHJUW2FI+avb7S2SztYbON5XSCNY1aaVpHYKMAs7Esx45JJJPJqbgZUM0VxClxDIrxyKHRl5DKRkEU+svw2qx6V5Cf6uC5uoIv+uaTyKn4bQK1KsD5P+Nnw7+L3j6H4meGb7wF4l8SXmqLKvhG6i8SxWWhWtibdAqvbidC1z5vmf62FwxK/Oicj1740fD3xN4/+CzeF9FMDa/anTdRt4byX9zc3FncQz+TK3IIcxFcnIyQTwK9SopAeD/ES3+Jvxo8Ey2dp8KNS8M6p4a1TStesbfXdQsjDql5aXKzSWn+jyyjyiEwsr7QxZTtABoXQ/iD8U/idZfEDWfh7f8Ag/TfC3hvVdLs7bUrq1e81G+vREHGLeSRBBGIflZnBZmzgDNe8UUAfOulfCf4gW3wm/Z+8MzaBt1LwRr2lXuvQfaoD9jhhsbqKRtwfbJh5UGIyxO7IBAJDY9B+NXhOH4z+F/BXhK+j1jxTq974l8OeIEuLT7F+9tLaJYT5knmJcboXA3RFASGLbeT9GUUAfMPhH4a+NLj4qWHjax+HPirRNKHhHVtJvLnxN4mTUNQuryVrcoHX7RMEjJjbbtbblSSkY2bqnhXwL8XNa+G3wr+COvfC+98Pr4RvNG1HXNcuNSs5bYRWLrMsdsYZXlaZ3QIfkVU+b5mBBP1TRQB8v8Aiv4U/EeLwR8RvsvhO4vbrUPivZ+LdPs7e5tzNe6dE+nszx7pAqsfs8uEdlPy9sjN/wCIvwR8feMrv47R6fYwW48XR+HLjw/NPcRmK9m09FkeJ1BLIrSRiM7wAQ5PIzX0jRQB4RYx/E74ifGn4eePNY+Eup+E9J8L6brVrftqOpWUsn2m6jtwBGkErlogYCBJwWzkooAJ85sfhr8aPEl94AvfFfgHxRN4r8O+MLLU/Euv6l4nhewlt45ZN50+1ScosWx1O0QxMB8uJGLV9e0UAfI3ij4e/Giy+CXxA/Z30X4VXmsy6nfandaN4gTVLKK0urS5u3ugZzJKsq3ILmPaUKkhSXVfmHX+PPhrrmi/GXxB8Qv+EO8b+KtE8V2FhEU8J+LZ9Ju7C7tVePbJEt5apNC6MrByzMjB+AGzX0VRRYDynwvr0Pw41j4e/BvR/hzPpWl6xo93cDdrC3UmkywKsjQyKzPJMu6QqZw5UMUHO8Y5X4ra5q3h39prwHq2j+EtQ8SSQ+Etc82x0+aBLlozcWQLRid443IOCVLqSMkZICn3ddN05dRbWF0+2F+8K2zXQiXzmhViyxl8bioZmIXOAWJ71UuPDOg3XiKz8W3GlwvrGn2s1nbXhzvihlZGkQdsMY0J/wB0UAfOX/Cn/inJpq/FP/hF4B4n/wCFj/8ACc/8Im2oQ4+x/ZPsQt/Nz5AuhF+937tm7jd3q94k8B/Ej4q3HxR+IE3gW88Oy6z8N7vwV4d0a/urb7beyyCeQyz+XI0UIMkiRoDIeC7MVBr6TooAxPA+nXmj+C9A0nUYfJu7LS7W3nj3BtkiRKrLkEg4IIyDivD/AAx8JfH+n/AfwZ4MvfD4TWdI+IFvrl3bfaoD5VkviN7xpd4fYcW7B9qktztxu+WvouigD5/+JHwT8WfELxf8WYUjFhpvjHwPp+iabqDTpta9ikunKsikyBAZItxK4KsQMnNWPhR4Oabxbo+qeKPg/wCPdH1rw/azMdU1vxvcavp0FzJGInWzjlv5mdXRpPnaJCoAB5PHvFFAHyt8Nvhd8UvhHofwm8aS+BbnW7/wx4XvvDXiDQbW8tTd26TzpOk9szyCGRw0QVgJASrjBOCK9V+CPhLxZp+reOviJ4z0ddDv/HWsxX0WjidJmsrWC1it4fNaMlPOcRl3CsygkDJINeqUUAfI3ij4e/Giy+CXxA/Z30X4VXmsy6nfandaN4gTVLKK0urS5u3ugZzJKsq3ILmPaUKkhSXVfmHdfFjw38SPEHxC1exvfBviXxP4ZvdHt4fD0Ol+Ik0zTrW9/e/aW1ELNHLIOYip2TLtBATdmvf6KAPlg/DbxRpPwp+HWg698HvFt74o8N+F4dPtdc8K+IbS11HSr7aFa2d2njVoCETLZmj9U4BPofxA+HXxK+IH7MbeA9c1CxufHUuk6fLdSkhbe61G2khnZGIAXZI8JQkALhjwBxXslFAHgcdn8TPid8YPAXjPW/hRq3hDSPDuk65Y6hJfapZSTC4vI4FHlLBK5MYMBCycE5yUUAE8r8Jvg3feE4PC/wAOfHHwq8capceF7+3mh1yHxtcP4eZLWYSW14LN78bXDJG32cW2AwOPlr6mooA+b774R/EGf4O/Gbwqnh7dqnizxlqWraPb/aoP9JtZZrdo5N2/amRGxw5VhjkDiuu8bfDHxF4u+NNxrAge20DUPhtqvhiXUklTdDd3N3AyqE3byfLR23AbflxkEivYqKYHzFa+D/i54q8E/Dn4I638M5dCj8Gaho0ur+Ijf2r2MttpjI0bWIRzMZJvJUYeJBHuIOa09V+E/wAQLn4TftA+GYdA3al4317Vb3QYPtUA+2QzWNrFG24vtjy8TjEhUjbkgAgn6KopAfNfxY8F+Nri9S68B/C/xRp3jmLS7Sx0fxfoeuWsFo7JGCY9TieUb4Y5CflaGbco+QqTiuu8IaL428I/tBeNNU1LwffahpHjm20eSHWrGW3+y2clnaSRTLOjyrKpZ9uzYj5DjJGGx7NRQB826H4F+Mngv9lfwH4J0vSNUg1vR5bSPxJpuk6jbxahJpwlc3EVrcbxGspUoQVkUkBgrKxFct/woP4h6/a/FW50nwTdeG49e/4RbUvDtlruvDUJbyfTbiaaWK7fzZirOBEpDO6jenzNtYL9d0UWA+dPEuveL/2kPAF7/wAIn8PbrR77wfr9jfwQ6vqVm0Ooapp14HuLE+RJLiP93hZXCq+9GA280/xB4D8d/H7xdNrHiLwbqPgHSNO8H634ctzqFzbSXt1ealHHFI+22kkUQRLHlWLhmZgQoGa9v8M+EdB8H211baFbTp9vujeXc1zdzXU9xOURPMkmmd5HISONBuY4VFUYCgDZoA+b/hL8PdQ0+88LaX4w+DvjmPW/CMYk/tS+8dXF/oSXcVtJCk1pDLfOT5gZlVTbr5aykHGObHwp8IeNNB+JmnSeE/h14l+HvhNLe8fxLo+oaxbXekS3ThTD/ZkccsjR/vCzMyrAmwYKBjgfRFFAHi2vaX44+Hfxs1v4naD4C1DxlovizRLDT7mHTLi1S+0+6tHm2YS5kiUwSLP8xV8hlyVI5rOhg+J/w/8AiZ4i+J9r8J9S8Q2/j/RtJ+06dp2pWf2rR9RtI5EFvI00kaPAwlyZY2bawc7SGzXvVFAHzd4E+CXxA8L33wZutS0+2ll0LXPEmueIvstzH5GnNqNtdFIowxDOqyTpH8gbkFuF5pPGfwX+IPiLwP8AtCaBZ6RGl1451JbrQRJdRBbxEsrVOoY+WS8LoPM284JwOa+kqKAPnrxpdfFPxt4k0PWNQ+FPj4+EZ9Kmhbw/Y69aabdRasJRslvXhu0LWzR527ZWAIJaIllFcv4b+FHxa8G/Df4OQL8P3v8AU/A/izWdV1TS7bVrYtHZzPqHleVLK6rISk8W0ZB+YBtnzFfq2iiwHyx4u+DfxI+LQ8cfEifwzceHNT1G88PT6DoF1qwtri4h0qd5j9qntHIgkm811QpIWiKodwPTXk+G83ijwN8SH0X4Q+O9F8Tan4K1Hw7YTeK/FzanJdSXEMmbaHzb+4SOPzBEfMYoDuPQA5+kKKAPmr4keBvFR0bQV0b4T+K28ZaX4XttN0fxT4Z161tZLW7EZzbXgeZA1ssgVjlZ0O58KD971Hwf488UN46T4VeLNDil1DT/AAvZavd65a3cbQ3F0zeVMhgADwgurMhbhwHwBsNeiVWt9N06zurq+tdPtobm/ZXupo4lV52VQil2Ay5CgKCc4AA6UAfPnxg8J/E7xR4y8WaTeeC/EvifQ9T0iG38Krp/iKPTtLs5jE63Jv0WaOSRt5VlLRzqVIVVGGrmfDsnjL4X/FD4W2Fx4D1TxBrOj/BhNM1XS9OurU3ULx3FksrqZZUil2yoFIWTnfuXdjn6yrLbwzoL+JovGTaXCdahsX0yO958xbV5FkaLrjaXjRvqooA+eLf4N/EqfQdB1i+8OxQavq3xgg8fatpkd7C40myOUKGTcEldI0jL+Xnc7ttDda1/iR8Ntc034yal8SY/CXjPxRofiHR7KxuIfCviqfSb6xurV5dpMaXdqk8LpN/E7MjKxAAZjX0JRQB83eL/AIb2+m+F/DGn+H/gH40trrTNMlbS9Q8OeKoF1XRb64laSW2mnmuVMsTOdzOXnQknKcA1lzfC34laD4qsPH/jzw/4t8Z3OueFdJ07X/8AhDvFM2k3drqtqJAz+XFdWkc8EnnHncSjqxVVVzX1LRQB4Zo3wr1LSPHXwc1Tw34JuND0DwxpHiFdStLjVFu5dOuL4WzrG8ryu87NIs2XUuOOSARXL+IPg/8AEe5+Dfxb8O2vh0SatrvxCk8TaTa/a4Qb2zS/s7ldrbiqM6W8gVXKkHG7Gc19N0UAfPPi5Pid408aWupaz8K/HF54V1DRol03Q4PEVtpaWWpCebzW1QwXQZ0aMQMu1p1UAjyjIcDqvgr4N+Ifgf8AZo0PwTcQxad4y0vQJrSFJ5kmjgvAJPJ3MhZGUEp0yMce1euUUAfK3gP4c/ErUPiZ8K/GWs/DvxbYXHhtr8eKtX8ReKIr2Se5m02aIm3gS4kQW5nKgGNY/vJiPapYd/8AHzw3ca3qdhe2fwp8WaxqNnZSLpPiTwnrdvYahp9y7YML+bNF+4YKpJPmp1zHwCfaqKAPE/Avgb4pW/xY8G+NfHscF5PZfDSTRNa1KGWII+rPeWkrKEBDHIikbcqBOO2QK870H4d/Fa1/Z18KeAW+G+ox+I/hZr+j6okEt5aCDXhaXxmdbSUSkgGIAgzLHywUAkHH1hRQB86X2h/HTxL498bfE/w74Kfwpeaj8Ol0Tw1/aF7ay3CX8dzcSx+fGjukbkyggZdANu5s7kXE8NfCnxn4g+JXhTxJJ4B8YeHdNh0DW9K13VPEXiiPUNQmuLqGBFYILiULGGjbYY9oJ/5ZxqqbvqaigD54+Dfiz4geGNF0/wDZxk+H5g8T+DtDS0n1iO/s20wQLDIlndqok+