{"common":{"save":0,"post_id":"8087","level":2,"total":10,"point":10,"point_extra":0},"segment":[{"id":"5949","post_id":"8087","mon_id":"1159285","chapter_id":"1159380","question":"<p>Di\u1ec7n tích c\u1ee7a hình ph\u1eb3ng \u0111\u01b0\u1ee3c gi\u1edbi h\u1ea1n b\u1edfi \u0111\u1ed3 th\u1ecb hàm s\u1ed1 <span class=\"math-tex\">$y=f(x)$<\/span>, tr\u1ee5c hoành và hai \u0111\u01b0\u1eddng th\u1eb3ng <span class=\"math-tex\">$x = a$<\/span>, <span class=\"math-tex\">$x=b$<\/span> (v\u1edbi <span class=\"math-tex\">$a< b$<\/span>). Di\u1ec7n tích ph\u1ea7n tô \u0111\u1eadm trong hình v\u1ebd \u0111\u01b0\u1ee3c tính theo công th\u1ee9c nào d\u01b0\u1edbi \u0111ây?<\/p><p><span class=\"svgedit\"><svg height=\"160\" width=\"257\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"162\" id=\"canvas_background\" width=\"259\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" id=\"canvasGrid\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" id=\"svg_12\" stroke-width=\"0\" width=\"100%\" x=\"0\" y=\"0\"><\/rect> <\/g> <\/g> <g><title><\/title><image height=\"154.99999\" id=\"svg_1\" width=\"256.99999\" x=\"1\" 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y=\"1\"><\/image> <text fill=\"#000000\" font-family=\"’Times New Roman’, Times, serif\" font-size=\"24\" font-style=\"italic\" id=\"svg_2\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"151.49999\" xml:space=\"preserve\" y=\"22.49999\">y<\/text> <text fill=\"#000000\" font-family=\"’Times New Roman’, Times, serif\" font-size=\"24\" font-style=\"italic\" id=\"svg_3\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"242.49999\" xml:space=\"preserve\" y=\"118.49999\">x<\/text> <text fill=\"#000000\" font-family=\"’Times New Roman’, Times, serif\" font-size=\"24\" font-style=\"italic\" id=\"svg_4\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"122.49999\" xml:space=\"preserve\" y=\"119.49999\">O<\/text> <text fill=\"#000000\" font-family=\"’Times New Roman’, Times, serif\" font-size=\"24\" font-style=\"italic\" id=\"svg_5\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"11.49999\" xml:space=\"preserve\" y=\"114.49999\">a<\/text> <text fill=\"#000000\" font-family=\"’Times New Roman’, Times, serif\" font-size=\"24\" font-style=\"italic\" id=\"svg_6\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"55.49999\" xml:space=\"preserve\" y=\"116.49999\">c<\/text> <text fill=\"#000000\" font-family=\"’Times New Roman’, Times, serif\" font-size=\"24\" font-style=\"italic\" id=\"svg_7\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"213.49999\" xml:space=\"preserve\" y=\"118.49999\">b<\/text> <text fill=\"#000000\" font-family=\"’Times New Roman’, Times, serif\" font-size=\"20\" font-style=\"italic\" id=\"svg_8\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"22.49999\" xml:space=\"preserve\" y=\"62.49999\">(C):y=f(x)<\/text> <line fill=\"none\" id=\"svg_9\" stroke=\"#ff0000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"1.5\" x1=\"143.49999\" x2=\"143.49999\" y1=\"9.49999\" y2=\"155\"><\/line> <line fill=\"none\" id=\"svg_10\" stroke=\"#ff0000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"1.5\" x1=\"11.49999\" x2=\"253.49999\" y1=\"98.49999\" y2=\"98.49999\"><\/line> <line fill=\"none\" fill-opacity=\"null\" id=\"svg_11\" stroke=\"#ff007f\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"1.5\" x1=\"218.49999\" x2=\"218\" y1=\"50.49999\" y2=\"98.49999\"><\/line> <line fill=\"none\" fill-opacity=\"null\" id=\"svg_13\" stroke=\"#ff007f\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"1.5\" x1=\"218.49999\" x2=\"218\" y1=\"50.49999\" y2=\"98.49999\"><\/line> <line fill=\"none\" fill-opacity=\"null\" id=\"svg_14\" stroke=\"#ff007f\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"1.5\" x1=\"25.49999\" x2=\"25\" y1=\"100.49999\" y2=\"148.49999\"><\/line> <text fill=\"#bf0000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_15\" stroke=\"#ff007f\" stroke-width=\"0\" text-anchor=\"start\" x=\"245.49999\" xml:space=\"preserve\" y=\"107.43181\">><\/text> <text fill=\"#bf0000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_16\" stroke=\"#ff007f\" stroke-width=\"0\" text-anchor=\"start\" transform=\"rotate(-90 143.5113677978516,13.068174362182605) \" x=\"136.49999\" xml:space=\"preserve\" y=\"21.43181\">><\/text> <path fill=\"none\" id=\"svg_17\" stroke=\"#000\" stroke-width=\"1.5\"><\/path> <\/g> <\/svg><\/span><\/p>","options":["<strong>A.<\/strong> <span class=\"math-tex\">$S=\\int\\limits_a^cf(x)dx+\\int\\limits_c^bf(x)dx$<\/span>","<strong>B.<\/strong> <span class=\"math-tex\">$S=\\int\\limits_a^bf(x)dx$<\/span>","<strong>C.<\/strong> <span class=\"math-tex\">$S=-\\int\\limits_a^cf(x)dx+\\int\\limits_c^bf(x)dx$<\/span>","<strong>D.<\/strong> <span class=\"math-tex\">$S=\\Bigg|\\int\\limits_a^bf(x)dx\\Bigg|$<\/span>"],"correct":"3","level":"2","hint":"<p>Cho hàm s\u1ed1 <span class=\"math-tex\">$y=f(x)$<\/span> liên t\u1ee5c trên <span class=\"math-tex\">$[a;b]$<\/span>. Khi \u0111ó, di\u1ec7n tích hình ph\u1eb3ng gi\u1edbi h\u1ea1n b\u1edfi \u0111\u1ed3 th\u1ecb hàm s\u1ed1 <span class=\"math-tex\">$y=f(x)$<\/span>,tr\u1ee5c hoành Ox (y = 0) và hai \u0111\u01b0\u1eddng th\u1eb3ng x = a và x = b \u0111\u01b0\u1ee3c tính b\u1edfi công th\u1ee9c: <span class=\"math-tex\">$S=\\int\\limits_a^b\\Big|f(x)\\Big|dx$<\/span>.<\/p>","answer":"<p>Ch\u1ecdn <span style=\"color:#27ae60;\"><\/span><span style=\"color:#16a085;\"><strong>C.<\/strong> <span class=\"math-tex\">$S=-\\int\\limits_a^cf(x)dx+\\int\\limits_c^bf(x)dx$<\/span><\/span><\/p><p>Di\u1ec7n tích c\u1ee7a hình ph\u1eb3ng \u0111\u01b0\u1ee3c gi\u1edbi h\u1ea1n b\u1edfi \u0111\u1ed3 th\u1ecb hàm s\u1ed1 <span class=\"math-tex\">$y=f(x)$<\/span>, tr\u1ee5c hoành và hai \u0111\u01b0\u1eddng th\u1eb3ng <span class=\"math-tex\">$x = a$<\/span>, <span class=\"math-tex\">$x=b$<\/span> là:<\/p><p><span class=\"math-tex\">$S=\\int\\limits_a^b\\Big|f(x)\\Big|dx$<\/span> <span class=\"math-tex\">$=\\int\\limits_a^c|f(x)|dx+\\int\\limits_c^b|f(x)|dx$<\/span> <span style=\"color:#16a085;\"><span class=\"math-tex\">$=-\\int\\limits_a^cf(x)dx+\\int\\limits_c^bf(x)dx$<\/span><\/span>.<\/p>","type":"choose","extra_type":"classic","user_id":"131","test":"0","date":"2024-11-28 08:23:36","option_type":"math","len":0},{"id":"5952","post_id":"8087","mon_id":"1159285","chapter_id":"1159380","question":"<p>Di\u1ec7n tích ph\u1ea7n hình ph\u1eb3ng g\u1ea1ch chéo trong hình v\u1ebd bên \u0111\u01b0\u1ee3c tính theo công th\u1ee9c nào d\u01b0\u1edbi \u0111ây?<\/p><p><span class=\"svgedit\"><svg height=\"160\" width=\"243\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"162\" id=\"canvas_background\" width=\"245\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" height=\"100%\" id=\"canvasGrid\" overflow=\"visible\" width=\"100%\" x=\"0\" y=\"0\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" stroke-width=\"0\" width=\"100%\" x=\"0\" y=\"0\"><\/rect> <\/g> <\/g> <g><title><\/title><image height=\"160\" id=\"svg_1\" stroke=\"null\" width=\"243\" x=\"0\" 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OkYMasCaXfPGB82stAsmcTQvSqTjNQvbsbwB71N42f3L+TqteJ7NbqO+4efoRvmcFK9Pnj+a9P7t16sHuVTV\/9QVNw8\/w3BKzHP+9izMUjxZ6Uf2ZoA\/1fQ42Mfw3\/co1LA18vqO7frLGqyzQD1fsRqp4+uu+48P3Jj9od4PViiFOWFWUiSD26+58bZ0\/UCxOb8eXOzrXTXz68fV3RSot\/XRVzZj0LFiwYIwPV+xGqWOPEdwF3PtupF0FfOzLGE1mIMr8+\/i9BZ+6vvk\/xcf4\/wqmdnfs3rzhaLaFqwYINyEDlUMVKhAnjvaVlT3hvVbxO8eal7VZixmqOCVpltPlmeTOV5Tmqkgcqy7Me6mhrqHq7avI1wGAQVtnQQFhs0o\/b28iTJxx+SXz5\/dnTfosHWFUd39nxn6th6XT+WEg7+iF2wiiLPjaAhLbJ37M59+nO\/365h4G9ogpVu9JSn058Qw5\/dGabsXywa+Es03KgH9Pufy0kb+VhUOUD+1ifHp5qprGWVz0kF07Tmsq0UURnnTyisnwIDyNrxsPNVIfw0FRosF9HO+thyIdsbDvtqWYaa9lUI9q5xoZQ7x4KNs5A1VZVMAZpXE7LDcqCqOkrK+WgntPnM+bSA2Wtp7KXq3pjRpa3rc1X2h82rrerWk9NSwVm5IljOs1e02+rP997jOaP57\/Wa1yGNnS3rv18\/ZKf7BOniEqsmOJMX6yJThAJ5BTHvbPj7aL+RHP7uMqWdiDQy2Bd1j4y\/EE+awP601eRgU6pa80lNiz7dFVfWJc1I289csC6rAPIGniv2sBeBhN5YnbgqdGwLmsfmdaNBwyYMQu8igymWTFtJdf8zUD17m8As517D37yzN+9cJJp7wjtrFcE14xeY6zU21IGwVFroufPfrlz04ssFnbEJozL0m+rm8R3D3hYZD28fb1fYbEffHL\/Dib1+e6CBR8q+sglZKAiVDG1IoJqFtU8kZxrimHxAjxvLXPm6We0KChgb07LA+2Yqiu+lgp9USEXVQENeqKGp\/3Zj2udqFRFokZzrmOTYyGbbeIbEeT7k0Ns+SqeNLENfLb3iCWVf9uBlJjlxk7eqypOfOBggfbDdzN\/NJ4gG0+vEuXepAObY2pL72Q0MBH67ED01WSo6lS03bUouadCWVR9WZ8OXnVUKEt2ky2OvZ2OFrIGr4KWU5Q9VVd802iJLJ2qeNdvvdyKj7xCmFD18tDwLag4bQ0XWpbY0GdL1aDcYfm0b2zJ21CB6reUozi5qiKp5GFHtbYPsV+lRYN9o0pmy5x1tQxUaJCLSsW7xqpI9CQSNlWcshPHMlARqmwa+vTVSLrWzkgFe8nhs0iN6guUr4eqfIuyWgZDpdNopFrYGs8kZ20CiCiYkRWvL\/WeSICw00Rvtj+1UHpOMVMVUemzJw\/NbFw\/c5xoAz\/pgx\/\/z4\/IWFXdu3FZbQyvalV16\/JpqMymlv7x22+\/7tUP1xBVYbh6ctgQomGTSL1YrzpmmIp\/cdZnacRwhLK2DNKrmd2gKayjwrKnSq2Q16Wo3F4L6KNSMEuls0iNVx0tzQCsp4qGQxhnQ9a6hiO3KpIqaknhFakatroc5FYD9+nD7g++FUzVGIYiq1RlI6r0qq\/iAFQNB70cFvTcYJUNTQaq2ABmBhVgDV3jApllluYuQJ8VoI8K8rQJYlORFapxy0EVKSpjoEIZPQikgcGnCPbWBWvOs2wpYxCc6j5rzEbBnhOIJ15ldmN9sFjzZ4sAdraZfgrOeura6S9dH3Hqwe5VykLiWipU+ZcV7CH\/KFXP1C6dEJubUL\/EANBTBcYVqtxGk1gTPsttuxqVGqkH9r+dDnrYuiAIMktUo9fThyLrqHonA6m3V1Tk067Iax0t+W60MaVqFxd0VHF9fdoVkVdrGz4EgkG\/qQ\/f7OWY68N9Lke+NKPTJhzqcqRXxpRqi8thDGwhgPlnVcmyBkP1YxxUDw5aZB1PgmbTZvZinu3M\/K6pwMWLZHLaQ3c8jw86d+\/h3dqnEY9qmUYXswFkGwhYcK1UN3wHkFUVhOYkMN0897UDHwGL\/SNVRF26n7B2ixzh+I6eghFwJ7RrIJdSHGGdHmzQvymqdXpw0CLr9GCDfqHqsU4PDlpknR6s04MhKwPVu\/9YXXCwryfrN86eaFHgYHDIc\/rr4\/\/WK1FndhRZiFCsd9CzVnKcYoVEnHJFFKlbx\/DLCj+cR0\/B\/vnU1VPHYPPFoAiecyDg\/5e2iGjl3zVdsOADRwYqhypPFWcYmq5t+UdWyYH+MYHQn4Y8REQKFnPPGRg9bphwFggE5R42ZpAwtsfgt1\/3\/OSICEJ0QEPBzN4P9o2DgpQistSbU2c\/0fMjaiALgejzWejPfLTz8PZ13LOHfdPqGX\/8CuhLVmf1LcULn+88fXQf+\/DtJRVF09xjL2nC2RYgP4\/9Jkp7ta5\/GtZ24L8JfO364fW69FY0kNbF9RLGjX1VvF62QyM6Oedv39jXgllClHmzj0\/AQ+fHNQJCBqr+sTpeqr\/assJCTRKybBks\/fbeG8t8GORJaELbJ2FHhbwNVWgAwhD7DBNawFinUctlr3Z2dv58\/sxU2NilXi73isQakcTLBMN66qOMUxigv32FBZZw7lO9wOXmBEYe9r+tTjDKd67iJSzFqfhSTnMpvSqB6hwKAWGreoZ\/+NlfjhJcvNKeDQEGbEg5zfbWFQnjxinLqC6vSHNSCCGvi7LGfVhH7x5ZToswmEaXGLmnQhh8g6q7xFtSIfRUVpoKDTJKC9g43UyFYKokLK9iqCAXIYKIQl5HZT02rn2gcgduRSWU3jwcGIs13JMQyle8HKLqL0dQIW9PhWAqude6q\/oQmM1yQPaBujONf1sdBRl2cQWRG3X4vNGR6rBnTeNUgj0LTSH0IyrDRaZU1VTg1lroaZFpOZYIGOxezA\/rHt66VmVDmJWF8lNUf\/7+bO9Re\/C9810LeRwIty6fdsxhZYRZXS3zAKiwRF\/Pqtjr\/fDtZwS+T+JvAoqtC1JmtpCnkVtvkAKim2ntZF8dGPtQqYTqsaYHEtZdF4zDDcNFSCWsVAFc82gtGZAByu4SV0EdRdUEH69htDR93\/CC9FBFkR5ZcJbK3b6OatZbd4qLt7ok81\/nlU4DEjZcjs5bFyGVsOItSP06qtnLgf0KlfT8t8XlGEKJj1kqbDb1oW8A04qAZ4SAkIHqdTyrsmevBROqbZlpbfTU8GeN7924PL7YGxAdF3367MnDtizb+TZeeiB2sB1kXfrDd1\/4QRKhh31Z6\/2hbN0ryLp77WLYKkIZP176Fh4syccAe3yjSGujdoIUJwI+2L1K1T1unD0xdzkL63pp297bAh8s1SGqeI1U6\/DeU4Fie79+WaHw+7OnflPz0\/ip9X1DlYMRgYADY8JQlN75YiffjGU7pk\/u2ptQbOX2Ht51nApyhX+HHjPAxunD29dtDz6P9VTbhCdchP8polJRnLLXzxz33pPFYVUKCJR4YkvMouoFCz4IZKAiVNXE86xDZgLH\/b9f7\/1ryN0QUkzIFAbHVtYXjhGWMavHVfGMyRg4+zaGRkosmf\/1ijlLISILZhg\/fXS\/nnPrTaiHd7F0KaP5pqCDPQfhsn8ZnfUUayWbhRtg8McpnL8+\/i+B0nE2X9T68\/f602HgwY\/\/19quIrBVq1fRWjeSKeG2Hw4958Gx6aH4qocIrbGzGLGV\/GoeDjyHAG5vKF6ODcLGazFmGxq7oYotsOkS7Au5tPaKHMzD\/uJKjiLwt\/E87J1D6FZVnkXOi1T1mauIgLlIPc3MYrlPrbelU7MNR2xQy6CKUDzqGqaxT137KlS6e9RnAVTEidcvVdz8Fqi0FyhFWQSiiUsBNo9y44\/fULIgcqTyN\/4qTpWr5vnt1z04OVjKEV\/qaRdh7s\/nzzpXqzkq21r6klh594fzjlOspx7euhZZApEu1Aqg+IMeHiqt9gbcaSmYttJqKT64oLvLDPbNHUK6mYo0qYIWe1Hpf60KJUQznUUaRTZRYYZc9ibMKoKK08oSUXCupYqrU4QjqnCvCNdTCaLq9JxGEU3IpIrem1DZZkwlodMoxTirOMTlaA2sVEUml2NMhews0hFVR0LqukiRy96EPRVCZa2jIiXDVNZgL5LWe1FwNGc3IwPVO74BVKdMUO9SElyqXzaA\/qp3C0C+CRUrGrZjbCSJIKx36HrCEDW6f+NSZUTG2JeQtVg9ejf8trpq+fuvlQ0pzucLEPUFwzPxgoLdxhhmjqun8jdliGIEvlZ2gpmuCPT6iU2dHlQPtpFBna7Tg21kUKfr9GAbGdTpOj3YRgZ1uk4\/wb9AtU4GdbpOD7aRQZ2u0wPLq5qDIQPVgUJVF02nCP2MH0zs2XgB1b4xlVmKIanrdUqyjtPA3i8UML\/jLcrRujdk+Vm0CBc+jwJeBP3+HM2Te7f8NR3HKcKfi8ufXFjl\/aR4KPjo7n+IJhl1AvrU7\/fnBCNsKOhWUMT1IhMl61dlqB0GfHYbTUsCQ3NQhLDFG6R1Oeq2PwP0mOVJB1Wx5rpsoIqGT7Hucrxeqv4idsgleZ51WEeFciPVDNCv7cPXSPU+XI4ZKjSzTe5h30iZFJxN0gxUhCrPGQpgbc\/kYrgihlj4iS9RM18sE4\/jNNcaqQrAU0eqGuxftFBn4Z8QmmxzT0gVY5LqFwlksUtiNeSJ3f3MXgY+BDOTJf\/\/\/qtelfoynsSL4clDv7FJ0Ln8lbZdrRa5VzwIdp4uer73+M7Vc35AdSKeahltVZXFsa+Wsj5iAVWvhp77VD905Q4Mg9ZpEbP65\/T3b16xQcc2Qt91PVa6LuFa8mSEtVPOXuVJh0NQoX+NVAdq+LoOBG+QCuVBG479W3g5CnaP1CSed5alj8d2HUkFATPPPatCoAiCScM6wekc1xShbzOt6z4RtnZCFfJosdOwlnkWXrAgUMoLDaOeRhMpyocOg4f1cgNgRYPx00f3K9AQ8ghbXkZV90VqROT64zdsHuxe9asMhD1qr+dlLILcdnqvxU0xUBG7xdrZ7V44uffwrju5HEaGvy5E\/5VmGm7lGPJnrlczquZJB8h1K5qZMNneVba1VN0lbvAlXntNQ79mDs+1gnoPQTXrMJoYzzODcB0V9pOOggQNR1CtYm3D+6vc43BUUWTqsPowQsDE5w1Uqw0vhoNeDoBXPaH9sXxQZKB6x59VgercFOjB+goeKyY6iC7rew3ZA4WM72wXlijZjrG6MfyGAUoPBTNUqiNeuSJOUdbB7av4CVAM6hXQblWl2nV1oxSBifBkm4tfaPVnlwpU6kvra6zjxYvylj2pcxcseO+RgepNh6oKNK8TrLC8F2N3xSqpIkWBQMBBMAor\/fEIIg5xyr+J\/km8x8SeLoJUQctRR64IK\/ER4ZOHbM0cp0gf3roW650hVGlVFbHS9yUKYgDzjbO5cvMLEAphLZgitLClez61cFDklzs3z3SPwYiP8JI1dnIbbOjzQ1+OvuChSYzV4gcl3GB\/aN+q4KEZCqsMB3X4oPbGhqwe25htSfV6kIHKoSomkqpnXnme6Dbuu3pb\/qG3gNimR24mvcowA5pkaBtAhIGq4yS3m2mjdWnP5iqQKdJN41XIhlwXqU0cVTRyGRT6V5bu37zCash\/SvDjeBMqNmtpLz+jOLSwceo3y\/0TC16EnWpvQqHHoDZrbVUloGe7SsSpF7X8AgR6cvsmW0PADaVe+yIw9R8sgs\/jb\/O0DlQDQxCQV9nqcsDm\/aOvQgnk9pej2Iq\/OBEwVu1+6BDxFEFZ8YEmggxWRgv2yNgUFae9ez2VmVWLvzgVBnaG1AL6nsoC185Vu3hSxSHy+cFcVAJmMonxZgME+znqvc5PBAwws3FwSlde9bWYyu6pFjfQTrZmWlihksDwMwOaokIwFaWlGbs3oULmP05DM+rGdb1nwUUwtg20PaezzOOUU3toYCA2mFvbzWnnKdIYQHqFJgNVhCppzWguBPnQrisQV+hfE9yYHiNNuDtoyj0rs52tB6XtrgQyg6m+2vLk3i2PPLLCILrgj99aKNPCh\/Dh9RQJpwxHkXfjz6nLknJKnMIyf2KB9dTt65RC7x6vVZV\/WcFU1E58rLdD2fex4qOIvfKBpTXRtNTc\/eG8vf0y3qWoLerVU8cwcKsDJjkQVu3tbekPStjDZfencqvzZBO29GqTma5R9q2xmWozXHYDVWrGXboNNhtvqFEzd9yZqzabiu+XOwE2kwEjMCY9Uyx3Q3qIgOvRD2khA1VtAM1oeQKoXRiD8EBiE0Yo\/xDMNnIxZmyxdcibD+ksbaHY1qE6pX5mj3UNkcv8Pp4\/fVL7L\/9AgtdTxKk735\/t4pT84XCrdbTlAHGq3tikbEUcFYyyfe3Yq2DsFuv9qd0LJyFp\/Zk9xmENKTc3CFlYEQT9TAv37t24DD8FQyHMfTo5IE41ksyZ2oa6Iiuoizu6yu6TonJ7nbUKbKrrrOipjNCMRkth1bcNVGtasdZDlGQhdJyCeXqvLMzCHq6jCgx+rlKt+mZCCdMJ4lgwA2gn\/WasocqY0ryauSI97KGoxvO3sOGKHAjl5FwfChmo3v3H6lPQYFpOxPGO6cLn+ogz+iJCYXyFJXKE3YunvB0jdLECai9Y9tdYI8ydSErUI3wQ0UzOvi\/\/9EOEAw5f11pV3bp82qXQsJ5yoGJzSthqVyXDdMgafD4ogjOQUwXAPYIjnoeHL3E11Pqqo6NVT7JgwfuEDFTeAKZuil4\/ket0nQy2kY3S9MKWRcAkV\/OWVYlfl2IyM\/Mr1pBVv1tAFPOD6q\/bd1m6+4YcqFJOCR9+E8pbOIr7TahidpxCZvkTJlpVoefUEeeT+FGXthTyESXidoeEMcGUirBhg+mt3jcRpyqMAmQTAiIgNVKcgpktFLlxCLlO18lgndyjL7JOBoeQ67SXwSHkOl0ng17uMbGp03UyOIRcp+tksKVcp+vkCXr9BrlOexlsI0\/QM3TvVXmmWV3zTVOvPauKaTg8CULmkHUs\/EIWr6ZZk2sCp9w97UMuKk\/RVmpYRiIUlWltnCQmLN+6T8HsnsX6fTs2aH4QThb\/rASOOHrSdOuan2EPnNneiFaxfVOceni3fg\/r0nH9sQlXpyMet1PEHrIastmPl75lB+cNJiD69KVcBUKlHCiJUyzHvEelrN0zc7oXnwnmQ6\/2TeZuMzi6FpapFDm7rrsWZCHYpfAH1GUVmrwtlY7oRlAt9VmTByrLohrTcmoqZHu1hkpo8ryHPjWVHTPVXGP38ZBDVG0cSr+dhz2VZVJTyauuD\/fzcKaxYRbb\/DkqyY1qjYczVFiGzcxV3kglmGqWdkLlUvYTQjNP2BAyUBGqsLBnlDHRdvBa4JCgxireeQlooRq5DUTSHC5Cs5HWG973b15Bh5LFSH36Zpz0d+7aPrwEgD1LM3jUp3EQp1yaOEXkwoB+lAE966+etiea9WLXla\/zzXXWR4QtX56gdxvVWCtJJcfWj9DjOOXfRI4sAX7cowq2txxVCxGwMRftGwZOdtf0PYO6tx8q7x3UQC4f19Dn\/yKmQxc3MlC9rmdVcdmympHcfR7hyVzy3FAeRXrQUxnb9yCztxYm\/\/vlHqXqY0GDnSBBIaobwjwCh32zk\/hAONu9cDI+JNRXbfxTMBFB5Bs2bmP5VkEEsMXEDf+1d8zcOtImA0gUsNA8e\/KQPaOfo4\/ci7sIBuYnRUPkdQOBX3oocjv2RoBv7r0NWL2srxFHSg50LVTFBrzSXXxfHHUDazy\/CtY56WGcJ4EaMG0Aj4AmA9X791i9QCNrDcUGiviSJwEmud+ESuvoVocAUgKHLxgFn9y7VV8qZJXkz\/vaZSCt65ECxetZFfBP6\/lVhm4O+0F4ChzUSLi5ef4bu0x4JT76otqlMBaQ7Ruhqp6vs\/5iOdY5s2DBe4IMVN1j9X7WFXrNqtn2GlAC2JxrWEO6r42xavaS2e6ZTOzILyUHvo44xVQnVBEjmPwKB3EntOCwQnx5dPc\/9Y3iqyc\/qTcMOHqBgthHQNEd9dblejylDxaJd\/bHR1RkJ9vyKiIj\/H6Ozgbz8c+7aMLGcFkhXNP+H\/f6X2HHVfRhMhiPBct9rtFr9hVIe03JRn9qubfZUlOyMcl1WsoSwKqm0GtWzdZpwGrWKvrcVfvSOJ3oC\/3pOuNtNKCEwqrZNpoevWad\/TYaUAJYl0uamgxU9VidoW\/BM4FUQjyc85wsoU2h\/IAcDYd5rSkqNJQS1fiJWsxVrfcsmCSEAT15UVlOzuaesmbWkCpb7yVUuAGnYlbbnnTwKgiZ\/2Yj7d+EunrqWMUpyCmCgFn5JoYXL57vPX5461qWiegmqq4P5VnI6KlOH\/Y9eciKr34Khg3mk\/t3bNm7V8VT\/vsvzPpfYadSCEUeD93t2POnT8zgzw0QaGCsv7LJyWbmFy9+i+9UU5aCCIhQub3YcWDMYXJxxnO0gapdkaGN+w2YCeesexwI5uwPle0e0pnfhGbDGZG04WcGTsu98FYudVSCv\/6JgB7BnPyPRoRB5eLFSZaVRSiieI+vGDjoT+dSHXoKIvu0Z5OQz7Bz3W1aDgR4ew3GaCjl09nGIsxRZalVKoTweggFg2z\/uzaOOde6p+JrQgFmIQ9Ujfz9fa+qB63N7wQ3cOo3DGyg7mtydLEONIwoNnqOU+zI9IZBvAmlPo1r5s6tlMIITDPiVP0hCcDWz7nBbOgykKJn1HK1iA71Cnu+AKELqWvmK1qQtzFWKPLLnZuOv5\/EVx2N3Qsn8TPqqureK7jDWwPfoTbKWzxnXHERue5E+cnFXbAOGai6DeC\/iapxnXA4l6ZsDI56mgOOjb69nDaOCAwgjBEYTIwkdo71Wtb1M8e9svA8IVQhe8JQ1pGI4s\/2Ht04e8I7OP0oX4CNp3Jz0ZeVFg870Cf3btXfnmDh1m7m+jmtViShOBVRlYL16N0P7IluVSNuwDAp+z6B1tFv3ryn6q2HLzd3MsbV7StnGBWMQ0aaB88HjxqosyN202+rzxfI\/19VqHmrMWcBsWa+55hP4zAs9Kkx2PRsTQAvWWXkJI7FEUNcti0wYUnaooA4iBEPb1\/39+xIbp7\/JrZCcsm0TjX42nqKXGgJGY5TrKrqy9J+W92liHek9pOU4vjGMsq7xTMfad\/nWkjDKlfyFLeHyIzvBz\/+H3tYYhORl2UU7qGvDzcJlzhTjsWxikkf7ouyWTWepTqcUOg1E7OXrEdoNXeguGcYyqK\/yiZSdVrrhx4TQlDCBOss1+rDB2OUhZ7LxBKbG0w9HGBsxKgrrKMFhxPAgewnwqoerDVe1\/bAqgAkM3Rd0DOi9AEJKDNQ9RtAylDSs4LTQRgHF6fBC1eFFZF6ZCBggmBCMTSqBtmbx6dN6DEELDObrfcKfdWFQatC5AEJrDI8Mj4f\/oaNOPkPezPkEU+OHsWPDhvcANH3RUjDVckuRb1EHHZw\/k3hb+Kry\/W0O74DaKhIa7JCG6XOH9PuElCRH4TZDGDG4Faoir29YxbuMUUdBkkJbdhTCjdgq4UVVN5alodBWU3oruxwXSo3bXoNJD4tIQ6BOtz\/A2cbLXYAwR4i9Ay90BqenAPVlFNxyj8kDXzXIdcMK4RzvsWDoY5w5JvZWipay1hi5uaQmm3g3KK9XD7\/ISXuYYyN+mCaaNVzmmTsWLaoYxOcRRGEmcaOW43BmLP3cGhmT+UiEx5OS5gQIvY8IQyaopJghsZpyxBAlRqYMctARaiKMrJW+UlrO+csuA0IiGMhfSoqN3tE1QScaGXXouecUjWhwKkJJ31HbLrS\/noMA5z5LJO2pMKIUggiJCA8\/5Uo46\/aEHdYJREa4jGzqBqtgGyXSLH58dK3nj3cMyN8DN8BJAsbjt49ZLZsjFqq4vj+5EcRQ+s6qdWGXc3jj99wz38a8LjftIinZi7i1VZk6qs2LrhKhQNq7PiKlFflpz0xQ2jyQljYQCWhjRMLjaEX5i\/uvpwA+\/pNMULVZsIs3hOuH8wb2jvDueKbPUdoDCWIAVfjysSliQfePgUMMOo1GyhC0LkHht4DxWzZ7oHyUPKYquRDUr2Ch9ivo6XtLrWBKgPVe\/dYPXsH0Pj+VUzwy52bYaCDvqBznNJ9LEOY6t73fRG3u24JJqqQgYvnRSX2EdEcp05HnLJl1dtWVe05V\/ywMnHKz6eIU2wwWQQVZ\/Eb5SRjHff8wP5Lf7M6Xpc3Lalsfn\/uHSjQZ3PjUPV+gJWmG3jxi63+HNHbgeEpBPcYLiXXy6eAU1\/iI7tYNaIsTGqZnL4N6J2UkIHq9YWqvs3bt7\/c6lOwKmxA2njGxqk0TN3ayhnsHXwrZj2iNGIHMptEgosfVDOYiD6OUyYkicdVUrgIemTCAZZ+9EBFhJKoXahVFTGFU1cHD0VYGV2IvSKJ\/xZOsBUUQ83PiUtx4929eMqfEeo5+tVzaHx36hZWul\/VVxQJtTS\/MW\/Th0eKcuDQnlBQZbkZVANpu\/NeN3onD+3wCLjKdWcdzcDwcHIruOswJLhMXCxGZlq\/VlA1t2EGzN6Dn\/73yz3k6Df352jx8roa2\/FsJrQPmmUMXZ8ykvXcI8azT\/kvAxWhajygJ+msciaNNiNMZZyoicdF4kDwKSmu2BgBs+aiGUpI404wJIhzWNmq2ZCYrTZEBWKEmUnDEzEwVuq361jqIBOnzGPnyyvAKYmvfT07Z8\/IEPTd0g73oQoSBxRoccnvhrL8YW\/oLxjbW\/OXDI\/ZKAuJX0f4bkff6XEfkjt2Tzz1YA4wNB2tWmMTyK5CDIO+fzEVbCMMVKBnm2MWSugwsBmznDSBy4Rwu\/15IWZdTDlZRQo2C9uYgfJWSvdwnILebDOwtHEWiWtkpS5TrsPzl\/iNKgJ6ofQTwTLoT6cC\/j99dP\/aaf+JEoE7K5tQwgHDFU84qoEecpZXGl7MYB85OlDyiqAsX1BSqtbwjrUCB\/7QGyyW8dX7DLJcPANVrKqSBec8rM2otIRYo9rALMjmqrTXFNVAOKZSyxiHw9id3+iayhqTmwpNCQEZO42a1f5L9bpRA9cpRrzqUu\/8\/pz04a1rfpGSZQ77NQwojkHz044lP9fYTeOuHoW0E3ly7xa6ZiPULyvcjL9YY3+YXfVImHss8S6K6OiqyCajQVB0271q91gv4SpXtBzDOAzplgS1lGPEZbcFS3yIbnR1RskpuFJrGmdeXKRe8BXxaaQWQMkTpdNek0dcwRAyQk1s1EB75ZbWG7kEZbu06iF29hCBUipbYyZISIsWyygoNFlV98KELaCsOFTK5KWkSJCbRHpOTc6Qq89qCbtkybfwZ+Kh7SVHF1mWgYdTupenrs6yqaKUFqH5Iky8HljQZzL3bok2bqKmgmRCC5Vku9S556zyEL2oBnmGyn3Y02ZurDGZL\/XXmwDj3OTYQJWBanUDCJ25SAchHKW8BVOMBfnn6hHKs3VUW6I4KTXhLHDqGp3Fege5nhbdPP9Nu4cJ3GRy9\/TiBZuvezcu176PDmrMENhPqs7HTNYjM\/9ZEPmpEOsp3+0B9vJBDC+hinzFPpTEF0ZG\/dDw7oWTLmJmhgtC1BW6uJwoKVXOM7aIbtYrjaHj4q3\/5SpFMIsSAg2UZev5LFgXIg5TqfzBL66LjDibV8Xpgmh6Kg40HOZ0KSsHqjEnudxs3S5uQlFQR9D2wlbDDwMLKwzCLFUJKDlGro5b3VNZVmNj7eAvhzIQuEw0J54zqGoK6mjuvSLEQwjYe+yPlC4e13M9PGTw19NMhr0dswNZUuhPe\/1rRrW3X\/QZXjJXH2ageu8eqwNNjPomDTcWZmy9ZqkfhIk+oi+4rbmTuGzo0VBYWW1VZSG6jAutItzMCR++sxN6IEePgcdxgb4Ok3hm9PwZm0rWRNzW\/CYUsTKscpLgj4Zy3HmcosRnLO00ZdlRYkxd5RU2JvGBEh7M6hNPwBbVC6uJe+8c7H\/dACLWZ+85q5fpB2QfdNdK2zMrjjyN4oaVoHIrnYGuSIt9YVZH+lydz+AhUrDi\/SLWU4yKG2dPsLUnWpEFDzavF7W05z7nB0A0k02WlYDbp91DX\/4jlz\/IFtTM1+qh5mALVfQAgZvOqX2xV1XuRpCBqjaAdjSEfw1VXTkwm86CrLIZzGghjWeeu800no6gx0mtufyVNEQc1jsOBN+0D\/7pOE34uCTmqavIup17FKVqZUQUqM2gjFUqPeG0ljaMRQaEn3UzRrmpUkWz1OFTk5Badmx1QGTLQ0C0e7jUWpnxEb1HGwIV+U2L\/iblx6gYRMGDQs0JbBCODuof\/RfLUhrCXjsbFS\/lctA01ibkej+Ini6qnuFCtx5LcOoew8ZmpOJpF6UXRNJmMklSjOELgRlu4AMp9yFOqWjvwU\/IuIR7kNTjS8Bt1HdSrhfXmtwgU2M71Kn8SXErOdF\/lZ17Z+heEhFSVQ9So42eFDije1ssAHGeU42f6cprVfbpqt7YRlYo9+gFWlXlohus\/ApoXbzI1jUo+SjgGjthmLQlO7X9BBSyh9hPh+Pff9WSknhEF0CCsp5cEbM5\/Ez8uzhlMJlwTKWqXQWpb4NRSJ8kcsk96JuHSimOOULd0Ihofg\/oq1hhxW4xblzDlQCUzbnhinA7h3LsFOxeVhFO2iuVjCiJAQPL7lGQRQfruCDIPxBtrw4ILfcsjYV0w8LRQZ3ZXQ7a6JsuNwta7d7DgMvnZ7F+NqfxEI1Fz\/qX8F1tRxBnBJdKfQUl+JvejlC+b0WKBYdl8\/RwEeYzF5cb0ufcHT\/WTNN7np\/oUxo\/YSQQ+DnDBPXKxaSx4ZCuLyL8biyyPGlDrpcpi0ypMEv0UWnv4d0gfFnrfcAgITxRini6e\/EUKz4cZrjSaXrv77jGEv7r\/tqaH355UZ9t5wjPez\/X+qZmji+HZUAV9Rd5H\/z4f60HRJuB6v3aAKprmJluMOOGUYTS94d6yk748IuUHkbukVY8heopTuhQbok\/fPcFU4W4f\/XUMUZeZyxgTJG4HirrRxIFCjIs+gtTZTHWNY6ducZ8\/MSCVw+MY+7SrohcDxfsg0dKBCYJ85NVIUGNOYx7+Il7FAwOaWINUhi5\/Q6B+eMW6cdUY7bQFVw+rnLeQOIWQp+QRWoNl5h+M0N1NVGPaczt5O61i1wpLi4CtwdklKTIdVAF05supbh5enBFuAQMCfq5rfkErng9JWbcYUMsYCoSCC4e10FEQ+ObkLxqy\/kxDn+lNE78LbFb12isu4u0nuEC9OgYPyzhP4676fBku637DCJa8h4B7CrXpVZVXIV21dQDGajel1ClC+ExOnxIpHfTFUTYtRGbGOLWGwxilugUxIAYQXFSho46LmKKCTkw85tQgItKFECJAcPLXRmpBC+eKdgPCCYSK22Ym6XSYFApCx6pTAkWQV47cE\/28ymsKSvauPFihow9WbiKzA2ctgBGG3GKVqOHsx5aUXtoVK8ZQn5XoF7Cf5aKbk6tTOkWrigXu24Misv6XHX4NhURoW+vm88F7efkvsCYPXh4MoKvBX2ODQt5DPo9V\/+Ts\/aqhy+fOX1lrW8gU8OvVapOsOxL2aWpXwUMbq9HEca44beIAZOCLMa8O\/byV7qlcTgX0OSUZl6q2Hyke4FUNlfXgp6sUEV4NYM9z0D1HoQqjZi2CmUUurXcE9Cj4cZizc32Z9+B1lO3r\/tCUtaRIsiGviaD7mMt6kAAGI4EAozD0v0oY1mGAwiKd78\/r6f4gDszGszMGUWBwlMUFwMGxClKuRgLQBrSDV+Zydtw2HpSgiaz1DOYJRV7kJgSGf6QIyfu6u0b1x3nuwG3l4tYN\/nWBF1r7\/sqQLBmcQ\/XrSUewA+gLISsJuqabgNm9XhlOoCrxq0I33yJuSu4CFew4gI+rOt2+5MnDYwTojAjjQDBpEUgaui4d4srjsYprWBwosdgE3\/7dJKFYT0Y4XYYCyUNCe7iHJzSdRWqmCq0iFYQPSgVYzUIY77wj8OL9\/StjuYk7nGBrERgu8BsMsksIKyrVtvVqHf0XhXQhAnk5OkFR7jANKsJkzhq9ILlVQFMhP50g1ya4RQfbp733k5LEvcpHWoNG6t6KM6QouM8DeIyi8qXoU65VJD4US6XFmYGHxbRUhk4rVOmE5zYEJu8MgIUjyuEgY64AFmQlOpcIxfYnlOQhVV7z9OlwrF40hlKncJDyiCoOEWLqLpdBZVCrq\/FMqZFMgRlM\/dHljpUOns463BpHQlGvxtCMEpVzEOiAH2VL5K1pyoUrBsFN6Tiwd79T88guDfUsRa43vExmc1sgIaogaZ1LBg5xuii51lAQclRnzu7Xsh9k0hroeSJsg6dMs\/rwc2+wJKIWWWbkOOEUzW3vScBCAgMFdvQRPqQ4UEzsYPHNtw1aTVHdQ5ylEh+mLlDtNiyP9gjM0GiG82QTpaMh7WqYlNiffg\/XlXVxZB\/bT5YgILrgRAtVstJx4IyuSRmcBbCBk4J0fLGKZHuMGecantlDTJK5J5NaTAEgUISp9xeHIu40WHMQRZXJXQKAUQry1weV00i8nhUlPzW\/Pk7G+b+5owSZ8xpY7vEBaCI\/efWxNKmv37U6Czcc40uWO3ilDjliohT7CZaT2oZZaGaGRUJDCymh6Mys8Pu2XNX55RQGyZ6G4OLaD\/NhqWL6Oh8i17tr8WMPLE3Q1K1zzqKygXXUVWu7QfC4CTL7a0LR1wIvaFcustZWtrELrvW0WjgCUvBtFRB1YwLBgaWjBl6hgtHunqg58CYIqaye8FH7emehaoXMKJcUTNLSzToEYIkleMmg5fE33oAty+4uBV6Ju7ZB5T1jgLLSfJQ0ue2jEuQU6xCLWHIBiIcOjz6MC4TfdLvcPcFCzR27hSEQS41J02IAGG9rEBURWPHQAaq9+dZ1YsXdd\/wk1dfJAaclfQsw86yrm571YBR5Y7DmFMOeo3wUUswwgej0H1X3ecLxikpWZAwvO62L+i0ovnLCi6CgEtK406OwNRiveCfBwFXvtbSFz3kNnCRcK+G+0taRFt81yXEUQXuYdlu4HlQkIrqxQUGn2hbY99+4CcOh\/iynj\/if2iAGogNew1nscHnwqEvDUOfC9S1N\/cHDAO6mivFipm5yWaHXkKeTbk4LDEiFrj\/dR0jgVvXiP8Q0LPIdb34ihpn8N+hMAyy+DaA1pePK4tA6oFXp\/iDAD8ydSG4aQU0OuLTYeKUn32wysYZ6CnOsGHsuSI0Yvv7r7as0fMHasQYS1KykjfgVvO\/215ekVVypu3br6RTD6MDG7Pmb32Xg1WeySPr\/QpVtIpJ7t0QiCevAr1DX1vJ9Oay5f4w1syUqs7ydaVnsWdW++7iQFDPcc0Z0LBzWQoyKFmxs8T1w1puXPWsKr48kfCwUKl2XyIg1h+nYPJQdbucOazbKM8VAQfxiIWb3WMi+e5nYwN7NGpa7Blr\/rBLctWQpOlbDDc2+uElkaU2dJmd0K24vpDBBXWo6veDNotjmBusl2tObgOCGtc3qARGkcLQ339xdbiCLPS4Cmjq4QMu+SbERoY7CpfADvz7wEl8cwexYopook5jh8EQwjE0P1+\/RIcwyJlBYajY7Y4i6F86oe1YDMujaIIuja5LbN36TwCd5UozUL0vq6rhnsZS0y0k9bwldtAJ3Fs0ddtn3lpl+LP\/nBWyxxi9V0Yfx\/bNcSpyExSB1sa+oozjG2dPeEBwJ2fO1CughJUWfQSMKUXqoexpRkWYQaK9RvxcnG3G9aotXE4CLhEKEJeJgww1jNMkL62P2EHH9xxrnjMCGvM7AEXVWFXVFGL5GTlDt9CWelRMB9IbrGJ8Cuhh2QzRWauqmBn6+9VYMma4UnQLY4P7BPtlNCwoUCKg9wEP9l0\/tzXLixe19GY+152SGU7nw8DVZSx1D5L+TahG2lJBmUCAt4SeegqGz9yJLRPWa1HDsKSXGIoUYVFJc9xY875GcCnEHLcQBmptL4ienmUcmGWgilBV\/YhgeVUo1OmqAGZy21xFY6WFXrYgtFFlpDLQ2\/dyojqaIRujSrk01W32\/QQzusZmFz7XZxzk+iCXQECc8mdDjEAuXhV3FckZqxUXIWXEE6fyk7sT+biEQRAKLeWqIMZ2jPDXP7DfvXjKV0vkUSNOqpaQXRzfGPG7F05GIf01Uw8gM\/vAntpJ4arLT6m6WbGNQhM97CIT9JrV3C2xjmRfGcFyChrE0UCWLfbfz6qjDxO0hWHtXLqaoFYvpDDsfX0HwlgH0UUo6ZwgL2gDwn9jZcGOgYEKoe6OwFfT4DKR5YFEpGsXscdA2HloZQmghO2RxfGQYZZRfA0IZNVdFXMB+0Sy\/NyKsDXpqFdzr4eoaD5zk8Hcf2jO6pRVApebqjHIQEWo4tq7N0vAIi6GGtw7Sm4bKJoYY0EIWQ3oqVAiFxUCuaRmI+nZ2gMXIeybHGZ2zGUtOJfx50DFlo3haEtS+GFm2gdPBs0w1Iu5DivY01nIdE09qCZOMdC52BQp39w6cUYcwYC5QaDxc3S\/YRCcLxmgodNyyfW6Q+wMuX7pCZ+5rXHHNm2fYhneym3cwAZLDyc2OP7Ixpa0NErJQz+AQ2KNgBJ\/GGrtY0CBKYRZ33UNUqaYvXdgQDEiWUO4Ik8HjAs24WXdbGMX1lPlR2xeJtCZ3hcb3LpkHCG78+QwWPUtTjUe6jaAj7jh7Tw6YgRLKraEDBLMMA6mBDxFaPd8SIMQDcSga+m2KB7A1Q935uEHAhXoAavCWqI6bOihRP5xNo3D5G\/utVF3OMRcjqvP+iBqmwHzCyczUL0HG0AaXCE5QsMI7lOnMWj+qcdVzFv1V9x\/uCd730fqb5O6tPvUsq+NmPwY6N4tL+UYmtyUWCi13v+HUBJkekk9ygr4wIXnwnh8E3eux9\/CQZ8WQe6KrISNiohT9Z0er6eaeyNQxM1UKTYg7YNFKqpoFf6Mps3bCZrg3qalDtCEIWs6\/\/WlbpaKdA4H06xmGmCUY6Er0qbuawQBiENCfAuKkMS9jUjKKXtJnEET+z6FuSjxBsAYwAfui9yDcZKBxxDlQGDkMxQVRv\/4jVvgzXNf4zM3bLqLIsg\/fPdFjueITXU5XhdEG9fFk4LZhxsMbOYv9eItB27jHjYZqN7ZUJVhHnBJcni2N\/EKdISm+pOHbVcoHVfCxlwhcilCZPF8IIoh+9r4IrlI1YVAcKEIKds9g8W\/Iw5HXIBhVUUVVRYHGCUOlERWvQkVi6AIoFmFhkvUix4NAmGUce81IwGRGUipbtyolKuGJ0KYPPz18X+HNy0unqrPqqmdJgf5Ww1fAgTaa89ZW7l11XYMatvF3PM+wqfoycXS8+FokJeMznRd4ZiUXAjLvojN+A0AB6q75GcMTsuk+FkG3SDUUb2n1HPh9fek60qBWsYaXd+Q3\/FQpe6LltDXtYhl8ju3IQfNqVhZaOur66Llhu3ZjTP6iU3eOLCG18Yqgl13jafbMYowK7iBO7qx72PVY\/sy4x4bmXpAWCTMOr85QgxBT0BBTxEOC6Q2DhKNHuravZAP4dhcsKQn0EBVbXeNKBFwgShGFqkfPVAQP\/GWTW6tJQncXS2u8a0DvnlusAy020R\/Z5XPtLp2fAQporNlmu6Ij0GQ6Kq5yGsEzHnEHMNhjhgzuSjmiuiixJVCOAoftoF6MmKNfUNGQ\/9kZizALdSph1OdUjaMXzPce3YvFOq3ciM0iQxU7+4GkPZobPzxW03CuBigxoTmP7PUuX56TanSAAKBP7hhY0UIo0jXd8BUGa2oC4F4wfz3JCFOeVagp2AY09PDbyUz0zgl4jCXvO8jYZXbrkqYx+gJ5zWpVBdzLH5qFksv3XCPesmKlYVKRUnNBxf08EJmSvtbaeDK1\/r4CTPo64lAPMTREg8q9MH2tkH94F71w2ngdTHdUlcHwRt\/gjgLTy8i2QGyhKSwDdT2GCcuckTAMRa\/eSLoIqYYiNMalv823Al5MmDqZA93XZ4cJbg0c76NkIHqHQ5VccOsJRLbMSsnF4DFiw36xzR+qg38EMcvv3Bt4vLYBrGoMi4Q4zCrByLMeRZKq1cUTS30EAgiD+KXDwDTiejjp\/VBm4spKjKPxzRFmJnwR3DTCxA0E6X56+pSxE4iwAMtccpvFbGeYvYSRk2LPcUjR2DlSJxqUe+tA97q+Psvlqt2mB5wY8cRQY+Krp46RhznzuG1ajTqjQWFBUeBDFTvaKhi4MYkfOlXk4D2PlqaMPMTnqW1hrp77WLF70fd75yd\/ThfhHFxUgoi2RjR04ZJQrzwgoVAgMCOw4HGnD3qWRWrNsi9cGN9xBYVfyjiRRCCAw1FfEpFpCyFrp857qWR3IufKrYnUZ2O8DG2GBGtyKJSP58ilLKGYqNHLegxtVl9lHb7yhk1ar+72RuEGjt+EYHTaHhe1gatSYnIXFBvqNWut3SpuOCQyED1joYq1gXMw7rrMqtRakIO0y\/Xt4Qw2\/jngTzc+yUGMxw2xjdzIKZBPcQRgzkpSJxyWCRO\/Xjp23ik5aiRqLkE6r0qlgMVp\/ywTJbtKawroopKmXVMue9PfkRNVIRAxHEk8iSkCJb2ilN7iHus7\/x8SgEx\/tiq4lRUZxsKVldgQ25z4C0FDRxv7XU53OS0aJe4ITv\/LW\/XgoMiA9W7uwFkOFZEYPGS2hUwjW3DUqIfwX4GBFgcoWdiaFsULw06EDDiWUmRYkAg8JKE8MEOzjdwsjCpGcJyqU5rVQXYxJ2K7WdEN0U072JcESQcKF0pwdfPXyjFlpaqUcq9WGWoGpWLhV57IEpJ1lB+EEajWI5RkXxrz9pJVSa+21gf5uOhNG\/pHlB9iLfpa3sKqX5YvxKMrLwWC94nZKB6Z0OV1j71RfCIHVJaH3KC2cgeimUXUSBVoaxvwDLPNZHH3+NFZnqQElZYDdXXyvo3oRwpbB\/IT0wQ6hNAwNLAL5SWsaZce8ZkjaPG4593\/evGgKYRp5zV5mc+8vfhSEQpgo4Xbl\/Heoqlkyc2Ntgjm8GO9R\/nhz9v49z2haiPJrg3WL\/gw0QGqncoVMXEzqnFaK7tDPGK2Ugus5GDaWkbELJ2Vf4gLLUBAoGLs1piwreCufuDn+BCQQKBN1YkN89\/Q6WuKIKA0qSLHZyK8d+zpxUHP\/Ybm7HBJMuWCHbYGgSqfnT3P36VARCnCIjkYkJW1JJxUJoIrMi4zWLNuySWS7iKw1iSugg2pBy4xKLPbGEu0Cc2s1eRvkngDF2RJ\/\/8U0\/WolELPlxkoHqHQhXTTLO6Dejd9kfP2QbawHPeckCT1lIEhWE2QsJsd3HAgsvT2OEAY3KZ29zY66sS3NsdCExFSgDCLGgVFJBx4NmTh\/3PjV6L37FFrygTvoXz0sAQslZnew9+Yuln3Dh7goBof1QqoqF9SycjjHL83P5aBCmdUIRlX666oEq1l78BSzDsgz9fmHDZNwU6vDVB3\/5PL4ef\/VzwgSID1bu2AdQXd5lzSPlVmvzS31poNsa8zfMAqwz0tX9k0npKM5NlHLHgyb1b\/nIZm0cWL6sTBnvCk6MAAl4Ry3747ov+O3c\/tt+rwqYCBwen6CmCzOrGqzBahIBvYs63SSPoUIWDVBz4RkAs91hPEVJN7p4xXDyQn4tRUb2pD\/xbH2kQ\/CG\/YXiFy6LSTnKNMmPBh4oMVO9WqPKUQ6jvW\/h1qm5aTsG4f3j7OturWAEVNDnrlQW2eJx60YHg51MVCG5fOROBQJjMZ8WUiFYIzK56c6JWLiz9qEmVDY+chFBou0qUqW+3sxwjBmHWNUdFB4YIKKwBiYB+leFkxNki76tASXEElBSkxxwQc2saoKUyGH2s9maRu1HWsPaQ\/tH5+uu74L1HBqp3LFT5afeLF96XAcKNJnDErwk8w4k+\/tgLS88ET\/uQX0aO4HcCONh8EZu8hfMH\/96YmNJ7wJAFhxuVIk61NzYJfPW+ePvYMYt4yqn+P34jTNxvvzlDhPsh\/haOTLp9H8ycuhVEUmRsiGgVp\/QgLD7Fw8bkvewUKjaYl7\/KAEpF9e1FQp4NYFbJNwy1nSbTOfWLBbFk9qZ7wQeKDFTvVqhi4DKamZwex1\/FL8PGhBzCR4PGN3OeWWpj7s85ddtejFwvnQCLDvREHIKLJzLkFIlAMCKvKMARM1zx68rXeo+Bg4BFNKl3F+NrifJExrGSckoR4pTXU97BESKxNDmAGZlJiwPYuzrWU9fPHHfEYTI\/fXTfZnCqse17yMgcsLkgUfjScT3gt3uUquXk5\/EkyMaQuOo3hWoye1u7xw1D+rdmc7rgjSAD1bv2rEqo3cHda\/rhOmbahqHMYsTG7MV8i7bes7rezGIdxDIHQocPJglZlPWEdxFD1cWyyKGBoMO+z5\/dXfzCv6n0T\/2SQbzwlQ\/RfSj6xBNxv2FAQWxQmjwaMkRG4pSjMwwINMHfdKMs0Q09h2k1yWN954JuHRURN73EY5nCYoqwhR53XDsgOmMMT3TOm0VG6uq9a6e\/VLvinXtbLPgAkYHqnQtVBJR6oO69Tz+3V1FLMMJQBJ009vwn0DiXkEH48OfjxCk2VmGVH96FPICI4BhBIKivE\/onFjypatnSfuzBlZLGH3FobxiwPtI79PljlRlfDOQ4jYf98dvtRBwHROI0kxm9m1NmrtoknHJgVjspAqIjNQZY1rrv+5MfucJI3yTwKpow\/NEHllf29m1wb8GbQgaqdyhUeU7WLZcYIV3uX+ZBkQpVTM4a8Z7P3lm0jwEVrcCpWLB4xUQsiPWQP4zLez4pB9r\/\/XLPb0J5wcLyBGXMq38ett9WJ0Bgaz2cHJBXQNR6KqqIJviJjFrk1PYotTKKP9UNvHCLGB1vSFA8Yq59k1\/x\/gTKX+7c9AsQuMfyxO5hRuDjIOIHn+AIawZQbG8Ciua+EMBvsXFEnyz4QJGB6h0KVYxXpmJ93M4tl2GtKLD2IYsmM9PS9vduXK4ZqFIx+jGoVw0Bu7\/6ph7GNiNl\/iMojVjAsffgp1qwsN7x65QcGFO2Xgr3zzmg5CA63Pn+rGsjZZWHRt5EXRYAynAgF0qs+wg0roo4RViRPpuccc2WCPItYh9xqj55uH3lDPs++gGzqEjxGpt8Kat7V8Ocje0NAK+Iy\/YqPttV5Mq8BR8qMlC9UxtAhR7PL268bfe3CZ7VV08dY\/kTT5GGcc9sdICozRp4cv8OUzoCQa6hZOllUaQc+MAKpT7jQ2B2oWzzSlXUqsqfAHIQRB7sXnWc+jI2ho5TrsX8Flw1hDQQG0Kz49S5T+P98raKLPdKsIeUohV+mEfB62eOK\/ZFICsz10UrwkoLSTkwhKehl\/5N0BCOm+1PVMWbvShG12LBB4gMVO\/Sqqp7E4oNUWo3gunnmdnNwxHIqhkLUtumfYhauXAawUihhHVNPUy5evITApfnkmZVLltGf7EGDUWITX4vgSCL3JNbQAMBYQV7lJzuPbzLwse7IeIUAQgf5EwE2SrYMygg\/vh\/rggXCaPhXmRTJKY9h2XSDLfxw3WRKzNqIXWpfxM4QFuyZ7tbEfrWXQs+RGSgevtDVQzTvM\/7VwcAGxxrNkBDP0e5P8Ubbs4hJCfTu7ZyRAfncnjqBrSxciBgueR908d+Y3PvEcwc5Powc4XUHy99Sygk9VKBvevP1y\/9MbyolXBB+KlUVcd7nvWi1vljeo7uCGVPmvMo8l0Nl6oXtT6NL+gw210KUwQKknI45FGKrV+Y+wtAhkLexL1\/DfUpx4XPh7\/hrqYN12LBB4cMVG9\/qPIX4ix76rLQ2OKT9dEzF699ar2gGStOTXiUbNOCWI\/q0Xsat7IqJfv4RrF\/+YDFCBsrmxVbhQwOImnw6QM+yB1fCSL3blxulhkQLeBqRUNSdpR+Y5OW4tKzJw9tjKFtEORaayMHy7En9275FQTCIpX68z6MwjjjMnKSxJcWa6NKi1CWPzb+98F60\/4QmlMV3fMGXVrwxpGB6u0PVS0ivGST4nHM\/svRIS02ggn5v1\/usRFjicFsrEnrmek5QJaZATMcZmayNyCSnj0lgcQveRNxCAR+Y9O+QYJgQntVIYDQ5vDBDo4lD85UKTUhBMgpSEpZNDCzICJOEeCunjrGQk9ZbSmEZbTCyMiIhsWaX2f9Kj4ZYHmCPQZpp2bmohIf9DwuXqS62\/7IAqBUOO8V6JtBfceIpag1bl101IIPFBmo3pVnVcyf+u0BNkcxCXMeroPnJysUP+7x71JlXltrkPpoXzXRIyH0LRyEQbyF5PUUCTLaIM\/NaUwkB4J06UH7rSVA7XgOrQONbVzcpzSNAyqCY70AAQhYLWqosRTPIzx3WUoRleoFCNxjYUIp86tkRE97qDkff4Oeg25hg+kX3w3WidjbmSr+L8AeIhA67Qk94KwFC0AGqnflWVU9xWBRE8N7302BVwf6g8MueOvy6ZixGSBKMH89CL\/4hf7igGa1lzzxx5AdCFjm3Pn+LLTke9r7KbgPNCYk7X9aD0IvWMyJoMPk4SFTlCyOesPAT8T9qDuLdE+a4LcPNIGyuOQ4629W01FwYkyKQRaM6OZSpATEekWjvcGq1sHMcoYmU4qy\/w5wCJeouh7wxYPIDPoLFmSgevtDFbORgcuayOOYPQvDmiOz1yIXO2ygXJBp7NDgiYGFp72ncd3SgWMHKasP1lCezCzpCHaxg3OMcwwV4NHRFjsEi\/p5mc\/jF+xcY6tXccSC\/aEiyj7+ebfeMLh2+ks\/nxJ5BGWHGA4EJH+uR6DEJVf1Tby5Wi65bEAu4R5lXVAfLJ5QLYClYj3hAixX3RZKZemjR\/isPqn3vNwtXRMWfNDIQPX2hypP1LYI8M\/4otPaJC02omIQ+ykX6aciRD6Q60EJt3dmDhGHzZR3nSxb7l676BAGiR85uXjQSHAsYFVCoAkaIV6qSEuVbXtABx2tXyL0sD08F5sxSt48\/w1tDCdHwJIjRE1jnCFO+SuBBNO9Bz8pyrQ+cRsxU6nQWyBussoz8JOKqL1WlN4DupR5jhqqK9yrV0ZYNae3\/5YPC95yZKB6Jx6rs3zwOI6nGMz8eC27fcV3M2oOEGui7AjMB4cY5sxu+1nRqyc\/YX3B8s0bK1K2JDH59SjHEYeCNc3Qo2QJxlKIjVU81ErcPPd1FKw1Qq714MF\/1d39FAyrit0LJ1Fip7kallHGsSOdR6aiHy9961WIvrq8exWmyrVAqaDKVRWHX9QyrnytHwKmFLk0NrUOE61RE2Dpw5wlk6VSUcTFw3wruC6O+iCCHoA2SKYXa8GHiQxU78SzqvrsP75FXNN+H3jy1EMuJsPs6IfflrX+YiHF+sLhwxsrTyfmD5HFDlAqooNCDwIbK3ZSrFMo+0ksDQxCFZaeexwRO+SYi1Pq3o3L3n9RSh8str+F49SO2b7N3pfYsEJ0QKQsDNpCtjnvKqjRSz9qcUxk4eb1FAsx1npehZFrr+pZvvSNZAIb2w0LOiJk0xDfOdwo228J18XtwQ7ExxpxUQ4S8ha8x8hA9faHKqKDZz5RgDmZ2v3R1i9\/\/MY0+D7+oB6nmdnBky3El\/XzVZ43bKy0nmpLjJo8TMicrlEWD+uVK0BdLA0ss4V0EXvCyktCFCeG\/nz9kpvG5o8ibh2ECj0OT61q1J69lCIguirKEn8rNPTTm4JUx+nzp08cRnHvo2jXD999gRIfzO8q6lHghc\/1qKh1yAhBnveJSNWZkESQcsduexfpAQOpa2f\/S+1UJOeHti\/4oJGB6p0IVR7HV08dS9V28HTS0I8JyfzfdyLV29vgzEfaWFG754xJYJDQxSxo2Vg5TvmTO1Y99fSHTWWbxoKKexX2\/BkbUsczNphEOkeWRp5RwFVTShEhfpDv5vlvHEYvHtcChNoj\/I0gkuAhl+N\/v9yzewQCdrWOU3Yj+Klr+IAVENrChxmYNtz5nSDOmpHQxp6XSKeOiqw03Q4mhM5V+9Gee+mgVAveV2SgIlTFmND44MiB0jQWOBAq1wKayNVoC03OkL7gquCCYb8NlcDSw+M4dnADsCz7jlYyE4k0btf6fM3ZkZVwWf4P\/RBK6idDgYOU3SCFzfGCtPTIBAL\/+XUiCPsyAgGE9V5VPCBLUARnKIJNvWFwvMUp++zU7mFpty0TTYiDUUgvlLJIdECppmFWBb3Sebb3iDDqDxZx78dL35KFgQOB5BYcSetxe7wrkIQlWHaN9AxrwP6dLPBZNAQHmj\/T68t\/JrHQE9JLJoGhDPjfJNbgLQJidFEI7WGlGysheg8BYxd00yREMy2YCoOBapWzUSGYagPnvHspvHvu9ZwTKoR\/370MVISqsJN9lJRgXmsQzJW5WZOELFh195rNVB64K1TOKip3Yv7iZzxGCefFW+TJYLm13OEJmI0srRTwIYytR2kfSH2gp4O8ZgHKjSI6gpmy7kFO8Q0Zl9ju+fnUla\/zFzU56uEaG0BOqYtSciN+1fP2lTN+uk1w8BsGHMGcnUlqjd1DQ3SrOJUvlKZX1f\/qPYqQOgsZcr8\/xXLv1uXT7gR88LqpjKkC98pn+EMThHEJMEZGoAhHfcTJYu36meN+78HAMbPJ7fH11Wl0I0pOTWgzN4zYRziOonlllRtXEBsvHtG0i5s3oSbosiJggICxC9LSqEgjPtqSgwEBgzWcIyqEpIovVCL40ktoD+YW9xBmqRAm7lF8nXtYjqlSyED1dm4Aq52kMYz12Z97DdAkt78h770ryEnCLGVGsQwJBnXlBI1Q9vUZGXd4TulQu1EGNoaKQOBnW8xV84eNQNnIiZe54hGVSsWOjODlGoghftXLpeL6yTeYsURwEYoTEImDBmufJ\/du+WIHaLpjloBxlvrz94e3rtUGk0VQRAFxVl+pZEQEn+Jka7q\/DwCGwWdwyirSNmzWol79PdR6