0OZHiTfGYgVLkscEbuV8I/Dj4rat4w+FnifXvh74st9Z8N6m03izW9e8UQ3ImkexnikNnbpcPGtuZJAP3aRHDIBGw3sv0xa+ENAs/E114wjtZn1e8g+zNcT3c03lw5UmOJHYpChKKzLGFDMoJyea2aAPlKf4dfF7T/AIK6x+y3Y/DmS7TUbq+s7Txa97a/2aum3V487XMyGT7QLhFlYeWI23OoYPjNeq/tAfDHWvHXw50vS/C/n3eo+GdX07Wra1/tOSwkvxat80P2qIq8MjoW2yArtkCHIAyPWKKAPmPXPgvJ8SvAPjW20H4b+MPC3iO9sLG2srzxr4nk1Vrw214t2LbDXl15cHmRKC3G7zWOMA56D4hx/FL4zeDTp9v8ItS8M6r4b1DTNftodb1Oya21K+s7pJms1MEkm6JlUgSuFUsVyvBx75RQB4Ouh/EH4p/E6y+IGs/D2/8AB+m+FvDeq6XZ22pXVq95qN9eiIOMW8kiCCMQ/KzOCzNnAGazdK+E/wAQLb4Tfs/eGZtA26l4I17Sr3XoPtUB+xww2N1FI24Ptkw8qDEZYndkAgEj6KooA+Y7zwh8XPCfgz4j/BfQvhnLryeNtS1mfR/EX2+1Sxit9TLNI18HcTiSHzWHyxv5m0AEdu58DfC/xD4P+M9rq3kvc+H9O+Guk+F4tSeWPdNd213OzKY928Hy2Rt23b82AcgivY6KAPm+x+EfxBg+DvwY8KP4e26n4S8Y6bqmr2/2qD/RbWKW4aSTcH2vgSJ8qFmOeAcGq+q/Bf4kTaN4z1LT9FgbVbX4uQePtDsbi8iSPVrWCK0AjMgLCIv5cwXeAQ6KSAMNX0xRQB4L4+i+J3xOtvDvjDSfhJquk3vgLxLaa1baPrWoWKS6xH5M8NwkflSyRROglDRvI4DEH7uc1Y8PeCPFXxM+J3iL4neL/DuueCNLvPDNv4V02zGprBq0qC5e4luXktJG+zkMVRAspbG8nG7Fe5UUAeM+OvhHq8MPwy0zwjJrWt23h3x7ba7qNxq+tSXlxDaLa3cbuZbqQu6hpYwEUk/NwMZri/H3wd+I+teC/jrpOmeHfOu/GXiTTtQ0SP7ZAv2uCJLEO+WcCPBgl4cqTt4ByM/TVFMDyHxh4L+IFx8cJfHXhO1hiii+HOqaLZX80sZji1WS8t5bdGjJLlcRlidpXC4JyQD5p4D+HPxK1D4mfCvxlrPw78W2Fx4ba/HirV/EXiiK9knuZtNmiJt4EuJEFuZyoBjWP7yYj2qWH1TRSA+Z7v4PfEaT9mvxF4Aj8O516/8AGr6vb2n2yD57Q+IY7sSb9+wfuFL7SwbjGN3FdJplr8SPg/488fTaR8L9S8Z6V411dNd02802+s4nt7hraKGS2u/tEkbJGphDI6CQBWIwDwfdKKAPlvU/hHrHh7xZ47s9a+GXjvxlo/jXVptWspPD3jefTrUfaYkWe0vrb7dbxqFZWAlVJN0bKp5XbW74z+D/AIuuNU+LsXhnw2f7N8QfC+DwvoCm8i/fXccN6gg+d9y486Ib5MKd33jg4+h6KAPDPH2gfEuz8K/DXStP0PxHqWhadbpbeLNK8N6rDZalKVtVSAJMZosxLMCJBHMhIIOSoIq/+zN4D8U+A9H8bQ+J/DD6AuteL7nV9Osn1RdQZLSW1tVXdMGYlt8cgbcc7gx+YEM3slFAHyHrHw8+NFn8Bde/Zr034U3upzRalNNp3iJdUso7G8sW1I3iyPvlEq3ByUMZTBYbi4BrrvGfw017QPjH4r8ct4K8deKtG8ZRafJF/wAIl4vn0mewu7eAW7Rzwre2qSROqI6y5Yod4IwQa+jqKAPLfF/wtXVv2b9V+Eng/RV0N7nwtLpenadNdGZbSQwERwNMzMWAbCl8nuea4zR9L+K/jb4m/CXxVrPwqvPDGleC7TU7XVGv9StJJvtE9ksQMccMj7od6bVfO5t2SiqMn6FooA+c9P8AhL4/h+AupeC5vD4Gsz+P11yK2+1QHNn/AMJHFeebv37B/o6s+3O7jbjd8tbvj/wT8VZPip408cfD61igubv4Zx6Lol/LNDtGrpd3cqpsYkjAkjIZl2ZIyTgivb6KAPmb4f8Aw98bTfGPwL49/wCFc+LNE0/StK1az1u/8TeKI9Rvrm5mS3CfuxcShYt8TbTHtB5/dxqqbt34xfDfXG+L2n/Fa18M+KvEukSeHv7A1Cw8MeJZ9I1C2dLhp4p08u5t1uEbzXR0aTIwjAHBr3yigDwLR/hTqlj44+EfiLw34C1HQtJ0W48S3+tW+payt9d2s99F8rzSvPK80kshLMUeTBY5PesXxT8GviJq3wk+Ofhm00NP7T8WeMpdc0OFrqIfbbZUsGUhgxEZc20qgSbSCBnAOa+l6KAPEfEnhjxf8UviB8OvGUng/WPDmm2mi+KNP1Rb64tVu9Pa7jto4CVimcMX8p2GwttwN20nFcBp3g/403fw9+F/whvvhFcWs3w88TeHptR1ldTshYXNhYXUf7+3Al813aNfMZGjQjDcsxCt9W0UAfJ/xs+Hfxe8fQ/EzwzfeAvEviS81RZV8I3UXiWKy0K1sTboFV7cToWufN8z/WwuGJX50Tkdta6T8TPhf8Vtd8Yad8OdS8Zaf420TSLeVrHULSOfTtQsopI/Ll+0SoDA4k3eYpbawb5SWGfeqKAPkjS/gL8RNE+Gvwkv9W8L6pe6p4Cm1uHWNC0TxI+nXkttfTO3mW13BNEGdNkTBGkQOjupw3FehafrkXwb8ET+NdH+D/ia0uPEfibT7W/s9f8AFAu9UnWbybWO6Mktxc73A8tFt1k3EKv3e3utVrvTdOv5bWe+0+2uZLGb7RavNErtBLtZd6EjKttZlyOcMR0JoA86+OXg3xJ4w/4V/wD8I5pv2v8AsPx1pWs3/wC+jj8mzh83zJPnYbsbl+Vcsc8A1y3iTwP8XrPxZ8bvFXgG0S11HxJ4f0S38M3bXEI866to7sSqAxPlsvmoFaRQu5geQDj3eimB8oWfwV8X+M/Gkt7D4I8V+FdG1jwLrvhm/wBT8SeJF1LUXursQKruguJtqZV2XY2MqcpGNm7btfDPxa8caT8L/hp4g+GEvhqLwBq+kaprOtyX1rLZXA05f3SWKxOZW85lXO9I/LQspySK+lKKQHlPx20G31yHRnvPhV4h8VR2EktxBqPhvVIrLVtHuMKqSW5eaFiGBYNtk/hXcjgnb5ddfCn4uLB8PfiF480vxL4q1fSNI1LRtf0/RfE7adqqW810s1rIk9tNbR3EscccccymQI5+ZdxVTX1PRQB89XHwp1C50f4d3Xg/4d61oX2X4kR+KdbtNa10X97HCLW6ha6mmluJi7sGt8xrI7DdjBwxrP8AiP8ABX4ieKNW+M9/o+lwhteufCup+HxcXUYh1KXTAkksEgBJRS0YT94AMlW5AzX0rRQB8/jQ/iL8Uvi5onjDXPhnq/g/Q7fwjrOh3Ut9qFnJcx3Vy1v92OCVzs+R9j5ydpJVBtLc1b+Bfi9rvwq8Ifs36r8NX0uPQLvSYdT8Ure2p097DT7iOVZrQK5nNxKIFGx4l2l2LNjk/UtFABRRRTAKKKKACiiigAooooAKKKKACiiigC/Yf6k/739BVmq1h/qT/vf0FWalgFZOu/8ALD/gX9K1qydd/wCWH/Av6UITMqiiiqJCiiigAooooAK6uuUrq6llIKKKKQzKm/10n+8f51lW99H4b1G4e8YR6ZqEgl84/dt58BW3+iMAp3HgMGz94Vqzf66T/eP86jYBgVYAg8EHvVAYXjD4Q+BfHmrReItUh1S21EWwtHvdH1q80yW6tdxYQTPayxmaLJYhXyBubbjcc6l3eWPhvTbbwr4ZghW6gtktrG0TlbaJVCqz/wB1FAHX72MDmqo8NaPHn7PDPaoxyY7W6lgjP/AI2C/pVux06x02Iw2FpFAjHc2xcbj6k9Sfc0rAGnWMWm2MFhCzMkEYTc3VsdWPuTyfrVmiiqAxdX8beDfD8qw694u0XTZGnFsqXl/FCxmKhhGA7D5irKdvXDA965/V/iFfab8ZfDnwxj0+B7XW9D1HVZLosfMje2kgRUA6EETEnPoK8A1jWvgJo3xm+P8A/wALmXw80t2dKjtIdShja5uoho1sJIbTeCzyFmT5I8tkoSOlL4Hs/Geh+KvgdoviO6Wz8WS/C3WbK2F821/toW0eOJg3LSIi5ccn9256A0gPqO38VeF7zXJ/DNp4k0ufWLVPMn0+O8ja5iXj5miB3qORyR3FR3HjTwfaX9rpV14s0aG9vpntrW2kvollnlRtjxohbLMGG0qBkHjrXyF8DdD8Paxa/DTSb74oeANE8ZaFqsV5faOvhmS38VSX8aSG9guZ3v2kYSgz75WhCOGVgBlVqp4q8K+Gv+GfPjZ4y/sGwOvW/wATdUaDVDbqbuEx66mzZLjem3e+NpGN7epyAfZWueLvCfhma1t/EnijSdJlvW8u1S+vY4GnbgbUDsCxyRwPWpNY8TeG/DsMlx4g8QabpkUMfnSPeXccKpHuC7yXIAXcwXJ4yQOpr5f/AGiPEnhHW/F3j/wVrieA/Dt5ZeG4IY7nVtF+3614hWeGZkjsBuRgsbFkygmYOScIBkv+GekaP4/+J3wduPGukWWtlvgjDqW3UIVuF+1NNYgy4kzl8SyDcefnPrQB9MJ4x8IyX2n6ZH4q0drzVoBdafbrfRGS7hIJEkS7syLgH5lBHFP1XxV4X0G8s9N1zxJpenXeov5dnb3V5HFJcNkDbGrEFzkgYGetfHsPgPwb4c/Z08O+ItF8N6fa6tafFKNYNQSBftMaw+JpLWJVkxuVVgRYwoOAoxirXjix0l/iV8XdH+LPjz4deGZdbkRdOn8XeG5Lya40c2caRf2dcNewLmOQzZijjZ1lyxLFgAAfXGteKvC/hyOWbxD4k0vS44ESSV728jgEauxVGYuRgMysAT1KkDpXPeMPjF4C8D33hax1zWoA3i+8+y6fJHPF5QTyJJvtDuzgCHEe3cM5Z0ABBJHkui+A/D+qftMWui+MrWx8WtpHwm0iJbvUbNJRcSi+u43uNj7grOC3ckB2GTk58m8Pad4JT4M/s5eJvH2n6MdF0/xLqFhqF/q8MTW9vaEagsUUsko2rFvWMAMdoKr6CgD7S1Dxf4T0i4sLTVvFGkWU+qECxiuL2