O4Ma03Q7wEC\/uezVk5+kdsGCDhmo3s5QFSFcAajGMbM68w4C5iHrETM82L1aU3oW5HLUr+IRHFAymSPk5+IWlxA46reAK071U7o+esdtikBLETwhaDp8nGkvapHlABq+ZaiyxgX9xqbhhVuLUw7QLqhTqjAbAo31A3uiD8GRqsNY\/pOEPRCDaonIi00tYHG7QlgPjOtFfBpO2KJgrwTmzAL7AUu2pS6Iz9sXXPDhIAPV2xmqmHJxy\/+9PlbzW5EHGsowUKQeGO9ePMUc7ibqFEGuNYLtAacVFxwROCW+sGhynPLzKW9bPGntYcU7hyqXIjb5RdZvojnYB7PrTdhndMh4i1l9A+bi8fwTNfbE\/ROFjFwzU4pAWV9dptKKU4AyLg7MwD+KEGrrN+0AdaF3KcxsD1ASbdMotnuR+7LaC+Dsi2wGli7F7i+uzoIFU2SgilDFmNSAi6E5pJPTSm3s4bgmTZu+FOnklLQ37oorZUYx9zyOWeCwreXwNMM0iktAY1lnEeBCBjolq0KV3lbvZikGYSQ3rBRb6LF0kV\/u3PSMdRbFYfs5\/tgMkerzWE95ZUQpu2eGPlRxSiBgaeNljl+AoDoHGop4irqga3HKRu\/qqWPxtrz+xoSDNYd3+DJuT7LqIAv3iCW490XEKZRYxiFwShHLLksDiYA\/fPdFuykIFEdvzj4gckpb\/DiPrWh98tB\/curnDtBHRWpRSwULldYv5cdHpbIjsRCyxBKKZMEHAl\/xDFSEKoaApwejkgGhMdpmSwp9VuiRYwSnsXOtcanSuLiVrogsDbpGhTxTMJY\/\/edoGKPJBoRXCMUzliWGoZpaoYo57Cwd0QROkEl9IFMvzvR7QCY\/SjvGJMQT7+BYBbC+eLb3iIKuCEJXiqZeU6JSCLGsN6HIkkk8TjItKbW44faNiliw1IqSDSABolUxxHoOSlLQbkNy94fzfqiFkwRHSolxWO6lh4BTcsgiTlVAZFtaSyaFoQijUW\/CMin7UNPChFDfSSLG29L1kkDCGe5Z7SsbSgXr+rUM2osG++CUUG5jXBWhF03QhyBLy5GqgdK062tNTxKpdS4oITQTqqYJqtCMqHyElXJDllAay01T5LYZqPgfgSOslBuyhNJYbpqisqZRhYwQxZM85O2b\/C\/1Hv8jcISVckOWUBoXCePxqorzomslh7o5tWCWFIIFjIW1VBaKao5zRMXEq2nDxAgbcQIKmG0NOt\/ixw9MQtRwpYx4UwXJ4CcpE4lcUn+3Duw9+AlXyIKTfR+BgMlFLusIgmDf5OYSp0OQ3b1wknrZiLFOIRAwIR2VVEuEqijiDxCShywq8jeKWRmxxCOa2LH0M2I6MkUsk8vxYPeqV4Ps\/mCg4dSFjdZ97dq7uAWKaD317WeEXepilUTkradOuK0am4dGkSCLKk5Z\/bkIwAdbBjDBIIS6Ik2gdjykXkAErx4oNP5BWEcYsjVDH9qYf6XxqRkkjAqGbmsq5J6qdZREMU2pBISiIpWmUSG4YFJ1fq6jSs0cFSkayZhtTxWpNGua3FMl+eBD6LamQhZDozK5RTENVIkMVG\/nsyrALIphrPenmXK4Hq1VF2wNtblWVfs+tcXYUQmzm+e8OtE3Y5hUz58+obgfALEQ8K87YFz+2DdSd3qFKibh8QgE7OD0o8PdNdP1GN8MnEvDqYIiLKp+vPQttZeBy1p2dRwYsAojxDhOnf0k\/jp8vJegKqIHwj4KhsYF\/SCMitjQ6as2D+9SCmXQaH0ErUhyAAnIJqnaq3sB3kbWViA2EbirIJpitsGCBUYGqrczVDFnuKt7HLNj0iCOiYeQFluDmM3U9dPlzdPAc89HrcU+i79Gd\/vKGYcu4k69K8BMxjJmsvYmyE75n7gW5oIXLP+Ln4JRJTEbo9RwT6M6ymr23rvl9xIIH9fij\/dVq1tdihdQcarAGl+doXV+XeCbcA8eLLKiiL\/0p4tzShYaAmK9AKGvZ8cnmA5w9SCf4NV4BBd3K9SA+NCwHsXfPP+NDeztZmBJXfX9cL8xhxLObYov+KCQgcqhKsbHW3Q3416dozgiRWoDuOrRTNpNDP6v+38sINsaZBZh6Y1Mrg4yI5Wiq+8DsonzO4qED2IWcyymq2xITeU55onN\/yy7ooTAvk\/LnIhrUchOCiWTy+KItZhbzR6TOEX8wtr8CC4uTez4EHCDqMSEt3usg4jvdsC0BqeYkeIeB\/6znKlf1HIYxQEso4rh+4BqbD4jF0xLpXaG61JddEdfdVTA1X55vw\/y7AnFHRIJsr7EUbsGofl9RIkFHxb6685wykDlZ1WMnjbEc6xwGgUyqxXOKFA2loHMorj0UQS5zKI4ySxV6kNOMLViGOfPqFtZxmYgrVLSDvf\/YB4Tgio+GISTVbAnBLWsMwgHTEjN+SyYL21izylyBQL2UPVEnPDh9ZTNOLApN2JWh+\/xpMkP7MGd78\/CQ5ZdCosMgqTWo2HNhaUfq1GW9VTkarGmtBkjY0+K84SeZ3uPat3Evo9TQgyW5sQMjXNh9moLpSHOOHDYb3t5mRn8L3\/47gvickQ3kc2lQRLu1U6TLTZFlE0bwwYDBDQuiDBLtZKu2qjs5LByzvjwhGuM9yHkP6eTY2LWpQcmLOWqcaRrqZzyn9M6SrlivI9vTvlvclg5MYuZZUzfVtdYxIixEsUke+yqsD+lEoVKNrnpY9gBDa+YGC5rWfpGxWG9qWRXVFG19Sry4kU93O3+con0mObJdjAn5M1V1VWOlWBa0hDUNNJ6WAZOxzdgInwkKKUA5Ba1UIUBDrNOKbAtwhha7HVk8yNWhoZcpj1h0U+aSJm6tZ7CrPcNjTuK6ggokPsDtHOfhnvjFZAd86mbT0WEFX\/o9mm8aUGwg5Zct0UpZ3\/85m81AuIsGpMADPAF+6unFIyJUyzBWBOxCmal5mfkYS9WN3OcJpBZsoV5VoHGTSPXjbWlWz1LtY+muWE2Hz6trMF4mq6Sy75nIO1Pp8ZDOkfldA2V07kim6icFkMJlTUucoDec1pCZQ3G0\/SVe0+aARmo3p5nVfhnF5ly9X42c8lZNMAC7UBwU3vBLTRDgZYz7ZnSl45PN5KroLwZKMWBG7XB8SNnbKoKUk9vn3qa4W1trAyqdiAg5XDBcpUDWraHXuXQaFZJ4aduNb5sg1fNnvsMFd04e+KzKEXTiKroycWYKlwLBwJxx1Q0p14NJVixbaSicCmcceiMeMF5fTGIfWiEJxmZltN6yLUKApiqHyBySyWggsQvZ8E07lhdZQMzV9qRzLCtEUZ3o6IqoaMq4fBUJbSCJexDVYIZSghxM1UJ+7vX7EtYR1XCa+Tcn6qEVrCERAYqh6riAlEy5TGKdIqN+lmqHvZMAZV5hUzq\/ROznts1Fp60EtpsrJnPaWtYMOTSUbL1bGGCLH4ZPXLRF2EPlJrwLa7jBoHGZVk7uBSHnJRN8gSntnJ7D37y78OxuKitHJVi5vlPagbzw0B1bCodlmkyCw3WSm4gtLZxLRzEGuwhYRnCVstLGGI6YVQ24bAsszdyBUQpCMn65c5Nv\/yBi4Q5gp09IXeoSIJ8I4qFrfaAYZa55FGds2ZBKLT\/DWIbC3KsNvh4Yj+d5SrqcJESZtnGQg6SErCzYLODcK6lslAMJXQMJZihhNfI+W67hxC5+1AB5AxUfagi9YHMiQ9GKik2yvZNuJsPFjSvYkA3jWyb2SpV5CZDsLXZy8GkYhZ5HDMhWRORFZYJM5CGoFMLAcQRLaf1aTpskNvGDalwYJDhIhJCX+9Sn4qvfXCkTc3eWLURQdh\/+cfRSQhw9e0TIpHNXK9pnRJEiIBehMH\/46VvCRCDZQiuDoHDM5wFFA3xkoStHIHY4ZUj5rzDuuCLAhWNxT07RFj0m6uZ2\/bmNM3GLgtnbWO9sAXkUgoHvOtcBV492L2ag0RU8t9lSwAYsPd0EQJoOJyXmFL2p9kXw6owcK4RxFlCpCk0s6OgervcK6HZv+XuDaihiJCBilDlUWWtx65lBA4GVhgAnZGuakhrwM1qOJcqC\/bBzgwphMnv9QkUsyKmn9uT7tkMaysRms9FNQBNLRBYs2BhS+d6kltuWQMo++vj\/9b6SM7ES+GVa2cgYQfnT+6IU3oTqnvfnUplVh7af1Zm8ZVAz1diAhsuIlcx0wt2EkGd1koRYuqHfb3vM617yU\/HzYCA0g6z73MrWLjd\/eF8mdkfGNSKeIWqdYJ+6Kp2efduXA5\/hibDgP8UsXtUIX1kmcGcpMqKi1Jl7aeZqQEPwxMZkGW5Jyla+1ACiFZPBQwQsCkhmBXBORDQ28yHKXW0JthenscAdhYCEoJLWVBua1QrWEI0eSQMNmZIoXXawLk\/1ZjzDbtXwtbuBadyp+4ByV2WqDJQKVQFV9i9Qcg539t9P+f+r0kVftsCmdyuqQlr4n+3tqAXhZhRMS+GL9YUYY8Jpyyjs1gWufjuhZPWuBYJsSnDyfp2yO7FU8xheOq3n+58f9bGDH3+0UCnLG38fIqyrES68CFje+hAg15F4idAWU9RhK0fqxLCqLrLDY8rqHATJKou1oA4w8LQcerLCKNUFJVEp\/UDWpFNXyHiP2zqjSfAHhMeDMiyYz3Mw\/8IPsIlI5lTbqO24jidwGnkDq22XFSNUMUjc1Vw2RJE0gvYIYinTRWaw2qUNGzScyzlbVxfBPVteLuOrYTItdiEbPKwwh2oOk4z9JxmGHEmw0bO99W9KMhpBqrYAA6Mq3QNxQUGuXgNk0zkCRWysxpJClAhMEQ8jpmW1kQVydljQtugthUzs7dClWKNKxpzcmqejnAg+V\/7eSYWM56xPrBk6hJl\/DkWuVdPHSOamKRCFUsnSKDC2BEHf4hf3l0RRLQDal61FAKlmi3hG8KT+3dY5vj51IXP\/REB\/ttyBCIOqasjOjtOsXzzekq0Ef4oaXI0FFHTYjVHBCQOtg8AEyzf1ID4XNK1bMSMVwAl9UJT35dqhLoQUWTmKnco2oF\/LIx4SsA6aokBFg2vDx+Jxz98+xm74yf3bilSR6dhQNliBj2nqYrTxjLa370S5t0roWNYFTZRIZiBdCJ0DCVMqEp4W9wrZKDysypQhUlagV7oDdIh0lWhbJzG\/2YYBCQOxk0YZBuk+fuv+uyJbQunPmwGsAmGlONUYqQJs1lGYJ570cO+0pYoe04UYS\/HbNA0oqJ4\/0M0mufhEhEHDz3k9VeXr55j4hVtPeSKpZx4vOQhxKDxJ3ffxhtJ6Jke2NgrM0TPyBkpX7zYe\/BTfbDo5+i4YQ9XwZSjCM4QBL00Iiz6lQLPQ0dADk6zunCPLGxunv\/GcYoNZn0OCxVmFIwafBVKyB5rgmCDMjPUdfE9SnPqVoQb7Z6BMYf9WYciLLMNQhmHoCrI4uB0WDF2YNX5\/cmPuLVw7SpmmSE4k8HKEkgj1+JEGJwJIRn2pSqhoyrhkJyvkaqEjqqEQ3L2VHR+CLkMIs1ARah6Fi8BPt97zKKAu6uXx5wioCGXY3KK7CJVlgPBxbkJFxWjX8Xj1RuE0mMsqicPB4anTyg4vB\/w4Cc0YmjMrs4MJUt48hCBshzJDO2Th6ZFYONz9eQnBBrXaDaTUIWpZPz0CWsozMiSt9EJzGGCi11iXUOYQMkahzHtBcunMavRUAoHoCJYkBuZ+cmAmwb5jfZHsdj94RVKcpkbbgiHfcMHORYHYaI2mARNlgAYYIaN24sNXllJp0mz9xgHHGcIcSz3qEJt33uEn7SLRpG6N9SiaDhxsx7YcxWIbrX51Vd8opbsfK6puzcuK9VBJSE60xrnkroine49xmHCgTkJ9FCRa3vSoqKgs2ijXN17hHtuIHIKsYOzhtT2KXSDxFQSWhUQthdg1wIXz3yk7bzCVuzZmTMxu\/IuG1NpwVGA3m3BbjVULViwYAO4J7FnJ24ybZhJTj2dFvwLyEC1hKoFC\/YFS1SWgbE3WRZW\/zYyUBGqLp3QwTaB9T\/rc\/ZKlZZAFgaYsQlCIP3h288uf6W\/AWcBAwQMkG1A2rNZYCuBoNyTn7BvspmL999H8V+Xc41pP2YjrcP1VtWVwqniJokUjXMR4LS+pyrfXCMp5KT1uKrHqfATEg6ziTBaWluMz8KmAA17K8xwg+rkZDjviigo905+QnXeXRrf7MjeB5Y+MKMDZR9N46CifJEhwOy6GAZkuRU246BqNOqf43pjoICnFOFCcJCFWbnBRhIqSnEF7QkOVHV4yGn2Yes3NBaoESXM9ULW6camhviSrVxlO4Bcgsy6q7khHQi7oUIWGo6D4tt4FslGMvYmQ6giXX3U4m1LJ+RGpgnzj2\/24UxhH6oStqB6re5tR1XCJqqOs8mH\/2KN6uvhivcDpaYFJ\/jz9+ceykyhVAn7lPp3QMfVQzRw9hM9ynkRb4SmQetWO1yP1W+cPbF78RQh4NN4ZvRM3\/6d6bF4GlJdpD\/1zvz8KALE7fgth9AbZdZDGqYTIZLwQdn\/5W\/OZFZgtZT+oh9eEUDx8Oa5r39rn2DS3nDy5fP2VhrzPNwYkdRHaVSXqvWgixz4SOvR6RuBX9bdDC7x7oWTXC8\/qCrQLfXE3XJceolKhwnm76ILTekpLUsLZKl4TG+0CKQSxlRo+ifNm6ia\/RZUg3KVCpvMCqWpfAyl4kNthI7KXmWpoqJUKSdUlQUXgt1IoXMvA9UBQ1V+NNajsW9ClJLrcnHe\/mW9+fnk3i0bvzXQsKsX0AkHesOgLs84RY\/AZsHGrBSZF6ytWIww7n11m5lHiUBEcDzi1v3o7n\/8HJ2Kfr5+iWgS5ELrvWFwcI0pSPE735\/1T1ZR1r\/EYgMXac+GdeqBCANmXvE5TkFivdNytVaUD+JPFkJiZ5CZzM6KS7YP9to3cuhJaNFE87PrbHOkUFdEjfUxRQ8WhtwjuXC\/Pv6vQ\/asV3gbWQlxRlsCbktiRU62iVxs66kOTEuBLWhXqRI9FfIRUZU8oZqArAxUhCpfP2tdzEQ+fFpZLj9BMJTgcJaEIafQeAoDIRODyexB00JsonevZ0NYIZxi4tgojRYpa4Wto00zijxtP7TAmP4z3izPrHHKP7KIZTYGLI7YfTyLv6yHQVgKksM9KzkIKMRrz35iHNGHiiA0Zwn2xwf9RnS72f11+Ae7VwleZrNLsgz3VFe83EgpAkfFIDZitM4hzDZVivIQ2owVog0MLlP9AIZXiwVKucayh429mI1ZM1pZsLEFyvjgtPEMgsS8piVMr7KEMWFkJgnHj+3PedHVd69dfHL\/juNyWU5QbGEgwXLoF7xGtLnZLiigkzNQKVR11xWBa7B6OCvTVbom24ALj2mdIhSPj9BbnYTc0v0MgcmGcuKrSXqBkghrCEMIBtIUXNFK6ixOooyoLESuReUy+ZmZtXFgvzNhdpMtI9TH\/IDtGDdqiqNvix3BgnjitSaqIDa5E1jm6JcPNKVjWRR1cSC7oNkoQoxgQWS\/mH84pjhle4ebcNLBiyIURNYLEO0505Wv432x9mY8Jthbjgn8klxbauMWm5qw0UqTFR\/FWVtBi16uZutUldLmAOsUk7CiSZLQGzYugcIcnK4QjoXGMAhjHgtmqwMl3nLnsBuljNsPoslHKDYKIk84nVtpCuFSpjme00ZFulNS\/rmI5dKnMEvVGEpwyj8OlClMqHrCLLuWORm6XZtzR1RKJ2VnqEj5j1OlzRlldNtncnXEaQw88TjNQBUbwKRzBicI65HGmYZzIN3qnEt9IyQtwQZxmo2v3QG7DG15xjw+XWXz0SxD7QZnm2VfRxiMgDKKj2ibpTkzZXrTrbW+YAHoh6yuCwPssFHx+KNYuS+KZ9s0rdE2zlaK6YFASpO5vfs1T8qy7yN2x\/zPa+yLimwqNAgEJpYq3s0QRhVxfI1bD1iAhGlpHkIGrfBzNwIcYY5JKzdaL7lIF6o0P+tJNFXAYzZy7RWWnLrLOO2EvLho6t00ao92pZNuo05b\/6yhClFt6YWcZk2YDpUonZ3G4YIcIRsehBK4fLaPU8EMeRKnJm9ssjYbWW4Ip9Fp2fCwz7iPEsFl6UByXZzDDM6dp4rDDCWQmsqlymagKk3rZ2swMINzI2SvoRr7gADPllSy6aiqoKtIoTGkpWT3qwT+i9PRY3XnzV9gjlJGQXkZglCyHeos8xqbCoHUh3lIq800tZ4EsUyI+5uAjakkjPk5TbbWQsmR646TTVTB6aO7\/2HmkyXO4An6qW8WzBZi1qU0LnbFU8CSh+uhippjnHI8\/nm3FiyAWBDMcWkboUtxaLHz4gXznwn8VWwV2V2ynsJhr48gpF5slEZBC+jpKDZufp\/yQnzVphpOLhW5IEdWGms3tmz+dPKz+AUIQiS52GMRbeCKRLdHQRMSlOtTM4pj7Nww157RZTmQo+uAyPiHATJ9VX99y0\/EbIQADwaWqxSnpCU0e+WOhenwkxA8JZCaJ6BTHx3JaDwbZovecO6IGVC4jqZobCnYflWYOmmGoiJt9gemstBTWQjRBVeFfTjNQFpCsy+GEvahKsFU+4KeN2EGqtnH6nBNjs6hEtai3FpFY7MoM1KmkAMVE699JJwI41FTrWwkkpu9qPjn+UM7GWq3r5xx3GD+26zn2Rpi5j8mdk70+EqdJ7YR\/ujPTE2+tBHfyDXSvVZKAQInWeaw7\/NXbQoOQF\/E15IxoJCnDcU5OCWQOXxgicCp9a7GggNN1BXKFy8Io445x8Kxtnp1vrqlSzVQYCBc+hNMg7WbbyQYUTwikcCpD582iIp\/tRqFqvjfNMqNGX+sIaPJqwMGzUFH0QKBXnXH7gtGoC9EBiqHKgqTUdfGgpTtmlkIsRdqsSBYMxFctsg7KkGn3d+\/IhB4M+JcssxTCJJ1Q4RMVcfsenL\/DiGj\/0ga5mCbOkk68U2qWLmIMgyUtnUEwciEhCxPWuuZtASC\/Og+XrkyiJVBnh2F7OnNKaGK5QZLm\/b1vgQLK9YgtTL7sraQwUBKYLrUvp3HwgoSOyDacBubQY4i5D68dc1LG8IiXml1061MeyeVxgHzj5e+bQ\/fE1wsr8Kokn4mmBK1K36hNqFrB1Rdb8wR3ShlVwthKT6ywg1pEKRqF0KcYVYaF1Ha1TVo2shB47KknDaeEdDQIjLLxg10LjCtBTOU5Srbgg2YdB3pzAWNERiaRAYqPVaPi207Mibjg9RClDKdYGF1oKwKKt6FAwuB3MEy4j2Uuf36kUEMfdelFBsECsDDQC+qMChhsGcyE0q6fZheC3L7bVOCytaMzX7MsZ6yOaOZnFB7fXBGbLIeb\/Hc4YllDpu+eqzePpgXj2nreLb36Eb7i\/MGkY5Q6NUWs\/r79nU5oPcP4tnQ00f3\/YYBeVdPfqJ9aGyynE5qoZnu4dr3ERaJLFq6xqrTHeuWImvL2dakds99SKwpV2lprXxZD1qJe74QplLtrXuJibZh9cepyKMsCA\/Rtf4JoXhk3F2FNEtmXb41QhgHsxjaAOZwjdFkAQ3t5dqx1qMnLx3P71f+fP0Srl47\/SWdRvdiSBEXRzChHasj6+2bM1yCqX6QTdU87E\/LYFpkPZVT\/jktYWSwDdWYln9OS6is+SIbqXy480OQTRhYJ4E0BrOhUJCBSqGqcZEqMyhsGILlMamcGKE09q8XCjCboQniwa96TcEfmWPggBWFYggWZz8KK8S0Ae2UUw5u\/oyzesjCtI+CU8KCSmXrDMhyDvTA23prgdlPWOGoNwyYzSxYsKn3qohZlLKTHGQhM3txr15KMlheYRBNSCDXeoTwREXEdGs+br85A6GdjHT0k1UInGKDM6zUAJ2BP7KJcYM9KYeNCY6WqQgP64c6Lx7Xe2R0pk9xm6tjV\/HZyvZelS+Bgah7TD2FJLJbSV44qfDa2SeabwPMkycJh+YRQjO6pn3nmJO0kYvB61OuWl0Jf0+g1rksKrH3VeuLl2A53NP\/fcq\/kH1pnE5tlMbA46SOWTP3QMhrqezn6rFq1uS1hNtQ6d+04TOERYXsrJB79LFF6GUGWwaqSagykVMLWEsILp8240QMu4E9hPTJgmUTcvg0GingikcGox4q1+WsZjYaf0ajUiPNSZodF0HBNdZc+iF+cgQzZ4U87xtAsIGLBETLf2i48dZ6jbHO7szrKVrBKsNTiPtz6DTWs3hUGlXoNzZZednAYKVj\/vHslWVaxMeCfmBPnKI5XmdxiDmajD1RJouGqxRn31fdSy3PnjzEUg2M1AIHXReea2DpgX38hh8gMtJAbfr+\/N0aGkvYcvGKthGGALocJJJimVZRgPBntX1rqTXDIPbBKUDobAxfiF6Tga94eg3\/OCW10KCQSmj2nYzbGAuo8pPuyuDaXq2AB0JzJkEDPOgbOf8PXk3QZ4V9USFMaQMjtlbFFGGTxce0PfpbyGukGtH2WG0sGhuTujNtk6dt2Eihfh4hA1WFKmstU76OUPP\/UPcEG7IKHZWhKijIUK7dHxNJhq0NACH8du1KxyQAt6tDbZagILOrIsIQqoLKNgbFVmlXNemDWJ\/jqmlZcTgWsixkH8FsdMEKVe2xuorzjxUNNlj270t\/FzEaA4JgH5qxZzqlUTxjMn749jPHDoq4mU7tnqlICTFUVO6x9GtrLvEjUBcHAhWZDYE1I+s1x2LmsKJSDCMMajL\/+vi\/aCCB35q2qlL3RhOA+pB4agN2WFG1gFBuAMwsl1BAE8oeKIarbKzRjKh6kIsDLBW5CkQlAjo9k6+KxJsotbGtW4iKzHP2\/qyduqDPCnmtew2b2Aqvm2pfHJKq7z1y6dVmw\/\/95ZucChmo4rH6TFMpYC7xRuESJLbR5gsJfIrAVXdBjG3GMWg6P1Byy6rhzgQoZg7bhH2uIS1TxKdOpcc+srpUwKC2lizsPYVsYwHTieCy4kySYktBNvG82bTGpxGnCB9kmao2gBF\/VYrayVX4uNDe2m54sHvVpWJNNFwL7PtQBSh44+wJlnLhjF3Kp1QZqsI9ZJyh7Y5uzEY\/hbFB9RsCNWIsIeId6ylK+eMIApZDEnof9SNcrO\/Qw1CL1kd3\/5NOj4dyLbv8MMsQZ\/aqEPLoitgrBE5tWYKbkMLK2OupSjAngmVnwU+fEJ78kQX9nC2JFSJ3I1ajehaZrk6pqg8jd+xejt6Re6npqErDPzRiaP08Q5UaUXkgWS9N23kUFYINdJR7UyqRd1TCLFXZjKgkj6jqCM20yZadtQpxFtWY00IGKoeqVS4KcfRCiFmxjiCttNWRf3iulD4GTUxmhLAddn8A2UqbRa9Jxj6Kp3tR1nI5nKfV0XGq\/qon0+s+AURo\/Kst7QXbhxC+ZXyNx9tMXQeCKC7O+vnwO1fPiSLWL4QPFneT9xJOxOdiZi403\/T2Q9oF\/IYBVHByOL64Urod2W2kIkKnt3BfhXtY2ow0bLLH6HM8t5LARHgiTrHWuHRcL7iJH99jB4Q1mqDUastFanVJ7A7C6C8Gd9jjhi\/u592fe5gAy\/LHHiKIIRqCJpQW3f8ldFdkJIihBKwtS4j+MSEpDedwbvUzruK2DUiKirT30zw+0NgghfHUsBBlVzXDgEGQchjtoUuqIo+CYTPSBFVoBvfKMqyUa4NIhTIYaeaobEMaVsoNWUJprGyaKVWlcqy7BM3eBr2Q7lnIQBWhanhEQoYpfLoCdd9qloqEZ3m+FhjowN4H08ND5MLn09e78IEF2r0bl1mNMyWccmPnQCYESLh6TvprF5mN3NgjXgBHXjHUqkobkNYLoLytliLYQG0pIXiKMKAbMlk4ZmbWLGjIEEOjrVUVywrHKSbz9TPHvZ46M3yypzenWkVD79kBQMgosO+rHZwnMwURULqIPUdPnzggnok45eimVnSNNYOCURAqTsWL7\/pg8dQx9kTidvjziImdb7AqvDrAwczCiq2lmcNStXDAX7+7MOyCWzeKNup1EWvs2wSNNsQsPuLphORJoRrbmsDppAqyomeGW8uVr3U1rae9PZuF9egHSWKNZsRTfhbU5GnBdeRbUGXvFbajWrkcB6GahxmCRHVx6qPRzrABcjNQOVT15Ul6lo4L5H2gkQ7stolT8SCEZXafU06LjZSZQKzxEGGsoCxQnKPCwTbgfhjLE7lUVdSzqv5ZCQiDob96AbEE8wDbRyhUqIKKe6+ZmdvUiyk2PrCvoc905fT50ye1sSK01RwGbENEGKU8\/912Oqee4hnajmWvyjGZhVcUl4dRCk\/oUj8I+zbIHd1sWeQqT7FnT6kFmd1ZPakhdHqD6VKkbnUw\/FO\/hINvqJIzyM1sT6Clf2qfi5xsQSKblHN66LRGznS+DZejhJ5nThCPYnEo5WH2gKDCEablZ\/Q8ISlf5YjfzKDH0NONdIVvfr1vLijOaIIFEyOLfjrMXDwRGttk27NU1zmcrqFap5lShWCIiqMrKAOlU6qhmSAYZBlCanzYOCADpfNUcZqjImkNbHqSVsWUzQW5FhmoJqEKoZUcqpGQ1ANdZEWtHXXIspkKzR5V41duvcropYFhY1x8+uh+y98HxAsWHVlX6wWE1WdV1mNmwf5Q0F5RKdMMQcpqaWt7ZInfRVh9mPzH+Nt\/ZnDaf1bAvokdEx5yEBFoVL29DciFiinh27gnGClRpk0fgbt9kQOK0GNxmh6SshRi32efCIiES3\/oZm\/tuRso+5iiLuU4RYCjDx2\/0GPputwhAGX9UA\/3ADfZB7m9QBarOVuyrlTZ0fzxJQhhuGTpZ2ncFVZG2RpFw0UZafqCaTBMvGAwZEMzPfb8EWe9LezmsyjmYmFAF1EAewhNIrl561OqK1ql6YlgwcXJsuyyJrQmqVqjJBdVaCzb2ILk4Gya6Xh2wU1UUz\/XUpGimacqzRoqCbZpA6CyPBTRoA+bEJN8ELDJQOVnVXR39LgjXPL6SIquytCoyo2CGhzFUzAVaTPTz7b5GxuMGecaNvAIoD26y\/3xG4OGlJHEKTJzmwOBU27amFHK9TZ+8VSoYqpHB0lpM+SoFEFF7ADCdOSl\/Qjuaya5ydlteUwX2I06y+8WEgU4iAi+Nv1qkbUSVOidRe20iChTX5ozWOkEsRyytzTZpy5LZ7IXI04xx859qumHS+W5+ieuPfwlUMovFlGEJhB9IInmyx+YXRaoSJRCb3+4ZK7XQZYitqQUB8rauXLJQt0uSlwFzkOwPsv2pzYg7ZQSLJNGVl1NCb0mlOIpPallp\/0lqDczANeUIHsqPsEgYNme0kFSfg71tiwJpfGlAdZ0xtaEY10ImAiIpYm+FcYMJYgKm7K3BsEaxMraj0rYQNULvoghrqUKYegxmJ1VPJw2l7oINceTgSofq3dXFxRdh7BJF18FQ1R+3H4qk8V2MLfn4lEL08AtsVJFhV6wnAL+eYiUnwj1EVU9q3K7MEihG76cGtLUxZgKMW8bVb1ievea\/t6flST1rIoQwB2bWMB8YD3luiqQgSf3bukqBicznLDLVKnXAgzWSmVjT+wAMno6injHgsgVXfg8\/xA02Vi696iXziElDooqngNStZ+a4SQLQ2IK+urD4M\/IwqmOWP2FRwL2VMSsPvuJZng0Xe5xVPNxJhhq9ubK1JyrQvTeFO60PEkMl6PgivIkQCkrLQR5Tt3yEBBV68tDhGC6kdQd4rI9rZ30kSobtanoU5Lo+ToV8KGctM0qG0JzVWchZGOLH2ygstL6NVSIA9WK59mTtrceg57KuWGm0ypeTS5NVReaZOshnsiSzQqhkYHKG8DtMKU4BEQRXcNR70MzJrxVMb9y23MEF7HSwnoMczhSdWg9g0CwkbOCSh1ngXRMbgMJJgS9YJl5W28t0BKvYpxVz6oAQ59AiSVcblR9mAD2HvzkxlIXE56oPXo3tD3otSflVQiaDFRKvKhmstM0If2JTfmTESpiDSky4bJ+fotQiF720YGkFPGw49QC4DLVq+eALWo9amTDi4Hdw74+N7Abdj44hm4shGa4FlaOUZejMBAWiqdQhAgTBpz85c7NG2dP0L13vj\/LIpQOofc4ZXXpL3itVgGKcwz5M6li1sOJTWPzYYiqOwXW2DixDRWaw1G1UltRWbKwRjNMtznMzLUqbmSgIlTF0BQRgo0oY1lClJecMQ9kbPYgjrRF6z7NQS8BGw4TWmBu1DNalDkbZS+gaTVmC9FYRl+CD8xCKZ01xAKGXTyLGMAqn3nGxI6i6UaUGoA+KhLILVlnzTfggiwQEOq7L6yGbE\/K6E9tfKBGpVTX\/NTXX2rTcfbjeD4SIez2lTMTn4lBtQwZQ+sUphM7uIpTXk856A+Ll+hDjFVFOIDAtPQGkw0405UwSpaiWHSLLd0WuR3XEZ9ZaHjDbpw\/pi8DWa5XQEG904BfqZoDzOlhu7IFNPjJYcGeNIwuRMkhJMkq4QZ0xuFM8vRyCra0SzKPk863cmzwMNo4EnpO8xQhgtk62k2cPdUq54RKwpRqWPc1zTzVDOc+VNZnKmU33UY82cwJsmBwSs5ARagKCjGSVyySW32hLEG5jGYETis3NConTavJgn2yWR3cxzygz8S72rCZ0IJhtrBPFE+XJbm34ZyVBRuTdmsfwMRiWtYmyGXt3qBpzUQmyxpbkmIWWQmmd30UyD6I2OFAUE9qCMdeyFC+2BAITzXtCaCEtnpbskC01b3dC8yu8\/HBB0HBT8Rp6aX4pp4yY+sH7DZlKYLeB7mYeWlEUeot99y0rC7qcqWkhD\/c8wsQtRaj0vrc0KsqAE8tltumuEaCLp9rsay0VeGWkct\/criNoioiZVyCliXdEJEbG6dY2iwEFXRZ26yBr\/II7joEFc\/+b+QeMO2yOqtsJAQbpyHIfiKoVBXvC+5DNcM5oSJdSzXPOVCVUFQWZhhWqEhL6FJdHZHYflxR8keW+jNKIdPztjFJBiqvqlyeTNKwlmGcSlwvTF1sQvpnYQJ8YoTVwwLW21jigEdkeJJmwZG0RnEihLwKdR9lCYXc6olZCEof\/ORTct0RzVqEpFTUCHUqTfOk98FyZIkhqP6poEOQol3DHslfQuaqRJ+4ChfhlO1e\/4JVD4IWW0iCSLiU7lFp8dBAP5\/C+JP4rIoQDPPgcxrnfNPCLT6agNYbTKK2vmoToRAzVdGGQfMwG0ucqnc+WLjRh+V2tbR9B1DVOaJh4g837bCpqiGInFaN6J2G2eT6OldC8TgtYXw6XFnIo2zNqKqiGYR9ZA0kwGPPZa1JnjZIXNZys5RQJGuEbNqqUAwrwjqqEg7A+RqpShgY2hTegCg1yymephm8AsgZqBSq0kgU7erOQnRjYabNqyCLNpSB+Wv0+7myppkMpvdJCTXc2xCfgLxmXPF+hE4zU3wN1IMUJF74VE2IMQ2K0Jp6ZMOuavLJHbvCoqJpds+lSGn1rcun2zJFj7evnvyEVQ+WFFGpuPwIURvOiwoN+756w4Ai7PvUga3tdjU8b6uqOGWZ4wUPcerejcvOwljUmMQnelhGdX6JTG+cD3vVTxRAseeSWVOfnMWqSn2L89b43ZGgmsJO9kIPiqyWQgMbAkUsFNTYtsaxD1VvpNIUp4s3tmGSkAWKpHesaIHtLYS8YID6NvrNPRbjyreB6UXZouuyOCnGGagmj9WDJS\/MCtD312xeWAVZ0YYs6+pr76D3AzVfRnfyHsGsUWUhtSN4zPXCCLPKbUDB3rFV36yptxYMFln9E+vmsy4bsYCmVlih7TfOnvCi7OzHWpRhYFofWCqCREyRHAGduMDqxrh2+ktOyeUgiwIuTkqssT11sXp6sHu11lPELOeyFy73zECKLCfjBYiKU+ePxW9mhf8cVhqES2IlBdHXAjOeCR4O+LN6lYdL7NYVrFczm95NsLwCk8+Pk56ksIbNPAtm4D50Wr3XdeNWXdeTZKCKUKVZxDjz9SMbgRRN1VcyZ5IVLCVryqU8uikhc5iwh6lqbp+IZ+rWN37BPL0wAca9\/fagdtUWbttDUYWMoNM1a4EeRWLfmMDfdz+Dx0qKwzILLhcJqPUcjiDeWDHPAYGAhRLbNGIKZnbDnkhWS9XtxBfiRf1klV+ACGfcUeoWN8Qpjpnn7g\/n\/cD+VOz74OmYp52PQnFq7zErI7t3Kf4Gqm3sfKgFdrjESvtQL4gSQOE0lR2z\/03ODkRAM5FdkCpkHw3vXQ0Up9DLRmgoobKkRVgME7besYJJRsLKvCBNpWvs0mhUNrNPJ5YmdFrCesI+HQ3CTHuGzrcJ4VZUG3xrtM1YQGkBlGwbayhSAmkKMThLOfZhQAYqh6oyJSNIUxOydbNyXq2xDMmI0Ohz67P862eOR6acI9cdB8IyG9aTFMTfYorlTsimmqTg62FCUh8ll28WmsaovstL66woruvBKRPbLQLEoNoi3fn+LIYqKuSVcCBgPeW1F0sk1lN6bORr1uImBayxklKPf94lqAHv+6goQlv6UALRBGP+oyBRiTjlJeyZ2PehCVdGtx9OSZtGXwns3\/PwBpNcG1BLLeu4lC6LQb2dFK9ZqcOxjFxBBbO64dKQ6xpnZafwoAievBAhJ4qqYEsbh70ILYswNB0D4uBYoSlbvd2phbDqcoOcg37I4nlR8plGp4meadfa\/kyE7amwsbELkutu76mwdB+WRlQi34Iq6i3NLBWaZAsbuw2ci4BByKkhtQBbyV06uqaUzUA12QDaM8uN5fDA9fKy2oamvoXLvToMBxejtQm3H8Fd4IY5KxD9VV3Z9WmYdY+HW3ELVq5CBkMftVEYRVq9HisCljSkzNDUl4RuXT5N6LFMmLA9ZvhDcdJ6Ig6Y85yitHtw2g3X61PiEVGJoOCfc2BRtXvhJOEATrth9yAhAtpJ9KSKU9cuOiASp365cxMTccZjsqrLvllJRc+ePKw4deVrPUwkCxtXh0xaNxt2uNK8eFEP7AjB0SGY+3pJcCcA115yWI5G3Qqq80H2dhTUaRPyEg+EzWGfBuQSh9lIe08AsosXCb1hgaxVD9G0donMtMhNcKOE0owFsZVA2nJXhRmGMfmIqgTSZr+JcxsqhGY\/wwmDSSr15YjcofcQWpF9kVfBZTNQTUJVVJB1jOXDAM\/spWULTCGPaZYG4dAIbq1RDXPZYugw03FVqqhKmGMYQG6VbRjYjDpdNWb75naBelUyvgHnGkVF1xOdWRA5l5D98PZ1r4w0c9qIx4x5ErKuFhGH1ZCfNLHPhBPNpFG+qA5AJkEgjrgmvNHCLb42iCVZHA5PVRwNAnGzHiPqJxaePIxVmJpgG9dLRLMNMQ3\/Yc5PSdrvTPSwPwbFJ55bbMI2WHuJi7BjXgdMRnc+ZJOsureGbRhyc7kfNCYd6\/5Z043z6K9FBqqVUHXkeNK+ystMSNU7CwWIdgPhStTT9Po4PzaAkRnRh51UxSkWVvmGwTDN8scVfJicKMASxh8sUlLrKf3V9ZoeYiZ1kFKR+C4uBwu6fGD\/Sf5cXJuELksNw1qAslpRPbpfa8Nrp7+Ue7FACxsVKBk\/\/RgLEHBZu5VsgwULXhcyUPlZFeeMcsarxy4j0vdPH2g0rnPB7LkhHRqOphlIrGnTYIp6TWGv+2VIs6UYMI\/lYgtn5EsdNtgeZpDQcVIXchFaVjpuqXMNu4dNLCIyEvVPrAz\/CIypCB+1sSJMY1xVVGo2VRCn1MKuzfs+1jpEHz96t3tyqbVCVLHpQ0Mc8ZvlBEyWSP7kzs5T1sGxmmMfSNlR1nrKcQpltc4pRzW8vv8Ixm8tCKa1SBGXapq8W5rWAvbWU6PKrgy8nrAXgjkJJRRntzW2XITNWNwhjBCE6dUgr2eT3No14VyR25XtZAqYdiLvR5XYhnZMtZn28FSz6DvQJAjuPR9oxOL51W78TUhkoKpQRYEoOZGHVS6akEfL7zBTnjUILmhL6nNWWTJn6rsj0QyjLB2wwtewN4qtJ\/eBbKWbavPGnGx9WrGgkUgwA0copXNunWLAP45WxfAgw0oOG9T3bAxWVTSZlREz\/4fvvvCCCoENVBaMqrHRSxtBHimZeqWrnk99Fl+ghaQqkk2ENtpVB6fYEB\/9JEy\/cPLgJ3Suq1LzI3NQSoUe3q04Ve65dZVC7n5AwWmtpApnPx5+IQMB5hKtr1z3XpzOXwu7F7aSbeC0NUGQmeyHy4HgXFJTyS5ISuZEua1D0ISrYrZpmI0Y1slx1o+N9rh6o0x1JnEpHdEQjj6r82oTrUlsbxIdbUwib09V8v4eBvmkyKqMPYK7qYSmnJlf1jTBPP\/KBtD1uYVuA5sXD2tmdHhslNMukukEZsuTATmCSVupebY+PTQmzIZlmsOVYw\/lBhrEF7TEi3pBiYXV\/365hyX6oWD+jIRaRxZ6otu9G5cdPShJ9PHHcLYxMENDx1IcWaV+f16LVv0UTHs737l92UB22q+P\/+u\/hQNunv\/Gb7r1Yy7S1szQw7nbfhS\/QLxrBjKPYx6m2ogNxWf0RRjC2no7DMNGJ116WKwlXEl7y0zrWGPwGgk3UzndksrpZqpXghkyUBGqapIAxmhfgYZshEBsaggieOwaGBRDCS4V+Rq77fTl8MLR6FP8ecBWhAY8ds+VBq3aMwidkyHUzMk5VgJpUqV7AgKHeTq2rSB\/gqqeWIE7V89pY9WWWjfOnuCUMISZ444bSF0WYFD0+fuv+zeveLPIIpS+Yt+H0pY2sHsIStvfPdy9cNKVszt7dPc\/walusYcgC7ZmQvXk3i3\/JumX8SUnKqIEh\/2xkxj7lJQTAuKty6drdWycbF87xxkqUi3ZexnpDOTJqWy7a2FBco69RCP0lR1xbsDA3A2YzWge5qjrZYrD5mPi3gJjtU\/oQF+7vBBtunG6ckX6yzpM4QxUhCoTmTHoNB+kjGkQ10nFiiWqYAQnPHNKDgaQRUwYh1C7DLYYGJgfsyLntM0WNaYVzzFXp5FJpSmHvheUTYrNRNMEW6o4VZf\/rZnZA80r9+DQj2PBPrRL8vdf\/W8hEZv8836sWq7G34BpRTIKtPVUbmGQCTqspxwITscPvNnGLqnTWqBBSUKEQqA\/qYhaXNGT+3coBa1b5OIq22Y7BVESzti1AVwkIPbvT5mfNBo3uMe2tF6A6IHPGBDFsIkSw7WAKeoVUJYeIJdXnFIWY2ehbFRp5oJmKxKXDcvG0NoYNtnY4FBqKix1Pgw8mYUgffkAbI8ZAgcKH1amQdoXyaahgk3wdEKLehKabytUE85s7CrnQBVCUc1xHoV7Fgb3gkRKsyFTNgjjWvgW0mhjmCVckGiQgcobQJfhf2QRqSSyD2MYeWBL2Zyk\/GPmUKtfHWSg28D2TfCVHvrR6BqT7rlUDzRhIHFcvPyfQaNSM8uHnhyZviuz6kdO7Y+NfRnKjGbmb6MECM4sqtgA6oXvuEjYZ5HoGWscIwgELMQo8lH7qg1LMJO7rGuhM20vr\/74jRBDTKw3ywl2rgJjcl3E3qJ0jaSsp\/zBohZuV88R7PKpVsb3ob2UcnUw1wsQ54+poIHDZnZ1FBFPXhEhCEfAHjWC66JSUss2CMGyBkbPsCo7xaw5L\/7gTCWCgRxVAwzTGNifliWE\/+lhMEju2OSes0xC2nqsui5vSEi9YPuRh9FXnNqBEuY4N1H1nFtQbeWehFdzDyBA0k7JlUEAXV2Fmn3DhUDIQLX6rEqeRRzlsMbVWO5ZJoxhIw+QW5VG3oI4WFawd\/jlzk20Pafr6kuZzVSh79rWhouKZYcOjSyBrBDkD6clmNOn1UZxNn+SNk4RG+HIvZKbM+79dLL\/Qw\/1pKlVUQ6Mri4aAgFLGy9YiAIP48fRmfxhUvw6MDYDB11aX+thPaVvO0dYiUbkgpcImM2JDSYh6cGP\/+dnWp\/FegoSKqKA67JQbSSLA2dunv\/GD+xpXr0FClDCqRLDUmjmQiD3S2b3hjOk6OIRbttzgLJj6NEzC1UchGxy9VJH2MuGeWQWVyRdMltYlpM1zgvBlppqcpZdL4iwhEhTaGaHpCoh0tfDGek6qq04G8RTnd\/12wTTO1MGqtVQFUZ2zv6BwaGxPHEr7XvZYKrEUFaWL3Z42duM7IGZi38MjG0vZ9bYDGUnwvi06i1OQM4QoTZj1qzeVgcEHeYnZhyeCf3Sg5QOQUOcunnua78JdSoCAespsrDx1fXBqTuQ\/qQIEbDiFAu3Z3uPlBtm6uQcDf211x6tHtiT\/hx\/xDCLxN2yGecExnn0xCkWblFIvzlDA\/twDNiHuiLSqGhAq1oIzkSvB640T8aXY2JZWKefw4iwk4XimSMcWa6W5fQgbiyoDtz2smagqlDVjeYRNNwjCpIbAzHEqZCLoInAuDQnDMwtTwMRRupTjBE4xLIRPaFRvoHm3gF8s1zo2TageRs841tuoQ9VQN9NiTczVUX0M4JJOEUmELCx8nqKAOC\/uFWNtTEHSmTimqlYCvmPOBxrbxhEKBQwxgABBleEjEicIjZ5PUVKzIJNWfE2lgU0Kh7rLwqiJyZeb3\/EkC088ZGY6NMCtBSJuoRWb4jtQkwQHublqJaGckYwodvSCEeX2FmW8TwJo3vDJKnQu1QJPU\/BbFWdjTk1LYCK0zFVrfJKGEJzCHIPwSSmldA3thGuUG3iHKhae4uz+SZxGyqEqXs957buJVXYqwOR5Unf0uZeb9bzGJxmoIpQNbiIdc8YqOA3RMH9BBEilBzgDE5O82gGg2V5GYIK2nsrsTEDAgYclaus7Fll2vk4FZw70VipdGisvNKp9VEEjSoaeiPLIqAvoWSDWJMzOHD5K312YYf530LYa4VFiLnW\/krgmY\/0lUA\/n3LVCCrafkyKAyVT8X+\/3PNLmISM3QsniSZYyjj6xMJEJujUK+wnCYjxC+J22LX0smc7KVGpf9NiL\/4WTv3UZ73dfvYTDSQKNh6PFmkswBj64Zo6FCLYoBciTSGUKUyoSmhZvUziqWUeYM4RYQiuV\/9DGJzKQnBbIjdrV0+2BobQO5kpNiFI37fRzjhLPM23JodV8q+jCil8azYjKvk8R8WxLVVrVDVfVoNelkVFWlQYoLdSpx0VmlCquDW9ULkuaJnawzGdZqCqVRVV2qg7VL09Jst+oG9tmBkxIdiDRJYdRvAGjJ7dmCdcUrOL2VTom7dGttNAbi6VkxZGvjUGHZ2HqWmEFqQxVeuHqmXoa+tB\/cJcAY0vHinGFij+7MnD4SuBJ7Sesr71gA5rXJyyRAqWafVqqH9arznjRgkIsWKSV2SxEGPL5oBIWcWp2GCaWS5115dDxSkUf8QwCg0vQJBlDcCgflCBmGsPMxVhXdPR9JgIht2QEKPOPM2rCepyZOssAIqUHGySTRhZqe8b29I4z0uZsoUeFJy41LEl+oIb5fQzhEHuzKajOqUZeZ6ql7emSmygXTVz367o56HLujYaDFRmoG8zUFWoiozypmC35KhLdprBm1Wh0Ix97IN1PJyOsw5DVcIa7O9hYxjM1nC+rF9uqh8FZbmEsR9aySK+yMICyq8yAFYleiIe2zFyObhISglB8bUYDpZFhAPM\/GVoIhzRx29pUcixwNPGc88kCCyFbp772nFKv4Z8+3oY61JyhKEmM5bIntUY4F59e4ZlFFFJWS9e1FumrLawr7fG4nGVGHwE89BFJayDPbHYZB\/zWMM8az8M2kD6VsKYYTNWXSq2DxlrL9McVvuwxyiLvs1AtfpYfcGrY+\/BT569N86eaBNZkSjGNIkiC1s2pnq+YXBieH+qu1S58CZFT+zAgHWNwx8Ff7z0LdHE4SOsRe6ApTqSSn8g59bl03aD9dTP1y9RtWhHa40aPbnQYKXGdo8FFccP335GlISZLDaewSRQOwXqtd54tcrrmgULXhsyUBGq2pgWPDckxH3VMuO+JoOUudzVmI6yQpPFgxDTZgSo6sDAD3HbjEo0ZgF5f8LmFYJTeyXd1MnkKdn8pkV2Y+1Pa6PK9u1tgv3MHlsFJPVBPrOXwzLBhVxxxh8ZdSAABAIvWFw2hPSw1lMIRBxo\/RfJiDtEH\/rQPruU3SsGC9jsXjjplduZ9pNV5EQVskHmkBCXniiGAe75gT0LN32wGL\/lgA257QvX+u60+wFja1hemRY35pCXhtQCKjNYA7804U8vuCE+3EbpUhiuxQxV21GSDuRR0Jw9DzKtI\/WJcy30hHaJ1EoRWhNfR0eglIuY2bIrGuQoztAyg2UEe1XDj3QyFKO46kII2SXyE5h5qrjWyBw9LaemarJK2GwDlWWOomoyyFpKb9m1iLPNMjSMMQ4ENBUKgkckjVAFSTNQEaow4hyLEKD21fKyNuVeaXudrMjhh27s1qeL0Wxn+WiWKoWxCexAnKbMYRIbJ5sXGjnmUKTAYfs+tbBRHtoVcjVQestxGkZjASdtlo5FM51VL6zvxh9Grt\/MvHP1HPOBo3\/D4Mn9O10r6qGh+NXYaC+hijjlP7+l5+jxR0bddRhDWA5YQ0pBdov1SgEbTFZkjm7kyqDrOg7YOAiIlPJvjbJh9L4PS0\/j+v08PLED1MWYcyikUBAK6O0MIkLvGKmFFY2aH+mMYBvbS7VGaDZZEH84VR+mY5wN0YqkOSmU80B2cX0RbGn1WKhDGkqEIKmKNFninKzia+QsG6d9kXXyv0OVcpz2ReJkjZ6eDFlKUmW3XNLWb87tSYCGZQaq\/Z5VHRTpR6NS2zjWk6d\/kkLoU2NskITtkLoJ\/zbWOzZ8Asjc5vRZ93ciiGL+EVQijgJBfCWQUl2TEfP+xuHwQZzy86ET8UQcpc1idklwwdAniDj1yd25T\/XzLBi7FoILsQ97DjTWe+HG1tXPnlgDsnBzELQn9UNjgG2gy8JG6tAG\/BZF1D+6siX\/6xhdl0Avg14e4c35\/P5hbSfvC65CBqrlWdVRgH2Wp+6Pl77llAgyeWES5E\/rxVsIXJGKTRxcHoqgZ9oTVu7fvOJXAkjvXruocNBeg4rplGUdcRDQEGKIU\/5k8cxHerELnpp7CBzY+ogiWlNg5q8Esp66ef4b4pEJOfDn6qkMSGSJI9bz5qzVFjE6aliw4LUhA9USqo4Ctaryb6sz34kv9dOgwD8+5ZDh2R6pbvgIRAFHEOLRvRuX\/Y1ClmKsp+CJpRNWud0AJpGKmBJ\/Y4KwUg\/s9x7edRTD0swuZRIflKo4RUDCPYIdxhBiRG5taXHDSyeO4NQNsx5XXT35iakXLHhdyEAVoUqjzTdJD02N3bFMLjYate2BHGcIMW2EJovKBXshSWKSkJotQP4w5QpYl1cWNqAI7V4QzvhmzmpmL1OQUiq7ppm2R+nTku0eGjezMFlVmbY+FgRP249PRZrvkWEGFbJbRESo31o51dZTmMUxgb2S5+wo2Vc6Tl3+Kp6jD3\/sD6gW97mbrCP+OrxXfV+2fZ8dw4KDIu1NT21pKShld+Fg8HcDSa1Rl0arG9JDYEIEedJ1ILJTNb+OpiQNhuz\/PnXvTfTYZxXNTxOajVMECoa9zhDcZNBkdRpy2OTVUfE2mA9EGHoRYoweY8njeSH5IL6NqFZpOyrLplpHG\/qj8hAhCbvhV1Q9TwkmQchA1a2qdD83XSdTnx86qOKxjepYJ1uIUkPBkn2KE0457dKwGFPZsm8tzaColDFcXJDT6iNkG3dyrx+8aqfTZjZ5oNqYprHB8idmruILWcxk+fniRb3teTP+\/L3b5dRX1O1CQ7CgrHdcxClCCSRRldrrWtK+u97PnjysN6G+P\/kRAdHkGLBAQ27lMtZQVg\/Cbl\/3C6U49\/P1Sw6IJrfnuxf8QF+xzx\/c4F5ji8H34oVXZMBK1SLHRte0XCXpheZkF0aDU0IO6Bww1pS9L7ezXNDdaKoJJ3J36BSDsImTJrtg6X1FQqxRMQjdERZzhBOZs5BdZBv5NdK+RirJVWRfuS6QLoevbHeJfWWxjAsqVEHSDFRvbgNIg7PN+tfcCs0qyjKFsPRpHdI34Q2jVlV+rM7F8FVhhtdrVvmnGWJi+D1vLphCQ1xC4pSj2unuG8V5sRvbWNabUPU3u3747gvxx\/vonr1RVp0j\/pCpHVr2fbXBZD3lIthrAxhPyirsgvaSp+rtuloCDtsmfgs07z3KG13TdVcHvbO