KN7onGBEGYGTOR93PUVqSyxwxvNNIsccalndjgKBySSegr4r8SW3he68cfFLTfiB8QPhl4ctdfWA6JdeJvDbXhudBaxjW3/ALLuPtsCERsZf3cUbMJSWy25QPffixqkPw5/ZzubnXtPsfG0el6Xp9ndnVISba9Bkhhe6uEAkPlLuM7j5jtRue9AHoWj+MfCPiGyudS0DxVo+p2dkSLm4s76KaOAgZIdkYhcDk57Uun+L/CeratPoOl+KNIvNTtoxLNZ297FJPEhxhmjViyg5HJHcV8dWeoaS3jb4rReG/FXhXXbDUPhBfzXVz4V0r7Dpb3EEkqqse2WVJmRZmBcOxGQpxjFaXg+4+FutW37Pmk/B9NEfxxpV5ZXeuHSoVW6srBbCRdS+3FAGj8yR1XEpBd2UjdzQB7f4a+MHirxLpOo3+n+GdJkl0/4hXfhCRZ9TFqos4LwwG5BcHzJdoBES8sTgelei6r4s8K6DfWel654m0rTr3UW22dtdXkcUtw2cYjRmBc5IHAPWvkdLq2k8MT2cdxE09t+0unnRK4LxbtbDLuHVcqQRnqCDXVeH9U+DXh74jfFaD9ob/hHIvEt94lE2nHxDBHI95opghFilkJFPmqrCQFItzCTdkZxQB7L4+8Y6tZ+KvDHgrwx4k8MaZe6nerNqD6neRm4FnGQxht7UuskskxygYfKih2+9tB7eDUNPuvtH2a+t5fskhhuPLlVvJkABKvg/KwBBIPOCK+G/wBpLxp4c1nQ/irJA/gbwx4g8P6wEt9Nj0czeJdSntfIkj1Azq6vDCVRSsixsoReZBnA9H+Okms+B/H3ifwj4b82KT476XZ6XYSqjMINWSaOyupBt+7/AKBcJNk/8+jHNAH0XqXjTwbo9vYXmreLNGsYNVIWxlub+KNLsnBAiLMBJnI+7nqKwJ/iFfQ/HCy+FI0+A2d14UuvELXW4+YJIryCARgdNpExOeuQK+c/FGg6B4P+M3i3w7428TfDnwzoDeHtI03wu3jnw+9/by6TBa+VNbWk7XtvHGyzeYZIgC7eZG3I6dh8PNPtfCPx6+Gfh258WJrQX4Q3GnWOqTJ5DaoY7yycMiMxJYxIXK5ZgqknoTQB9A6/4q8L+FLeO78UeJNL0eCZ/Ljl1C8jt0dv7oLkAn2FS6lr2h6Npb65rGs2Njpsaq7XlzcJFAqtjBMjEKAcjBz3FeC/HbxV4TX4q2fgzxP/AMIBoG7w0b6PX/FGjjUJ7xHuXjbT7GNnjDSAorsoZ2PmIBG2cjyj4eXukx+Bv2dtc+LTxN4C0y11yxmm1RT9htdTSUw2D3glyqAQpMkZfARs8jigD7W03VNN1qxh1TR9Qtr6yuF3w3FtMssUi9Mq6kgj6Gqa+LvCjeID4TXxNpJ1wJ5h00Xsf2oLjO7yd2/GOc46V49+zX/Zdx4q+KeseAYY4/h5qGvW0mgG3TZaTXItUF/NbDABhaYDDL8jMrleK4TRdY8FeC/jNb2Xg/W/BvjseKfHV3Nc6RPYqviXw9ez+b9ouUblzbRkPzJGmIyu2RgRkA+nf+Eq8LnXz4THiTSzrYj846b9sj+1CPGd3lZ37cc5xisHwL8XfA/xE1XxBovhrVopbvw7qkulXEbTRbp3jiikaWFVcs8Q84JvIHzKwxgAn5Q+Feg2OraXoXhPxt8Uvh54d+IFj4vS91CzufDMg8UyarHqHmsy3D3waZZ1+USiAxmCXGABxavNG0HS/Cv7Rng/wPpujad8Rpde1CTTNPs4YYNXfRXtLF5PsqgCXymQT7dg27z6nkA+wtF8WeFfEk91a+HfE2lapNYv5d1HZXkc7QNyNrhGJU8Hg+lPtfFHhq+1FNHsfEOmXF/JA10trFdxvM0KvsaQIDuKB/lLYwG46182aRf/AAf8QfGL4Rt+zjHo7SaZb3v9uPosQVLTRTaMqwX2wZWQziDZHL84dSSBya639jjwv4dsvhHbeKrXRbNNZ1TVdcW81DygbiZU1W4jVDIfm2hIYgFzt+QcZoA9f1jxp4N8Ott8QeLNG0wiVYcXl/FD+8Zdyp87D5iOQOpFJ4o1vUNP0m6j8M2tnqfiB7V5tN02a8SD7QwwNxY8iNSylmAOB0BJAPzVqGt/AfQ/2hPjZP8AGxvDSpLY6Klmuswxu88P2D9/FbhwS7nMWY48u3ycHArJ+HmpTfCnUfgFr3xi1RdAth4H1jSTeavN5SW8jSW0ttbTSPgRyfZ0AAYjJjYAZGKAPcvFHxH8QfDvwf4QfU9Q0fxJrN/4n0nwxrN1bL5MEclzOsc7qisxQoGyFY9hmuk8QfEjQYPh/wCJ/G3hDWNJ17/hHtNvLsi0vEmj86CFpPLdoydpO0AjrzXyRqmpeHNY+GOv6xrEDSeHb39oOG6u1u7WRRJp73EDSF4mXfsaEklSuSp5Fdfq0ngnxF4y+K+vfBRdLufCsfwpvNP1i60JE+wXOrEyPbIrRDy5ZkgMu4ruKrIikjpQB7z4P+IHiPxO3gq5bQdMj0/xN4ZXWruf+0gs9vcMkLLFHbld0ifvWy+cDAzgkbuptfFnhW+1y48M2XibSrjWLRd1xp8V5G9zCvHLxBt6jkdR3FfLuh3Go6tq3wgk8EX0E2pyfBfVotNmilVkF2IbFE+YHGVlGD6EHPSrPwv1L4Qy/BHTfCvw1/sC1+MUfhK+gtrV4UTXrXXBYuLl5ywE0TmbeS77VbIwSCKAPpmw8WeFdU1e78P6X4m0q81Sw4u7G3vI5Li37fvI1YsnPqBWtXxh4fuPhLqWi/AjQfg3a6enj7R9b0x9Ut7KAJqen2iRldXGoYUPGGG9W83G+RlK5619Y+EPHXhXx5a6heeE9WXUIdK1K40i8ZYpI/Ku4G2yx4dQTtPcZU9iaAN6iiimAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAX7D/Un/e/oKs1WsP8AUn/e/oKs1LAKydd/5Yf8C/pWtWTrv/LD/gX9KEJmVRRRVEhRRRQAUUUUAFdXXKV1dSykFFFFIZlTf66T/eP86ZTLhbz7RLtnhA3nAMRPf/eqPbe/8/EH/fk//FVQE9FQbb3/AJ+IP+/J/wDiqNt7/wA/EH/fk/8AxVMCeioNt7/z8Qf9+T/8VRtvf+fiD/vyf/iqAOW8N/DfTvD3jbxh42+2PdzeLr2yvngliXbaSW1mlsvlnrkqmSevJFdY8EMkkc0kKNJCSY2ZQShIwcHtkccUzbe/8/EH/fk//FUbb3/n4g/78n/4qkA4WtstwbxbeITsvlmXYN5Xrtz1x7VLUG29/wCfiD/vyf8A4qjbe/8APxB/35P/AMVTAe0ELzJcPCjSxAhHKgsoOM4PUZwM/SpKg23v/PxB/wB+T/8AFUbb3/n4g/78n/4qgCeoprW2uGja4t4pTC3mRl0B2N/eGeh9xTdt7/z8Qf8Afk//ABVG29/5+IP+/J/+KoAnqO4t7e7ha3uoI5on+9HIoZW+oPBpm29/5+IP+/J/+Ko23v8Az8Qf9+T/APFUAOmtba4aNri3ilMLeZGXQHY394Z6H3FSMAwKsAQeCD3qHbe/8/EH/fk//FUbb3/n4g/78n/4qgDM8VeF7PxP4N1jwZ5n2K11fTbjTC8KD9yksTRllXpwGyB7UeDvC9n4N8MaT4btZPP/ALK061083LIFknWCJY1Z8d8L+Ga09t7/AM/EH/fk/wDxVG29/wCfiD/vyf8A4qgB8dvBC0kkMMaNK26RlUAucYyfU4A/KiS3t5pI5ZreN3hO6NmUEoSMZBPTj0pm29/5+IP+/J/+Ko23v/PxB/35P/xVAD/Ih883Xkp5xURmTaNxUEkLnrjJJx71JUG29/5+IP8Avyf/AIqjbe/8/EH/AH5P/wAVQA64tba6VVureKYIwkUSIG2sOjDPQj1pWghkkjmkhRpIs+W5UEpng4PbNM23v/PxB/35P/xVG29/5+IP+/J/+KpAPkt4Jmjkmhjdom3RsyglDjGR6HBP50sscc0bwzRrJHIpV0ZchgeCCD1FR7b3/n4g/wC/J/8AiqNt7/z8Qf8Afk//ABVMCWOOOKNY40VEQBVVRgADoAO1MFrbLcG8W3iE7L5Zl2DeV67c9ce1N23v/PxB/wB+T/8AFUbb3/n4g/78n/4qgBxtbZrgXjW8RnVfLEuwbwvXbnrj2pfs9v8AaPtfkR+eU8vzNo37M52564zzimbb3/n4g/78n/4qjbe/8/EH/fk//FUAPit7eBpHht442mbfIVUAu3TJx1PuakqDbe/8/EH/AH5P/wAVRtvf+fiD/vyf/iqAOV0D4a6bofj7xd49+2PdT+LX06SS3ljXZatZwGJGQ9SWDZJ7V1s1vBcKI7iGOVQwYK6hgCDkHnuDTNt7/wA/EH/fk/8AxVG29/5+IP8Avyf/AIqgCeo4YIbaMQ28KRRgkhUUKAScngepJP40zbe/8/EH/fk//FUbb3/n4g/78n/4qgB8EENrCtvbQpFEgwqRqFVR7AcChbe3SZ7lbeNZpAFeQKNzAdAT1OKZtvf+fiD/AL8n/wCKo23v/PxB/wB+T/8AFUAPS3t45pLiOCNZZseZIqgM+OmT1OMnGaWOKOIERRqgZix2rjJPJP1JqPbe/wDPxB/35P8A8VRtvf8An4g/78n/AOKoAnoqDbe/8/EH/fk//FUbb3/n4g/78n/4qgCeioNt7/z8Qf8Afk//ABVG29/5+IP+/J/+KoAnoqDbe/8APxB/35P/AMVRtvf+fiD/AL8n/wCKoAnoqDbe/wDPxB/35P8A8VRtvf8An4g/78n/AOKoAnoqDbe/8/EH/fk//FUbb3/n4g/78n/4qgCeioNt7/z8Qf8Afk//ABVG29/5+IP+/J/+KoAnoqDbe/8APxB/35P/AMVRtvf+fiD/AL8n/wCKoAnoqDbe/wDPxB/35P8A8VRtvf8An4g/78n/AOKoAnoqDbe/8/EH/fk//FUbb3/n4g/78n/4qgCeioNt7/z8Qf8Afk//ABVG29/5+IP+/J/+KoAnoqDbe/8APxB/35P/AMVRtvf+fiD/AL8n/wCKoAnoqDbe/wDPxB/35P8A8VRtvf8An4g/78n/AOKoAnoqDbe/8/EH/fk//FUbb3/n4g/78n/4qgCeioNt7/z8Qf8Afk//ABVG29/5+IP+/J/+KoAnoqDbe/8APxB/35P/AMVRtvf+fiD/AL8n/wCKoAnoqDbe/wDPxB/35P8A8VRtvf8An4g/78n/AOKoAnoqDbe/8/EH/fk//FUbb3/n4g/78n/4qgCeioNt7/z8Qf8Afk//ABVG29/5+IP+/J/+KoAnoqDbe/8APxB/35P/AMVRtvf+fiD/AL8n/wCKoAnoqDbe/wDPxB/35P8A8VRtvf8An4g/78n/AOKoAnoqDbe/8/EH/fk//FUbb3/n4g/78n/4qgCeioNt7/z8Qf8Afk//ABVG29/5+IP+/J/+KoAnoqDbe/8APxB/35P/AMVRtvf+fiD/AL8n/wCKoAnoqDbe/wDPxB/35P8A8VRtvf8An4g/78n/AOKoAnoqDbe/8/EH/fk//FUbb3/n4g/78n/4qgCeioNt7/z8Qf8Afk//ABVG29/5+IP+/J/+KoAnoqDbe/8APxB/35P/AMVRtvf+fiD/AL8n/wCKoAnoqDbe/wDPxB/35P8A8VRtvf8An4g/78n/AOKoAnoqDbe/8/EH/fk//FUbb3/n4g/78n/4qgCeioNt7/z8Qf8Afk//ABVG29/5+IP+/J/+KoAnoqDbe/8APxB/35P/AMVRtvf+fiD/AL8n/wCKoAnoqDbe/wDPxB/35P8A8VRtvf8An4g/78n/AOKoAnoqDbe/8/EH/fk//FUbb3/n4g/78n/4qgCeioNt7/z8Qf8Afk//ABVG29/5+IP+/J/+KoAnoqDbe/8APxB/35P/AMVRtvf+fiD/AL8n/wCKoAnoqDbe/wDPxB/35P8A8VRtvf8An4g/78n/AOKoAnoqDbe/8/EH/fk//FUbb3/n4g/78n/4qgCeioNt7/z8Qf8Afk//ABVG29/5+IP+/J/+KoAnoqDbe/8APxB/35P/AMVRtvf+fiD/AL8n/wCKoAnoqDbe/wDPxB/35P8A8VRtvf8An4g/78n/AOKoAnoqDbe/8/EH/fk//FUbb3/n4g/78n/4qgCeioNt7/z8Qf8Afk//ABVG29/5+IP+/J/+KoAnoqDbe/8APxB/35P/AMVRtvf+fiD/AL8n/wCKoAnoqDbe/wDPxB/35P8A8VRtvf8An4g/78n/AOKoAnoqDbe/8/EH/fk//FUbb3/n4g/78n/4qgCeioNt7/z8Qf8Afk//ABVG29/5+IP+/J/+KoAnoqDbe/8APxB/35P/AMVRtvf+fiD/AL8n/wCKoA1rD/Un/e/oKs1T0sSi3bznVjvPKrt7D1Jq5UsArJ13/lh/wL+la1ZOu/8ALD/gX9KEJmVRRRVEhRRRQAUUUUAFdXXKV1dSykFFFFIZlTf66T/eP86ZT5v9dJ/vH+dU77ULXTYRNdOQGYRoqqWeRz0VVHLE+gqgLNFUFfxPcL5tv4dhij7LdXwjkI/3URwPoWot9VP2pdP1KxmsLtwTHHNgrLjrsdSVbHpncB1AoAv0UUUwCivlL9oPxl4mih8deNfhj4k+ItzeeA8NNNb3lpbeH9OngijlktnhbZLeFlOX+WTaZcBlwFr1n4+/ELXvCPwXu/FnhG4TT9Rv5NNs7a+uIhImni8uYYDcOpyD5azFgCCNwXIIzSA9Uor5/wDiZpnir4I/D24m8L/FHxXqF/4n1fR9BGpeIbqO+TSGubpYZb1AYxtO2T7v+rDBMJ1BTzPFHwj+LVj4BsfH3iLxNo/ijwtq2pNFrV0Lu60y7sjFtuFl2hlilExTYflDoCuOlAH0DVSx1bS9TkvIdN1K1u5NOuPsl4kEyubefYr+VIFPyPskRtpwcOp6EV8p+CdY+IOm+F/gH8VNQ+KXifV9R8c6pp+jaxYXlwh0+W2uLC4fIgRABKrQIwlyWLFixIOBa+EWl2Pw/tfjr461z4p+L7Kx0XxZq1nNK00Vwqk2dkwu/JMLCS5BYKuQVOFBQ9y4H1PeXUNjZz31xkRW8bSvgZO1QSf0FZXgrxdo/j7wjpHjXw+0zabrdpHe2pmj2OY3GV3L2OO1fOvg/XPG/h34qXPg/VpPHqaB4n8FanqUFt4w1K1vLoXdvJCPOQQOwt0aOdgYjjkL8q4IrnPh3b+Kfh18Evgj8StF+IniO5n1O88P6Lc6DPPG2n3NldssLQxW4QBZUVg6yZ3EoxYtmgD6N1P40+BdK07UtUuLjUDBpPiKDwvdH7DKmL+WSKNVXeF3punjy65Xk4JroNJ8YaHrXiTXfCmnyXLah4cNsuoK9rIkamePzI9kjKEk+XrsJ29Dg18xePPEmveIvBPjyHW9UnvE0f43aTptispyLe1SfTHWJfRQ0jn/AIEa2/iV8XvHng28/aBu9J1xgfDUfhm30X7Qgkh0176NY5ZwpGCFMnmnOR8nII4oA991bxxoOi+MvD/gW+ecap4lgvriwVY8oUtBEZtzfwnEyY9efSugr5ubwHdeAf2kPhLZz+PPE/ib7ZpPiV3fXrtLlo5UiswzxMEDRh94ygOwbF2gc55tfH3iS18YeAPiL4Q8Q/EfVPDHivxZBos1/r93aLpmp2t0JlU21jHtkiCsqMkpjjJVDneGyQD6V8f+ONB+Gvg3VfHXiZ500vRoPtF00EfmOEyB8q9zkiugr4n+KSeJviV+zb8UvjDr3xC8RQzi61bTrXw7BNGmn2VnbXrWy281uUIeYqhkaQncC6lSuK9G8feIvHnjX41eKPAen2vxGGk+EtN02W2j8G6lpljJJcXSyO1xO95cRPIg2BERQ0eUk3jOKAPpKuU0Px9D4i8ca74R0vQ9Qe08PRxR3msMoS1N6/zG0TdhpHWNkdmUFRvCkhuK4jXvHfxQ+H/7Ll/488XaOn/CdaH4bkuLuAiORftcaFfNcQsYyOBIwRtoG4DArnvhVY/GDT/HPh+8e1+I134f1KyuP+Eju/FeraPc2zy+UHt7izjs7qVot0gZSiL5eyQf3QaAPoOivKv+Em17/hqUeDv7Un/sU+AP7TFln92boaj5fm4/vbCF+hryGHx78QvEHw/8Epb/ABA1awutf+L+peHLnUbVo2n/ALOD6kqxIXVk+VYo9pKnBRTg4oA+s6K+TtS8P+PLG2+NGiR/HDx39j+HFsuqeH2+3obkTSaaLrbczlC9xEsikLGxC7WYNuO0r7db6n498a/AG11rwpqFrZ+Mdd8Jw3djdSoBDFfzWiurkYIAEjZ5BA9COKAOp8ZeLtE8B+Gb/wAXeI5biPTdNjEtw1vbSXEgUsFGI41Z25I6D36VsqwdQy5wwzyCD+R5FfIfiLx7r3gn4K/E20h8QfEfQfHujeH7XUZdP8TX8d41sTIYzd2Vym5ZI3cMp2vtBUfIh4rtfjZc+NfDPjq/8ZeLdX8dWfw7tdNtms9R8IXkY/sWdGdrme+tSC9xGRsO7ZKiKrAoCc0Ae+2+r6Td6hd6Ta6naTX2nrG13axzK0tuJATGZEB3IGCsVyBnBx0q3XyHGupeBfip+0V8V9B8V+ItSuPC+l2et2unvdI9netLpc8kaToEDPDDkeWFYFVUZLYrrfhDD8ZB4q8Ha68HxFvdI1m1lk8UXviTVdGn0+QPatJDcWUNpdSPDmcIqoiBfLlO77oNAH0fRXxn4XvPipq3ws+GXxWX42eLo9b8TeKIvD95G8kElkllPd3Fsdlu0ewzKFV1kk3ncOcrhR6D4d8TXfw38QfGvwr4o+J3iSXw54T0nSNTs9Uv5FvtQ09ryG5Evls8bead8KMiMrDccYIOKAPouivm34U65438O/Hiy8H6tJ49TQPE/hi81KC28Yala3l0Lu3uLcecggdhbo0c7AxHHIX5VwRXQ68viL4nfHzWvh5J488Q+F9D8I6Dp+pR2+i3ItLjUrq7knBmaXaxaGJYQuzgF35zjFAHqPgPxxoPxG8MQeLvDTztp9zPdW8Zmj2Pvt7iSCT5fTfE+PUYNdBXxb4I8XeMtL+DPwn+H/h4+Ipf+Ev8TeKotSutBeyttRljtr++lMMElw8UELyN8xIKkJHIEGcV9A/Ay3+JGnw+ItL8bad4lg0mC+jfw9J4lvrK71NrZoU82OaS0mlVgkwfazNvKuAc4oA7bwx4w0PxgNVbQ5Llxo2qXGj3fnWskOLmEgSBfMUb1BIw65U84JxWpfX1rptlcalfTrDbWsTzzSN0RFBLMfYAE18ta58SPiJ/wrnx1faf4yvrTUbL4yR+H7G7AR2tbE39pGIVVgVZAsjDaQQQSDV3X9J8RaF4s+J3wik+JXi7U9Hu/h1H4mjuNQvlmvLW7+0XUUiwybAEikWFd0e3HJ27c0Ae5/DT4j6b8UvDieK9E0PXNP024YNZS6rZ/ZjewMiulxCu4kxOrAqxwT6V1lfIvwts/Et9oHwU+DVr8RvE+laNr3gNfFd/eRXapeTFLezjj061nCZhhjMxkIHzbVA3cnM3iH4g/Ezw34R8a+CdN8fX91e+D/iFoGiaZ4kmjSWeS0vJbSQwT8BZniEzRuTjcMZxnJAPrSivnvxr4e8SaT8Sfhf8I9L+K3jWDStesfElxq14dRV7+68kWckY89kPl4LuAUClVdgpXII861i9+Jnhn4P+MPiI3xm8XXupfDfxfPo2kRyzxCC5s4dSjhxfKEzdO0cpUu542qVAO4sAfZNFfM/7QWva7fXnjWT4e+JPiTJrHgnSftU/9kXtpZaPo84tjcx+eJdr3bOhR2jHmgKQPkyM2dB17xT8fPHUPh2/8b694T0bTfBeieIPs+hXAsrnUbzUFkZpTNhm8mIR7PLBALvlt2AKAPWvHHxa8K/D7VrLS/EFvqpS5hN1c3lrYSTW2nwbxGJrl1H7tC7Bc4OMFm2qCw6Hwv4isPF3h7T/ABNpcdyllqcC3Nv9ohaKRom5VijcjIwRnsRXi/xQh1TVtatfht4Z8XfFHVvEOkaFBLOmgX1lp8UBkZ0ivr64cRB5JDE+IkLA+Wx8oA7q4/4ffELxv8eX+F/g/VvGWr+H7bU/AcnijWLzR5FtLvVLyO4jtRGsoBMSAlpWCYJ3IOF4AB9WUV5L+z74k8SahD428G+I9euNfPgnxRPodnrFwq+bdWwhhmRZmUBXmj87y3YAZ2gkZJrxDXfEXxE1f9nvxD+0pD8VvFWna9NqU8NrpFrcRpp2n2q6p9jFsbcoQZBGCWkJ8zeeGwOWB9k0V5Z4f8S69cftJeMvCdzqk76RZeFtHvbWzY/u45ZJ7tZJFHqwRAT/ALIrwjw38VPiZ4y8C/B/ws1/4v1J/F1vr+oateeH7uyttUvVs7opFBFcXcsSRqBIGco3mFY1C8FzQB9lUV5x8DIviJa+G9VsPiHZa3b/AGTWJo9FbXLq0uNRl0wxxNGbiS0kkjZ1kaaPO7cVjUtycnzz4Mt4s8eeAbL9ozxB8QvFk+p3X9oal/wjtjdJHpiQRSTpHp/2YxkEqEVWcnzC4Pz0gPoqivku1174haD8H/BH7ST/ABW1vV9b8QX+jz6loTTK2l3dvqFzHE1jbWwX91JEsw2upLboWLFsmtHxzJ428T+Ivj7NH8UvFei2vw+t7a90Oz0m6S3jjnOiw3BMjbC7p5ik+XkKd7kgkgqAfTE2raXb6la6PcalaxX97HLNbWrzKs08cWwSOiE7mVPMj3EDA3rnqKt18oJo2q/ET45fB7xXqXjjxHp17rvw8m1a4XTbmOGNJR9hd0RTG22ORpCXXnO1cEYrQh8UeOLez+NnxbuvGWu34+Geta1b6HoEcwSxYRadFKDcKoDTIDMCFLAJ5eRyTQB9P1z/AIN8caD46t9VudBedk0bWL3Q7rzY9hF1aymOUD1XcDg968Jjbxt8MJvhN4y/4Wv4g8WS+O9YstH12x1CdJbS6F5bPKbm0iVB9mETpuCoApjJDdKz/B+u2ej/AA98b2Vxrfiiwudb+L/iHTLGLwykP9o307Xsz/ZonmBSLckcjNIWj2qhO9etAH1NRXhX7N/iDxh/wlHxG+HfiybX3Twxe6dPp8evX0N7f28F3a+YYpbiJmWQB0Zl5JAcDJxxyt3deOviFo3xb+Jq/FjX/DN34D1nV9L0KxsJ0i0+0j02MMHuoWQi4MxBdvMJwjrt24oA+n6K8Y+IPxD8SXX7I+pfFLT5JdF1288EJraNDlXtLiS1WXC55BVmI59K55ZPFPwz+JXwxvJPiZ4j1+18ei9t9dsNXuUlhXy7B7oXdvGqKtuEePDBfl2uBjIzQB9EVU0/V9J1ZrpdL1O0vDY3DWl0LeZZPInUAtE+0na4DKSp5GR618s6T428U6d47+G/jrw7r3xI1Pwr4117+x5r3xNd2gstWiubW4lhmtrKLa9uoMKsjGOLK5yGBBbO+HOg6x4D+Fn7RfjLSPiD4qmv9E1Dxdb2q3V5G8YuIbZJEvSBGCbncg+fOMZ+WgD6n8ReMND8K3Wi2WsSXKy+INQXS7EQ2sswadkdwGKKQi7Y2JZsKMcmtuvnG+ufGPg/Q/hBrZ+IniHU7/x14y0hdaa6uB5LRTaddyvbwxABYodyp8oyfkUkscseL8Tat8SrzwP8V/ilZfFvxPY6l4C8c39lotjFNGNPW2huYP3c8OzM6lZGXDtgALgD5twB9hVw2g/F7w94g8XS+E7XSdagjaW5t7DVri1Cafqc9v8A8fEVtJuLM0fzfeVQ/lyGMuI3I8ubVvF/wj+MOt6L/wAJr4j8XWEnw51HxZJaavMkpbUbW6iQeQERRCrrKwMaAKMDAGK5611Tx94R8A/DD45P8V9e17VfGWqaHFrGkXEyPpt5DqbKGgtLcKPJeHzQUZCCREd2cmgD6rrEh8YaHP4yufAcclydXtNPi1SVDayiIQSSNGpEpXyyxZG+UNu4zivl/wAZan8QtU8F/HP4iQ/FjxXptz8OvEmoRaDZWNzHFbRi3tbacLMuwmZGMhUo5KgZwASTXY+Ofi94y8KeOfGerWUz3Vtovweh8U22l4Jt/t/2i7zKVznGI0Dc52rQB9FUV80xt42+GE3wm8Zf8LX8QeLJfHesWWj67Y6hOktpdC8tnlNzaRKg+zCJ03BUAUxkhuldj8Y9R8Q698UPh/8ACHTfFmqeGdL8RW+q6pqd7pkggu7pbNYfLtYJsEx5aYu5UBtqAAjJoA9E8NeOdB8Wax4j0PSXna68Lagum6gJI9qiZoY5htP8Q2Srz65roa+OP+Ek8WfCnRfjJb+GNW1bUNUuPiFougR6rN9mku4Irm1sYTMWl8uBpVRtqvKVUuUaRjlmPr3wb0/4oaL431Gx1bSvHkXg640tZo5PGWrabfXceprLgrC9pcSv5TxNkq+FVo/lxuIoA9porxrw74u8RT/Fb43aPea1O1h4dstHm0yF2Gy082wkkkZPTc65PuK828M+JPHvxA0/9nnw/e/EbxDpsfjPwjq15r11p86R3V7JDFZOh8xlYo2Xcb1AYB2wQTkAH1dRXxtrF78TPDPwf8YfERvjN4uvdS+G/i+fRtIjlniEFzZw6lHDi+UJm6do5SpdzxtUqAdxbvfj5rGr6xq3ibTvAXiL4kSa34U0UXU0Wg31pY6XpM7RSSxSXLy7HuWdQrGEGUbF+6u7kA+jKK8U8W/GDxRpP7JMfxo023jk1668JWGrL+6UpFcXMMRMpQnbtQylyCcYXk4rB8FWnxg8O+IxdrZ/EhvD1zod+2sXXjDVtIulW9VEe2ntFs7mV48kSqyACPDKQMjNAH0TWNqXi/w3pen67qU+rQyp4ZhebVo7U+fNaBYRPteKPLhzEVcJjcwZSAcivmHwTrHxB03wv8A/ipqHxS8T6vqPjnVNP0bWLC8uEOny21xYXD5ECIAJVaBGEuSxYsWJBwF8I+HdV8K3/wC0h4v0zx/4pa80K5v2t45byNoZJv7HilSaRRGC0iEgIQQAqKCDjJAPqnRdWs9f0ew17TWlNpqVtFd25liaJzHIoZdyOAynBGVYAjoRmszwb440Hx1b6rc6C87Jo2sXuh3Xmx7CLq1lMcoHqu4HB714RomseMPit4q+H/w61Hx9r+iaePhpYeL9RuNIuRbXmq3szpDhpwpYRphnZV25aVM5HFZHw91SHwz8K/Feh6h4q8Xi+1D4ra5olpLoMdt/a2r3IupD5YZkEUbyJDI7y/ugu1juSgD6urn5PHGgx+PoPhqzz/21c6PNriL5f7v7LHNHCxLf3t8qcema+Wo/ih8UvCGg/EP4ftrGvabfWfibw3pOmaj4guYNRvdFttX8tZJJp42ZJfL/AHjITu2mRAS2K6ZtHvPhH+0JcXdr4j8SeLG034T61qcCa3drd3Lyx31oxjWUIrkOUHykkAk7QuTQB9P0V8tfCG++N2uTeAPiBb2vxD1BfEJgu/Es+rapo7aFLY3FuzM9pbQ3TTQ+XI0Rj2xhiqkSAkmvqWmAUV8u+GPFHjn4Z63ef8LbvvHUvjSa01q7sIvtkd14c8Q+RFLcJFbIgJtZEijyIysTfI2S+aZ8Ib743a5N4A+IFva/EPUF8QmC78Sz6tqmjtoUtjcW7Mz2ltDdNND5cjRGPbGGKqRICSaQH1LUN5dQ2NnPfXGRFbxtK+Bk7VBJ/QV8f3Ov/EaP4R6j8cH+K3ih9V8O+PJNNs9OFxGunSWR18WhgniVAZgY5WAZmyoVApXbz6BqC+J/il8Svihb3XxC8ReH9O+Hq2tjpel6VNHAssklity91dKyOLhXZwiI+U2I2VyxoA9r8FeLtH8feEdI8a+H2mbTdbtI721M0exzG4yu5exx2rbr5G+FOoeIvFPhP4F/Byy8V6p4Y0bUPAcmvaheaZN5F3fNB5EUdrDNgmPBmMj7cMVUDIGc+u/AfX/Ejax8Qfh1r/iC68RQ+CNejsdP1i62mae2mtYrhYZnUASSwmQoz4BPy5GeoB65RXyX8TfHniTTby5+LPgHxF8R9R0zRPFlrYXt5d3dpDoEkJ1GOzuLKGzBSWZVLvH53l53rkStgkde+j+KPif8afir4VvPit4t8PaT4Xj0ZtMh0a9S2WCW4si7yO2ws4DJnYTsO5sg8YAPZdW8caDovjLw/wCBb55xqniWC+uLBVjyhS0ERm3N/CcTJj159Kl8HeMND8eaBD4m8OyXMlhPLNDG1xayW7lopWif5JFVgNyNgkc9a+cPh541174ieMP2bPGXihlfVdR8M+KmupVj2LO6LZR+cFHAEgQPwAPn4AHFVvB/j74g+PvDfwl8BXnjrVdNPjfWPFzavrNq6pfyW+m3lwIbSGUqREWUpllAYJAQpHOS4H1Nres6d4d0a/8AEGsXHkWOm20l3cy7S2yKNSzHABJwAeAMntVHwX4ivvFnhix8Rah4Z1HQJb9DMNP1DYLmKMsdhkVSQjMm1ihOV3bTgg15V4+00eEdJ8N/DOHx58U9b1bVri9uLG10q+tV1K9hiClxNeyrGIoYfNj+cyK53qMycLXA+D/iP8RtJ8A2XizXte1Vofh58SLrwz4gS/njmln0eWQW6tcvH8s0lu1zbuZFxkQueckkA+rq57x9460H4a+Er/xr4nknTTNO8rz2hj8xx5kqRrhe/wAzrXzn4w+KPxKvobvWNB1DXf7J8c/ERfCOkLpb2q3FvpllDMk72kl06QpPc3NvOqu7cLgr8wUVl/FWz+JWl/AP4q6Z4s03xdb+G0/sKbQX8V6jY3uo+Y16gu4zLaTzbo1KQspkbdmVwOFGAD7Brn5PHGgx+PoPhqzz/wBtXOjza4i+X+7+yxzRwsS397fKnHpmuP8A2jPGHiLwf8OUfwrqQ0rUdb1nTNBj1VohIumrd3UcL3JDcfIrtjII3FeDXmDaPefCP9oS4u7XxH4k8WNpvwn1rU4E1u7W7uXljvrRjGsoRXIcoPlJIBJ2hcmgD6for5a+EN98btcm8AfEC3tfiHqC+ITBd+JZ9W1TR20KWxuLdmZ7S2hummh8uRojHtjDFVIkBJNd58a7rxNqHxY+FvgDR/Ges+HtN8TjXE1R9LkSOeZILWOVArsrbDnI3KNwDNtIOCAD2mivjTxJN8TPDXwg+J3jaP40+MLi++FniK7sdBWS5j2TQRSQSgXvybrtmWcxkucBVG0A5J9M+OWoal4i8Sap4a8E+IPiPJrehaMl3Na+G760sNP0x5PNMNxdSzbHmZtn+pVpBtjzsGSxAPf6K+XdB8Y+N/i5rHwc0u48da3oVp4v+Ht1q+uf2Q8cElzdRmyyyOVYxZd3wyYYKxAIzWP/AMLO+JWm/DSx8E2mt+I9WvJ/ilqfgP8Ati3ktf7Xk062luGRVmuXjgF1IsKxCRyOCSMuFyXA+n/GXjDQ/AXhu78V+JJLmPT7IxLM1vayXEmZJFjXEcSs7fM69Acck8A1t18o+MNa+NHw7+DvxM1CRvGui6dYf2LN4avPEmpWF5qkckt0sd7H5trPNujA8sqZDu/fOBwBjubU+I/F/wC0V450jU/iFrumeG/BNr4f1WHTbG4EEU0syzu/nPjcYcQHdGCA+/5vurQB7rRXydpPjbxTp3jv4b+OvDuvfEjU/CvjXXv7HmvfE13aCy1aK5tbiWGa2sotr26gwqyMY4srnIYEFu9/aA8WeMF8eeBvhj4dg8VCx8RW+p6hqDeGbmytdRuRarDsghnu5okjXM2+Qo3mFUAXguQAe6UV8y6rrvxi+H3wrk8Xa9c+I7O/8MeMIl0LSdXubW61DxJpM/kxrYT/AGSSVJJ2eaZYnBLgwRs3BY1R0fxf468b2Hwn8OSfEq+tV+LU+sa9rGo6VKFls4beFZE0m0dlPkbC4R2AEmbeU5Uk0AfQ/iXxzoPhPWPDmh6s863XinUG03TxHHuUzLDJMdx/hGyJufXFdDXz78QvDEng/wAXfA7Q5PE2t66IvGt26XWsXCz3IRtNuyIzIFUuF6AtlvUmub8SfEzxxZ/s1/G7xZD4qvItX8PeLPENjpl5vAktIYb8RwxoccBUIUexoA+pqxNJ8YaHrXiTXfCmnyXLah4cNsuoK9rIkamePzI9kjKEk+XrsJ29Dg14f8Xr7xj4Q+I2peNfHmueONP+HtvDYtpep+FryP7PpDqf9IOo2hBeZHbB3lJVVOML1ql458ZfEqLxN8brrw34gv2/4V4/hrXdP09HGyS2S3M99bbe4miSQY/vbccigD6Yor531j4pf8JFrHjrxdD4617TPBWlWej+GtJfQYY5rm+1W8aOd2t0kR1MzJc2cCkqQpeQ5UjcJvgXrnjTR/jF4o+GviRvFq6bL4fsPEWm2vijUrfUL6133E8EgM0EjqFcxKdhZtpVsEA8gHq/ibx9F4T8V+HtA1PQdROn+IXe1j1iJA9tbXmV8m3mx8yeblgrkbdwVc5YV1dfOfx81jV9Y1bxNp3gLxF8SJNb8KaKLqaLQb60sdL0mdopJYpLl5dj3LOoVjCDKNi/dXdzi+KvEXxK8ReHfBPxY1y88ax+BtQ8C2Op6hJ4LvI4LvTNUkQTS3c1ufmuIBGyAIvmBdjkxkHNAH1NRXkP7QXjrUNE/Zo8SfEHwL4hmFxHokWoabqcYCu6uYykuNoA3K2cbR16CuY1qTxd8F/ix4PtbLx54p8YWvi7T9bOp6bq1wk+ZrO0+0x3FsqIogy48oonyfvUAUEZoA+haK+UfhHrHxx8WW/gL4nWVr8Qb+bxFcWt54gkvtU0f/hHTptwpMotrWO6aeIw7kKHyxKfLIkGWZa3/A99448K/EqDSPi1rvjWz8Sa3qOpw6Rdfa47nwvq6FZpLaBIlBNrJHCgYIwjdjEx3uGwQD6Por5X8H+NfGXwq0/XG+J1546f4hWPhTVtVFjql7HeaFr81onnPNYtGP3WPkHkjymVJMFCRuqe1uvHXgHQ/hJ8UW+LGv8AiS98d61o2na7YX06Safdx6lHlntYFQC38knevl4yiNuz1oA+oaK+SvGHj7xFZ+INJ+KfgXxF8R9S0E+NrTSby+1C8s49EubSW/FrNa21kpWRwhYqk5jBLR53vya6rW7/AMYeD/jBc6z8Uta8cWOgah4hs4fDeqaLeRvocdtJ5UaWN9a4LRtJMzKZnQgmRdsibaAPouiiimAUUUUAX7D/AFJ/3v6CrNVrD/Un/e/oKs1LAKydd/5Yf8C/pWtWTrv/ACw/4F/ShCZlUUUVRIUUUUAFFFFABXV1yldXUspBRRRSGZU3+uk/3j/OqPh23XUNRvddnG7yZXsbQHoiIcSMPdnBBPoi+9Xpv9dJ/vH+dVfCcghTUNJfiW1vZpsesc7tKrfTLuv1Q+lV0A4LxB8dtW0bxZ4t0PTfhbrGuaZ4IW2k1i+sLy385EmthcboraRlaXahOVVtxxhQTgH0OObQ/Hnhe11LS75bnTdXtYr6wvIcjKOokhmQnkcFWH6149f2Pxa8L/Eb4p3nhX4W3esDxn/Zw0fVJNRsItOheKwWB2uVef7QFV85CQOWA465r1P4f+GYfhr8NfDng241ATw+FtDtNNku2G0SLbQLGZCOwOzOO1SAui3k19pkFxdKFnG6OZV6CVGKPj23KavVm+HUlXSY5pozHJdSTXjI3VDNI0u0+434rSqwPMvEn7OHwi8XalreoeINAvriLxITJqunprF5DYXc/liP7Q9tHKsRmCqoEm3cCoYEMA1dvrHhTw74h8M3Hg7XNHt7/Rbu1+xzWdwu+OSHGNpzzxgYOcggHOea01ljdnjSRWaMgOoOSpIyM+nBzT6APO9L+Afwz07R9Y8P3Om6nrGn65apY3dvrWtXmpKLVCTHDH9olfykQnK7MEHBzkAi14P+Cvw/8E3WoajpVhqF3qGp2v8AZ9xf6rqt1qF19jH3bZJriR3SIdkUgZAJyRmux1LUtP0fT7nVtWvYbOysoXuLi4mcJHFGoJZ2Y8AAAkk+lM0vWNL1rSLTXtKvornTr63S7t7lG+SSF1DK4PoVINIDnYPhP8P7bQfCnhmHQNum+CLqC90GD7VOfsc0MTxRtuL7pMJK4xIWB3ZIJAIzNS+A3wz1bVvEeqaho95JH4tgeHWtPGqXSWF4zxrG0z2yyCLziiKvmhQ42ggg813NrqGn3sMFzZ31vPDdL5kEkUqssq4zuUg4YY7irFMDz3w58Bfhn4Z1iPxHa6XqV7rMdjPpn9panrV5e3TWku3fCZJpWJQbF2j+D5tuCzZq+Fv2cfhH4N1TSNT0PQb1V8PLjR7O61i8urPTn27DLBbzStGkpXrIF3E5Ockk+mUUgOE1r4JfDjXNB17w7daNcQ2viXWV8Q6g9vf3EUzaivlFbiORX3RMPs8WAhUDb05OdG6+F/gK/ufFV1feHIbl/G0ENrryzSSOl7FDEYo1KMxVMIxHyBT3PIzXVUUwPOvB/wAAfhj4H1vT/Euj6Xqc+raTBJZ2F5qOtXt9Ja2zgKYI/PlYLEAAAmMDqOSTVLSf2Z/g3ot5p15aeHb510TUE1TR7afWb2W20qdXMgNrA0pjgUuSSqKFOcEEAAepUUAeWeIP2Y/gz4ovtbu9a8N3ksHiSVrnVtOi1i9gsLy5YYNy9tHKsRm6HzNu4MAwO4bq3fGnwf8ABHjvWLbxJq0OqWOs2tubNNT0fVrrTLtrYtuMDy20iM8e7naxIBJIwSa7aszS/E/hvXJLiHRfEOmahJazta3C2t3HKYplGWjcKTtcDkqeRSAW28O6La+HY/Ca2KzaTFZjT/s1yzTq9uE2eW5kLFwV4O4knvmuX8EfBfwP8PdSXUvDP9uRrBbta2dnda9fXVnYwMVLR29vLK0USkovCrxtAGBxXdUUwOL8c/B/wL8RNW07XfEdnfpqWlxS20N3p+qXVhM1vKQZbd3t5EMkT7RlGyOPc5Zp3wV+GGkaXo+iaX4ThtNP8P64/iTTLaGeZI7XUH83MqqHxt/fy4jP7sBsBQAuO3ooA5y4+Hvg+6bxRJcaPubxnAtvrn+kSj7XGsHkBeG/d/uvlym09+vNSXHgXwrdeC4/h3Ppe7w/FYxaclp58g228aqqKJA3mZUKuG3bsjOc81v0UAebQ/s8/C3+xdf0PVNL1TWovE9tHY6pcavrd7e3c1rGxaOAXEsplSNWYkKjKMknk1Z8X/An4deOdYuda8QWequ2oiJdStLfWry3stSWNQsa3VtHKsUwUADDKcgYORxXoFZknijw1F4gi8Iy+ItMTXZ7c3kWmNdxi7eAEgyrDneUBBG4DGRSA5+4+EXga48cP8QvsF3DqtzarZ3sdvqE8VpfxJG8aC5tlcQ3GxJHVfMRsA+wxV8F/BLwH8P9Uj1LwvHrcEdrG0Vjp82vX09hYo/31t7WSVoYgfQLx0XaOK72imBx+n/CP4e6V4Y0PwbYeH/K0fw5qEeq6Zbfa528i6SZplk3ly74kdm2sSvOMY4p+rfCn4f67N4qn1jw5Hdt41srfTtd8yaUrd28CyLEu3diMqJZMMgVskHOQCOqjljlBMUiuFYqdpzgjgj6g0+gDgfCfwN+HPg3xBbeLtL0/UrrX7S0lsI9U1PWLy+uvs0hQmIvPK2UHlrtU8L823G5sz+Nvg14C+IGuWXijXrHUIdYsbdrKO/0zVrrTrh7Vm3NbySW0iM8RPOxiRknGMnPb0UAcE3wK+Ff/CB2Xw1h8KpbaBpd4+oadBb3U8UthdNM8xmt51cSwuJJZCCjDaGKjC/LW74L8E6N4D0yXS9GudWuVuJzcz3Gqarc6hcTSlVXc0tw7v8AdRRgEAY4FdBRQBxc3wd+HE+m6ho8vh3daar4gXxRdx/bJ/3mpiVJRPnfkfPEh2AhPlxtwSDpah8PfCGqeINQ8U32kebqmq6KPD13P9olHmaeHkfydoYKvzSyHcAG+brgDHRUUAcLrXwT+HOueGfD3hWbR7m1tfCMEdvoNxY6jc217piJEIl8m6jkEy/u1VTlzuAG7dRZ/BH4Y2PhGHwPb+GR/ZEWpxa0yNdTmWe/jmWZbmabf5ssnmIrFnY7toByOK7qigDG1Hwf4c1bxPo3jLUNO83WPD8N3Bptz50i+QlyIxONgYI24RR8sDjbxjJzkah8I/h7qvhjXPBt/wCH/N0fxHqEmq6nbfa518+6eZZmk3hw6ZkRW2qQvGMY4rsKKAPOvFP7P/wt8ZeINT8ReINFvpptchjg1e2h1a7gtNSEabImubeKVYpmRPlVmUkDHoMcv8ZvgjZ6p4f8OL8OvDmoW+vaElro+n3um6tLYSw6WhUvaz3KXMUxt2VNpx5zgsWVCxLD22ikB5zqn7Pvwt1a+0++uNH1CF9P0yLRSltrF5BHeWEWTHbXSpKBdRgsTtl3ZyQ2QSCt5+z/APC248N+H/C1rod3plt4UWRNDuNN1S6tb3Tg/DiK6jkEwDA4ILkHjIOBXotFMDB8FeB/Cvw70CLwz4P0iPT9PikeYoHaR5ZXbc8kkjkvI7E5LsSx9a8c+Nv7LfhrxL4P8VSfD3RpoPEOu3UWoCzbWLmPTHvTPGZro2hk+ziYxh/n2ZzgjDc19A0UAcN4z+C/w+8feIrXxX4i028bU7a0OnPLaalc2gurMuXNtcLDIqzw7yW8twVyTxgkGC5+A/wtm8H6T4Ht/Db2OmeH55LrR2sb64t7rTZnZ2aS3uUcTRnMjcB8YOMbRivQKKAMXwj4R0nwTo66Lo0mozReY00k2oajPfXEsjY3O807u7E49cDsAK5ix+A/w20vxUfFml6dqVlOb5tUaxttYvItOa+Y5NybJZRAZDk5OzkkkjPNeg0UAea6T+zt8JdF8RWviLT/AA7cKdPvH1Kw0+TUrmTTbK8YktcQWTSGCKQlidyIME5GDzXSSfDbwXLN4tnk0XL+OY1i18/aJv8ATFW2FsB9793iEBf3e3168101FAHCa18E/h9rUfhiOSx1Gxfwdbiz0efTdWurOeC12ojW7SxSK8kbLEgZWY52+ua3tF8D+FfDq68mk6PHGnibUJdU1ZJHeZbq5ljSKRmWQkAMkSKVXC8dOTndooA858I/s/8Awt8Ea9Z+IdB0S8+0aVHJFpMV5ql1d2+kpIMSLZwzSMluGGQfLA4JAwOKL79n/wCGeoabqmlTabqMcOqeIG8Vb4NWuoZbTVWJLXVtIkga3clmP7sgZduMEivRqKQHI+BfhT4E+G91quoeEdHltbzXPIbU7qa+uLqa8eIMEeR5ndmfDtlydzZ+YnArG8Vfs9/Cnxlr154h1zQbpptUaJtWtrfVLq3s9VMQAj+120cixXG0AY3qcgAHI4r0eimBwfxw8G6p42+DHi/wL4Xt4Pt+raLcWFjEzCOPeyFUXPRR0+lVvAnwM8A+DL6DxHBpN1cawmn/AGCN7/U7m+jsYGAMkFqk8jrbxFh92MKMcdABXotFAHl+g/s1fB/w7eaTfWPh+/lfw9eC90VLvWr24i0pwGAS2jklKQx/MSUUbW+XIO1duk3wN+HL6h4qvjp2oLD42tbm11ywj1a7SxuvtEaxzy/Z1kEaTOiqplVQ/HBBJJ76igDndQ+HvhDVbPw5YX+kebB4SvINQ0dftEq/ZZ4YnhifIYF8RyOMPuBzkgkA1Rk+Efw9m8P+IvCsnh/Ol+LNQm1XWIPtc/8ApN1KyNJJu37kyY0+VCqjHAGTXYUUAYsng3w3N4wi8fSaaG12HTJNGS6MsnFnJKkrx+Xu2HLxodxXdxjOCRXIaB+zv8JvDOv2XiDSfD9yraXPJdaZYzaldTafps8md8traSSGGBzuPKIMZ4xXpNFAHIz/AAn+H9zoPivwzNoG7TfG91Pe69B9qnH2yaaJIpG3B90eUiQYjKgbcgAkk3I/h74Oi8QS+KRokb6lPo0fh6WSSSR1fT43d1gaNmKEbpHJJXcd2CSOK6KigDznwj+z/wDC3wRr1n4h0HRLz7RpUckWkxXmqXV3b6SkgxItnDNIyW4YZB8sDgkDA4ra+IHwv8HfEy2sIfFVjcmfSbj7Zpt9Y3s1neWU2NpeGeFlkQkHBwcHjIOBXWUUAcHpfwM+FWkeHfEHhO18IxS6V4qlFxrNveXM919tmCInmyNM7MXIjQlwdxcbySxLG/4H+GPhv4fSXc+h3mv3Ut4kcLSatr17qRSGMsY4o/tMr7EXe2AuOpzmutooA4LxR8D/AIbeMvFTeMNe0a5kv57aOzvkh1G4gttRgjYtHFdwRuIrlFLHCyKw5wcjir+j/Cf4f+H5PCkmkaB5DeCLGfTdBP2qdvsdtMsayp8znzMiGMZk3EbeCMnPXUUAcfqHwj+Huq+GNc8G3/h/zdH8R6hJqup232udfPunmWZpN4cOmZEVtqkLxjGOKzvFXwH+GfjTxFeeJte0e9e51S3jtdUht9Vu7e11OKPIiW6t4pFjn2BmC71PBxyAMeg0UAYth4N8Mab4Otvh/b6PA3h6001NHj0+fM0Zs0iESwt5hJddgCncST3JrnfB/wAE/AvgeWZtD/t54Xs302G1vvEF9eW9paNt3QwRTTMkS/Iv3QCNoAIHFd5RQByMHwn+H9toPhTwzDoG3TfBF1Be6DB9qnP2OaGJ4o23F90mElcYkLA7skEgEUr74J/D7UPEmu+KJ7HUUuPE1m9lrFtBq11DZ3yvD5BeW3jkEbSeV8gk27gOQQQDXd0UAcB4h+Bfw28SWnhy1utLv7KTwnbCx0e70zVruxu7W2CKhhFxDIsrIyIoIZjnGevNQP8As9/CceD08C2PhufT9Lg1b+3bb7FqV1DcWuo8/wCkwzrJ5scnJ5VgPmPHJr0aigDzqz/Z7+ENnoviPQP+ERFzZ+L44I9dF5fXNzJqBhz5ckkksjOZAWJ8wEOWwScgEWfBvwQ+HfgXXh4q0bT9SuNc/s+TSjqWp6xeX9w1m7xuYC1xK/yBoo9o/hwduNzbu8opAef+F/gX8PPBeuQ654ZtdYsUtZJZrTTI9cvf7MtZJQ4kaKyMvkISJH4CYG44Ap/wf+GzfDfwzqWk3TwCXWdYvtZmtbWeaW3tGuX3GGJ5TvZR1LELl2dgqghR3tFMDz7wv8Cfhx4R8QWviPSbDU5bjTY5IdLhv9ZvL220tJF2yi0hnlaODevynYB8vyjCkil8L/Av4eeC9ch1zwza6xYpaySzWmmR65e/2ZayShxI0VkZfIQkSPwEwNxwBXoFFAHGSfB74cyeDrvwBJ4dzoN/qR1e4tPtk/z3ZuxdmTfv3j9+ofaGC8Yxt4qn4q+Bfw18Z+J5PF+taReLqV1arY37WeqXVpHqVsudsN3HDIqXEYz92QMCODleK7+ikBwOpfAv4Z6l4V8P+EBolzZWfhNBHoM9jqVzbXumgJs/c3UcgmXK8HLncAN2a3vA/gLwp8OdD/4R7wfpQsrRppLqYtK8stxPIcvNNLIWeWRiBl3Yk4HPAroKKYHlt7+zP8G9SvL+41Dw7fXEGoah/azWD6zeixhvjKJWuYbYSiKKVnGSyKCQWHRmB5yf9nTT/F3xc+Ivizx1bXw0fxEmlQ2P9na3dWbXcEVr5dzBcpbyJ5kRZV+R8jrjGTn3WigDlLn4X+CrjVvCetQ6U1nc+CIprfRBZzvbx28EsaRyQmNCFeMrHH8rAgbFxWZd/Ar4X3fg+x8C/wDCOSQaXpV9NqenG3vriK5sbuWWSZ54blZBNG5kmkOVfoxX7vFd9RQB5rdfs8/DS807SrKaHxALnRrm4u7XVI/EeoJqQluFVbgteLMJmEqqodS+0gDAGBjU0n4L/DHQvBmufD3SvCkMHh7xI9xJqlj58zLcNPGI5W3M5ZSyqOVIwRuGDzXbUUAcdc/CH4c3ngC1+F9x4Xhfw1YpElrZ+dKGhMbbkkSYN5qyhvm80Pv3Endkk1nn4F+AZ/BeteA9V/t7V9O8QBP7Ql1XXr29upShBjImmlZ02FVKhCB8o4POfQaKAMLxF4I8M+L/AAhceBfFem/2vot5bLa3Nvdyu7TIuCC0md5cFQ2/O7cAc55rA8G/BD4d+BdeHirRtP1K41z+z5NKOpanrF5f3DWbvG5gLXEr/IGij2j+HB243Nu7yigDz/wv8C/h54L1yHXPDNrrFilrJLNaaZHrl7/ZlrJKHEjRWRl8hCRI/ATA3HAFdNqng3w3rXiTQ/F2p6b52reG/tP9l3HnSL9n+0RiOb5VYK+5QB8wOO2DW1RQByGpfCX4fax4b8S+EdR8P+dpPi+7lvtat/tU6/ap5AgdtwcMmREnCFRxwOTVHxV8D/hz4z8SS+Ktd0u+a9u7WOy1BLbVLq2t9St4yxjiu4YpFjuFUu2BIrDDEHI4rvaKAOQ8P/Cb4f8Ahe58PXmg+H/s03hTSpNE0hvtU7/ZrKQxl4sM5D5MUfzPub5eDycw3fwZ+Gd94b1bwneeF45dL1vVp9dvImuJtx1CaXzXuI5N++F/M+YGNl2/w4rtaKAOAj+B3w/bwjqvgnV49b1zTdbeKTUG1jX769nnMTq8f76SUyIFKrgIVHHIOTnpLHwX4Z07xJrfi6z0tV1XxHBa22qTtK7i4jthIsKlGYou0SyD5QM7uc4GNuigDy/Qf2avg/4dvNJvrHw/fyv4evBe6Kl3rV7cRaU4DAJbRySlIY/mJKKNrfLkHau3qvHXw48I/EaztLXxRYTPJp0/2rT7y0u5bS7sp9pXzILiFlkjbBwdrYPQgjiumooA4vS/hD4F0saExs9S1Cbw7eTajYz6nq93eyC7ljMbzyGaVvNk2swUvnZuOzbmqmpfAf4Wappd1pE3hp4IbnWZPEKyWt9cQTWupSffubaRJA9sx5JERVSWYkEs2e/ooA4GH4H+AIbHQbP7Pq8snhzWl8QWV5PrN3Ndm+wVaSWeSQySh1ZldGJRlYjGOKzNf/Zn+DPijUNcvde8MXN1D4kka41PT/7Wu0sZ7llCtdfZllESzlQo81VDAgEENk16jRSA898UfAf4b+MNcuNc16x1Sb7fLFNqVhHrV5Fp+pPEFEZubRJRDNt8tMbkOdoDZAArptP8E+F9L8Qa/wCKLLSVXUvFC266tM0juLkQRmOIFGYooCEj5QM55zW5RTA8+s/gH8J9P+G8nwk0/wAJrbeF5JhcfZY7y48xZhIsiyrOX85XV1QqwfKhVAwABVzwZ8HfAPgPXLjxRoGm3ra5e2aWF5ql9qd1e3V3Erl182SeRy7AnhjyAAoIVQo7WigDz7xV8B/hn408RXnibXtHvXudUt47XVIbfVbu3tdTijyIlureKRY59gZgu9TwccgDFTVv2dfhZq1jYaW2n6zZWNjpVvoX2XT/ABBf2sV1p0CFIrW5WOYC4jCkj95uJDNk8nPplFAHmnx6+H2qeNPgV4l+HPgfT7NLy80xbLTrVisUC7WTanTaqhVxjpxitHwZ8Ffh94D16XxNoen38uqPbfYYbrUtVur97S0yG+z25uJH8mLcAdqYBwM8AAd1RSA8/wDD/wACvh34V8QReIPDtrq+ni3uJLyDTINcvV0uG4kDB5UshL9nVmDv0THzE4yc1X0v9nv4XaTq0erQ6XqdyLVJ0sbK+1q8urKw89GSY21vLK0cBdXdSUUYDEDAJr0iimBwXhL4IfD3wZrH9vaXZ6pd3cVq9jZnVtYu9RWxtX274bZbmRxCjbFyEAyFA6DFVPC/7PXwp8H69Z+IdD0G6WXSjI2k2txqd1cWelNJkSG0tpZGity2TnYowOBgZFekUUgPLv8Ahmf4ONeNczeHb6aEamNYtrGTWb02VleicTme3t/N8qBml+ZtijILL91mU37j4D/De88UDxVc2OqSyjURrBsH1q8bTW1ANuF0bIy+R5oYBg2zqAevNehUUwCiiigAooooAv2H+pP+9/QVZqtYf6k/739BVmpYBWTrv/LD/gX9K1qydd/5Yf8AAv6UITMqiiiqJCiiigAooooAK6uuUrq6llIKKKKQzKm/10n+8f51nXljNJcR6lptwLW/hXYshTcrpnJjdcjcpPPBBB6HrnRm/wBdJ/vH+dMqgKyeItaiXy7vwvNJION9pdRNGffMjIw/75NVriPVteZRrUcNtYqwb7DE/mGUggjzXIAIBGdijHqWHFaVFFgCiikZgoLMQAOST2pgfOniT4rWvwxvfjx4q8PeB9LXUvDWp6ALmfzJA2qPc2tqA83PymNZiqhcD5cnkkn1LV/iFfab8ZfDnwxj0+B7XW9D1HVZLosfMje2kgRUA6EETEnPoK8d8NeDtH/aCb4+nTdWmi8OeNtS0u10vWI7dsNNaabagzRo+3zFSdAOwbawyOteieGvhH46/wCFlaL8VfiD8RrLV9T0nSLzRxY6fo32O08uZoGEi7ppHEmYWLkllbcoURhDuQHmV98YfGnjz9nMfFzx54B8KT+GNW/sX7NobXFxJJNLJqltC8k5BCeVuZnWL5shV3k7mQdz4o+I3xH8TeLPGXg34b+H/Dr6J4Jto7fWrzVrmZHvLia3ExtrXylZYykTLukcNhnA2HBqeP8AZ28v9nPSvgD/AMJhn+zP7P8A+Jt/Z/8ArPst9Fd/6jzeN3lbPvnG7POMVPrXwZ8Zw+O/E3ij4f8AxDs9C0/xzDDHr9jd6N9sZJoofJFzaOJUWOVowqkSLImRuKt0oA80+D+taHpfh79mK11Pw3YXV3d+GdSa11Wd2EumLHp8bymMA7T5igK24cAcV6V8KPiJ8XPikmk/ECDw74Y03wFrbSyWlvcXFx/bAs/nENyxC+TmQqreVjhXH7wkYJ4Y/Z9j8Op8JY5PFS3ifC/TL3TWVtP2jUxcWqwFiPMPlY27sfPnOMjrUvw1+E/xD+GH9meD9F+JOn3HgLR5ZGs7G40MtqYt2LlLRrrz/LMaFgQ/khyFCk45oA5e6/aG8TeH/ipoXg/xHffDy8stc1z+wpNN0PVpbrU9LlkWQwSXDMFQglFVk2IwMgxuxzrfDf4zeMfHvxG1bw7I3g7TrXR9WvtPu9AubiePX4IISyw3exhskSXCuAqhQkgxIxBBxvDv7MfjDS9H8GeD774oac/hvwB4httc0u3tfDoiub3ypHcC8mM5DSESMu+NEycswcnA6W4+DfjjxF488N+JPHXjrRNUsPCOpPqmmy2nh77JqsjGOVFgmuRMyeSBKdyxxJv2rnGDkA1fiR8RvFum+NNB+Fvw10fS73xNrlndarLc6rJItlpthbtGjTSLEN8jPJKkaKpXkklgBg4epfEj4xP4o0f4S6LofhEeNm0eXXtavp57l9KtLQXDQQeUgVZXkmZWO0lQgRvmkroviN8Mda8ReKtC+I3gXxRbaD4q8P29zYxyXlibyzvbOfYz29xEskb4Dxo6sjqVIPXOKw9Q+EPxKOuaT8SdH+JWkR+PbTTZ9H1G6uNAZtM1GyknM8cJtluBJF5LH5HEpY/Nu3bjQBz9x+0f4uXwbp1xb+CdMHi7/hPk+H2qadNfutnFelWImjnCFjEymFwShIVyMEjmB/i5+0VHceOfDbeFPATav4Bt4tUvL77VdizvbWW3aaKGGLBkWU+XKrO7bV2rhW3cdBafs3x2+g6FYz+NJrrVrPx3F4+1nU5bFQdUvlLb0WJXAgQqURcFtixqMN1rqpvhX5uvfELXP7ex/wAJ5plppvlfZf8Ajy8mCaLfnf8AvM+dnGFxtxk5yABV8X6140+B9v498J2lra6hr3hqHV7OC9mcRwme3WUK7xjd8oYjIHUCvnn9nlLbQ/DX7Otr4g8AeFHvtdOoNpepWIkWe2hXSHl86ThQ9xIVdHzuUAgg56fTPg/wP/wifwt0T4a/2p9q/sbQLbQ/tvkbPN8m3WHzfL3Hbnbu27jjOMnrXG+GfgF/wjtr8ILb/hLPtH/CqYbiHd9g2f2l5tjJa5/1h8nHmb/484xx1oA4fXP2i/itp/h/xT8RbXwj4X/4RTwT4tu/D2oxy3c51C+hh1EWpkgAAjiYKyN85YMd3CgDd1GrfGbxi3xvv/hbpbeDdJj02SwMFt4guJ4LzXoJ0V5pbF1Gw+XuaPaFkJeNgdoqbVf2df7T+Ffjn4Z/8Jh5f/CaeJrzxF9t/s/P2Tz79LvyfL80eZt2bN25c5zgdKm+Knwb8cfFKafw/q3jvRP+EPu762vvIl8Pb9U0/wAlo32Wl0JgiFjGf3jxM672wTwAAbHx0+L9r8IPDul3nmaQmo+INUi0fT5NYv1srC3kdXdp7mY/dijSN2OOWO1Rgtkec6X+1ZNHoHimGdfCnjHxDod5o+n6a3hLVRLp+rXGqSPFaxCQlzC6yRyCQEthVDDO4LXrPxT+G7fEXS9LGn6/LoWueH9Ti1jR9Ujt1n+zXKKyYeIkeZG8ckiOm5chuoIFYGvfCrxt8RvAmoeGvid440w6pJeWuoaTfeH9Ha0XSrm2kWSGVFnmmMp3opbcQCCyjHWgDL8R/Er4yfDjw9D/AMJr4f8ACGreIPEWsWOg+GYdGurqG3kvLjeWF0ZUZkjiSNpC6ZLBSNqdag/4XP8AEDwhf+L/AAf8SNB0GTX9D8IXXjHSrrR5JhZahbQ7kkjdJcvE6SeWD8zBlkBGMYq9rvwg+JHjzQxa/ED4m6UdX0nUrHV/Dd9o3h82yade2rORcSRy3Evn+YrlXjLKu0kLgnNMh+BniXxBceLPEvxH8c2WpeJfEnhi48JWs2m6U1rZaXYy7i3lwvM7yO0hWRy0nOxVGAM0AZnhD40/FC98WfDeHxh4Z8NWug/FCynm02PT7qeW8sZI7L7WpnZ1Ebq8asNqgFWIG5gCTw2oePNSutD1X9pPTvhZ4auvBFhr51J55Ly5/wCEguYbOQ2bahFKDsjRUSXbbH5Wi3gnEhB9kt/gv9nuvhNdf8JJu/4Vdby2+37H/wAhHfprWWc7/wBzjdvx8/Tb/tVx95+zV4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A contabilidade é a ciência que tem como objetivo efetuar o controle de um patrimônio. Nesse sentido, é correto afirmar que:
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uma entidade contábil pode referir-se tanto a uma pessoa física como a uma pessoa jurídica, sem, contudo, confundir-se com o respectivo patrimônio.
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a contabilidade ocupa-se apenas do patrimônio das pessoas jurídicas com fins lucrativos.
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a contabilidade, por meio das demonstrações contábeis, apresenta a situação econômico-financeira de uma entidade, não sendo plenamente aplicável ao setor público.
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a contabilidade é um sistema de informação que controla o patrimônio de uma entidade, sendo aplicável de maneira exclusiva às pessoas jurídicas com fins econômicos.a contabilidade ocupa-se apenas do patrimônio das pessoas jurídicas, com ou sem fins lucrativos.
Acredito que a "pegadinha" está na conjunção "sem" entre duas vírgulas. Português dentro de uma questão de Contabilidade. Será que é essa a charada?
Citação de Prof. Igor Cintra em julho 16, 2024, 8:43 amImagino que sua dúvida se refira à afirmação "uma entidade contábil pode referir-se a uma pessoa física ou jurídica sem, contudo, confundir-se com o respectivo patrimônio" que foi considerada incorreta na primeira questão e correta na segunda, não é?
Considero que a assertiva é correta. No meu entendimento a vírgula existente em uma das alternativas não muda a interpretação do item.
Abraço
Igor
Imagino que sua dúvida se refira à afirmação "uma entidade contábil pode referir-se a uma pessoa física ou jurídica sem, contudo, confundir-se com o respectivo patrimônio" que foi considerada incorreta na primeira questão e correta na segunda, não é?
Considero que a assertiva é correta. No meu entendimento a vírgula existente em uma das alternativas não muda a interpretação do item.
Abraço
Igor
Citação de antoniocampeao em julho 24, 2024, 3:02 pmEntão seria o caso de ser anulada pela banca? Obrigado.
Então seria o caso de ser anulada pela banca? Obrigado.