2EQbOVaFsQpgW3A4T4wOVXbAOdRU2CKCEARmolmdVR4F6VkWUSVWEV6JGzXxWISyCiE1130bglBhx5\/uzLGM+aj9ZleupCGHYxAN1XVETmuHXx\/9lyeY3oViyKfa11YGnsU8tYE8ogefhrWve97G\/u3fjsm0cZYhZmP3vl3u5DoxH5maYgFIUqejMyivM1F6y0mjBgsMiA9USqo4CrCw8b\/1hWWpbuKn9FP8REQgORBbiAnObOPVj\/LEZAtnF43rDwJ\/cYdOmvRYsXQgg86+9Bz\/VbxY6TsHmbCzNHG7IExcnwBGnvJ4iJTiyYoJKi6n4+WOKsBOs7eS101\/iqhlWoHZRS31sULWvsV+w4ADIQEWoYuwyttqAzg0CBxpSaWKekCuNJomGJtkIaELIKYHGbBibQUJkcYrs3CCZIB8wgxA0xEugVPqWnzqthauw2AQVLx4LOJCEuRuKNnaNRcCg+SnfQk5OZPuGgEaWrbFhP7wC6k8ADXIJENgRSvxsCFw\/c1zbwGgXAaJ+YsF\/bMaVkmKAGUdytTUahJj5jzj4DQN\/sKis7D09KbNjdptT1lOsofzbCIRLvaiVNhl0MHi294j4FSZiJmyZEAOzueHhTIS\/v\/+qX6NmiSefh6ucD5VWUwqSptWrIapLKpyx7I4lDY0e\/8eaFPQRX86EJ0KTVbwXqg9NRWpLV4Ec+qLKiWDZtBzFhlyEyD2nvUrOLTzkdC1VyAei2or2IB4aFDTbREYwc4gINW1FaP4MVLGqgrGe\/shojUZkq5pQDhrSsUZHKyihyatIZSsOymxV2ICp8RpCy9sIIOVGVVkTwfL0WVXBzedg61drEJZOxBcOAo13W4Qe1mUEC12qLnRycMq15EDJ8fjn3XoHYvfiKa2nunc7Xam9qlhDvMMrP9MiYlacEqHXd7GjJG6GiUAtGLi42QIjGYP+FQ1Oa+AGZGmXnLayxfDq6KkGx1oqgapb7SCVkjr9io1RxoMQZj6tw62TQDqhWpEHszm5p9rk4Yp8SNpmZrwSVS83pFkAeXJqWMjTRvIyA9WyATwKzD2rGoFrUM+h2WM9uXerfmOTrRxxioDS7ks+BigI\/PEbBhWn2C2yqVSIaQsowoqLE4CQfdXRsKZgreTVj+LUj\/9HEdO6Iqw4\/vfLvfxL9vG+BZpmMANyYeYg\/rrI5a\/0DZtwYMGCV0UGqiVUHQVqVTV+VjUCsaZ+l44dltdGDh8EFM9\/x52C4wgCWcSperOcaPL00f0wqbrqDhkBSOsyPSknPno9dWZn5\/7NK\/FeggChn3AptP3xW63U2B4qAkbgi9Az0xb05kd2EKR07FXnG75gwYGQgWoJVUeBfiuUqim0FWcZUq9Wgitf6yfVHRq8CHJgcthqEUHPDh7evu4n88fiDQM9G4p9PgWDXAg5gxRliUpEtCikr9rog8UITGbmoEZOoaqfo+I\/toGmJdeEyd6BUtTOgU09ho\/QqUak0YIFh0UGqvasah9oHL+OYacx3Z68eHqQejoxEzwZ0NglBGswwFLF2xM+HyaUJgzM3FOtpiYnLQcoJbY230xVBlVkAyGWUe+A+gRw9VlVcxJo4cNapv3sgl6GIjRAS7Qq3+yG3Gt+Egf9SywsXtjNEe\/CAflj49491Rmf6LFD9HqK3Rn7TRZuLHz8+aP4I6Xe2pYCmNPTHCHrxolqcW7FaAIohBzoI5VZE3RlbY9v9hMhWvGPXpKIPandQ8DAz8JxMkKnupF+Q0AMQVRwTqhMrk6LQxp1Tz4Jdl8hIEbBAeZBMMOETXLjnFB1nJuAlfktmx8gRJYhshSRh2EjT1JK+UiotqLN4gNnCfRVdIWy1vWh5LAnt9nrDJkjZF3WDFQHWVWl668GSMyzWTD6XYxRT\/UG46aRHKlaPtZsSDccNtgyHaH\/BLA1oZClfCFJn+89tjHwQ26uIvq+pb7GTF0MvJ4iwEGO3sbYtKvrIjl1xf\/0yfUzx\/ODxePx6mm+dhDMrS7S2rcCvAraIaxsA9ZuLq7HVcNwr+IzQusfNFK2VkuorBXBc2kk9GaRghobSd5pjFXBGPRVY5OTpzvq1ChhA3qbif26rIPK4FWKr5PBbNasYHltH\/bXopdDGOQMVMsG8CgwPKuKL9Ckdgrfi3RV6r1QcP\/mFaIVpRxBbIolp0TAesPg5+uXtCZqb42EldLgFHRriq8u717MVyP8olZENNPHh8Fxz2QJw97TZoAiLk663v95+F0tNrYHLbhgwSwyUC2h6iiwxbMqMOw7iBQ3z3uOC0Q6v1vgSMRBVGJr5n0fUYDQhsZBiohQPCBkLdYcp+onq\/QTC\/GiFpspsigeuyrFLGrvYyVbxYh3vrM5CG4L2OqRfHsvbMGCV0IGqiVUHQXqB8gnz6pWkIGA+EJs6qMVaysiCHrCCln3blz2L22yQGI95Qc0xIWIVkAxRcbt+TepXtRqD8hZTz26+x94VIbAF9895MCS0\/43866d\/tJ60yIcNNzU0y6WaalasOAVkIFqCVVHgSf3bnm6rnuvagWKNQSF+s4NIMwRU4gvt6+c8U8sfNv9LQmFpOFPtxtSej31bO\/R9yc\/+jgevbOe4pSsKKhnT4pTsQGEv3+OrpezIt6FP4YcS3ErvKzfko8XNRYseFVkoFpC1VGAJYyn64+XvnWA2IyIOLmE6ddWV08dI075hQbiFLS\/\/brH3g3OWOz0cSQ\/hSHr2ZOHl2OvSKi6dFw\/Lmx7+BXI4vkUBxvAeowFrnytr1j57QQzHg4wmBCHU7VgwSsgA9USqo4C9XcAWbOkaiO8PiKgkLLSqY1b4buIU5hpQTR6lA7yw0RyCUO\/Pv5v\/XY7uzlO\/VQrIqYsHafQ+5uDxg\/ffkZWb5bcBwTFCVX1+oV1sUxbsOCQyEC1hKqjQD2r2vgJYA\/PZ6+StD4iMNWEB\/7ejFdGz+MHXrJcQmGLAES99Z3h62eO64cZ4jWlPNqHeiy76mezAPEUM4pX7SY8BBQHX7yon83CWZT0gKpeAtaCQyED1RKqjgL1rGqbVVXMYQep3Aky25neLHz6xRU7QX0sGLHGxg4BXg0hkFs\/BcPG89neIwcdsoggsokfw+r\/IAVbSwIfPDawcfC\/Cl5WFXsP70Le3tI8ZPhb8IEjA9USqo4C9axqv08AjXi3IAIQKXObU1Lr620D48bZE+OXABQCKEFQ8JdajsUS7Hn7KRhyiRQsmghS\/ZMpcP5Y\/kEHzOqFTxOGcHg8fXTfVVCfw25mLFhwcGSgWkLVUaBeUzrQJ4D851CF3KKVtlQPb1\/vN4Pg5vlvCD0YcxBn2Oj5q8uYsZ4iNjkLBmQCB0HKb6sX\/Jufrd58b5iUUuHPK4HI2LahjC7F3xYHFyw4MDJQLaHqKFCrqq2fVRXqUZEil6EI8sdvBJfuObjwXSyg2Gz6B1scp1heaaEUvxJDjPMj9h5XTx1jb2h+LLsFmjHUewjgKpz8X380EPeCMz+gXLDgoMhA5VDFLdojyU9DELgx+pkop\/6yKDdGzBAYi\/H0QeOyHkMgeE4ixGAVle+lfj0aAUJoEbjNkotApeZsVBIbp6jM+a64R2ryWlX5WRVK6sI4aswn6OvWL+hNi7HZgIr+8Rs1skybrLB6nIzHT+118RH03ear59xY2MKXfGvBzlOphYA\/BKxHVwo0FtAjONdKH\/BQjDSyhh4gaqPhgN+WMmts1hQbgjXwuLtQVsGSbRaltqIKpkGwbH6bkULl0wmVldZQZELFP1NZdlqltqVq3djT6lSXY0oVynTVmqKSEFScmKrMtqQiyww9VfH7KCoLE+UslZWkpiozDJxrwQWLVjbxZDYDlUMVdiQIka4VwiykbYW1VCW8CaoS1lKVcHAqYe5t9d5gZLyC0k8MdMqVJWCxwho9dtqIL1l8XTxFPPUQKbcZEzEswGyNlknXCaDXjJS\/tj9iev6YvgzIgGtZNlsVwKoGrCotl2YilOzUAuizJsrSTISSnVoAvTCRSzMRJrJPwURv1Kk1E2Ei+xT0+sJEOREmcn\/aC2Cd0mkpS+5PewH0wkRpzURevq58lHj8864n6tbPqvYBMUU3nG6Rxbrv2ZOHrFnYA34dfyuUg6UTx6fxlx3QE9EImqwWW0EPAgFNsb1eeJ1LWk\/HIk4NVS9YcCBkoFpC1VFg+ATw+7OpelXUTaZgOZ+Fa6kcz6c4vGxua72+SI8NWa+I3H\/VZ5d7D37iNDMXLDggMlAtoeooUKHqda2q3iFovRaPG4ZX9vXzEkcUFhe8\/8hAtYSqo8ArfAL4zoNQ5TXU8\/aTgZe\/YowtoWrBIZGBaglVR4Hh96q2+w7gK4Jo2D6gfPOoUIVX5+J5FQlhy7kLFhwUGaiWUHUUmPsE8KjxVi1b0pl6P\/7P+LPyVi5YcCBkoFpC1VHgtX8C+I6ifrvqQfxmfGoXLDgIMlAtoeoosN1vq7\/\/qC8D\/vDdFx9yP9TrGmyN24ezwwvDCzYjA9USqo4Ck7fVP1g8f\/rEr86f\/ID\/KkQ8uavtOULGrCVObYkMVEuoOgrUs6rbV858yCOSFYR\/wI+A9QGvqjI2IRC7GQ\/+5sCyqtoSGaiWUHUUqGdV925cTtUHCcLTjbP+vWU9WU\/thwd92aC+ehk\/kRjqWmot2IQMVEuoOgosz6oaXtafF2Sl2a8vnP3+Qt\/dJfVTKsLT00f3L3+1c\/Zj\/fWgBz\/+H7n13fsFm5GBaglVR4HlWRUgRv\/Z\/SXUO1fPofGL7GnxnsPNfEknsLg+Ht8bL1w\/c\/yP578uG8BtkIFqCVVHgeE7gP\/ee1VvI4hNz5489A7wq\/yp9fzZkA8mYOlXhvzZAmvt50+f1C+ILd832hIZqJZQdRT4kL8DOAHLKP+SMtAvLmSQeu+nqLd+Ctb1chkCyoe3r\/v0wuf7Tr3qpW2EzTgQVQmb8S9RZaBaQtVRYPIdQA7GKJPWAsdf+SNn+esuHFySpszfJEMmzWex8dsJ6C2TrlCpuDU9lZUYUxbZwvCIt+N3rjTtt804Oqp8J6gnn6dqfyisqOp7y2wGMXDZ6KfktFekaHrOKK5v6hRnlAUj98xmKmtmqGKr1VOZfIVKmKdqfvZUPjUVuY1KZyX8\/uzpqfgM9MGP\/4dxfTXyTPd3EkUStHCu+VlH2vgyvp+kxqKxY\/pIMWrXk6+okftBrF71U5HICHCaAcsQ1nLaB39AiaBbS\/2SpX91srmHgd1Ti\/JLXYd1r37JcvZHMfceZ6BaQtVrBz2+8e8A6lpugVWzbTSzOBzVLPkBCjLgGNmM6fpD87evnLHGBg0H4OywqgFvIZUmG7ORic3AoO315xfZD6bJFEViQb\/zE53G6SQLzAuUIBZQNXdNdpp3rp5jTff00X30zXIfhkAvbGlmbBa2NDOWVdVRot6r2r14KlUfKDTguHl6ep6OP2ATd9caiB8CYuH2x29EnNr9fX\/yo5WQPYssq2C13ceF9LDj1I+XvmXn\/WkchYvHd+KX9d8lZKBaQtVRoH5Z4QN\/VqWFVWwDL8av7LEJ+vDilKBwE3\/42n\/K9dLxHeRY4OwPzPYe3mVlxJpoy64jqNWfYvzh288YjfW8DFw7\/eW7dQkyUC2h6iiwfAJo1B6wXjR7cu8WmknAwsBK7Dllclog3XI+vynIQz2Lid9ijUdXVrrViE5Z4\/weT6wAQYSgc\/\/mFaKVm7kZ9IADzfljO9v3hv\/YGmC\/GaVe3jw3\/AFc3Eu7dwEZqAhVHiLucdJhxLCSjIedNJUDva8EZh5qLkJGXA+h15OiX0sVnY6mL9JVMaJqVWhwI5hklco2M1S6MJuo7FhRkRaVPWxUepdPBnHaU6FBxlhW3XtVsaryeP2gUd9bfnjrWvUSHasjghSTmUOyH4THE\/Hh6C7BipCXowl5OVJoUU+cbZxYeBWqagIy21s\/jcLSrpKqOfEn+D1C\/vfLvTMfaVH5w3dfsAe8e+3isZ2dW5dPq+pu4M3hJfz+w\/owrDcTIKoaMTaIT25y\/7dvcS\/LvAvIQLWsqo4Cy9vqE7CmcIewLRkH7nyTm1XGne\/PstNhFjGvmPYcv\/26xyRnJqft2weHp2d7j4g7uxdPsVCidU\/u32G\/RjxC8Gdn37rxY+xeOJksG0HzHar0p6o3hqoCQ45N38n4ljh3TVzCh3plhCiJSZq+C8hAtYSqo8DyrGoC5rO3P5\/m46oEs4jpfTr+3I5z\/bkYcxL9N6Fk2s9NUS2FDnCIgfn56lO0GCQQWG+e\/+bL+HuxgF0XNyeaUy+mP\/55l2i78ndjFS+Iyyaaw1ALUT5XVfGhRKoTM81xe8ny+o6G42T\/rIq7Qpq+I8hAtYSqo0Dtd+aeVa0OLzSzygm21LxGqlUcsiD3ebrCffLsycOwkRkTiRn4SeyMnHv243ypveyvnzluEgBPRLqXLGTOH9NCY5uDxcWNsyf8ak+b7b2T+UBDczuEca5ASMVVynryc9iYOEV4uviFImz97Wv2Xhfa35VlPUW9HHsPfnpy7xZuE6EQnj99YqqsoPWGqmjvGRloqAWqE\/EObWrjqQKWkzW7i1sJGzwEKTqqbQfVzxS08RymDT+sBrw2qgxUXajqjbaU67SXwSvKhyhSmMh12svgFeV1WYnVXwFl9DCMPNPaWPEzrH6GaEpYPwy4WBFoCLaR7dPNVB6ypVHt7ZlIUaFEVVQI5imqEHL0r5KLs1EN5AhogirSwstaaT68dY1gZAY2Qcwi4gjbJef6HW5yiS8G2yhTgPK5f0i8Jai3SOTt4J4ee0PMLgkl4YBT10JbJMTCBD2l0NgYEpYnhCf8QI\/yYls7IVw7nesqloQU4VClkVJdHANcEZwSohtduwWC2vfqJAVcV00Wrtrm+d5jWcZFDLJkltnff7Ggq240uAGgDxOPGSGEYaigMSGpHZMm6iWVJroOgyo4S4VgjS1HVHH0VCH0VCljk4HKoUo+dV72pD3dhIgj5Hw+ihJZ7PtRSW5Upo3iOmvyQGV5xsOiykeJ66iEnkpyDppDNHbGw6IyD6f1HV2\/V9V49kFULdoChCYvcOpaxpjEhbcF7kbL3OHdJ0QZN4FuQWYZxYyqVRXBi1xmoE+Be6+oyEWgvYQwlgzMPe4HHBZKY4EISHrr8mkWMnP9JqBnyYPN1VPH2GoRK\/GBhRIC7l06sXP15CdEnytf6yUD\/MRbPOCgCpwnGEFCEKldHstGPNTjqh\/OE1NqsIEaLSvQdYeE1RmryHOfqi7qxQfWRN4dA2ScxDe5FB6yRuv5axAa7it8IKrWworAR5G0eOuB\/xmolg3gUYCR4WEx97b6hwn9qpyj0ZmPFH0cl9kQEcI4jRwh3h4alqUsTjitQMzcq+9eMLFJ9z1cF4LDwSrI\/fHS7IPvedy+cgY2e4L\/vr0R7DK7PYxrNerAh3W1GzBAyMKN6HMgELCIRMkyIF+e8OILGYH4m2XyMZn92eTVW4IMVEuoOgoM3wE8\/00M2QlqfGwQtsQ2VEfBuQ1Gxkxgz0NWH8yibva+\/O3XvegtPajyuqNifbyvKJtIC\/oI\/+Ht6w92r2Lpw\/JqytrHz7YpQjioqNdBDnClLn+lP1nIMkqLmhNawrC0cYqGoICSCf\/r4\/\/ipCMUhzdltb2lCVGFNpXYRNiaOp\/\/d5BjsRoi\/LESp66h9hM79ZYBizv40ZR7jDQXLHBKvawrIcFbf1OPSutFecCFwD2UnXvl1Yx7G7Fa8DVTZaBaQtXrAkPEUYmUgeIxUasqlJ6cpDE+pGuCprGvCoJJfDO04LHoiSEhX\/sa9kQd1TD4Zjk3UK3nHFFZwHgDJ4J5rAnopQSWHkw2Upc1YGDL4+4iXqDB8rTP2UztPSrfCtD2a4Qt0X\/itsqJDuW+h5sfpfV8gCWhnhb9\/Ve9CsCp6dmf+qncpCJOlR2pOq0LNNLodOQJveFPAOkTl+oP+1OwAbtdOwPY\/0bOy7p9Aqhc1hcUN+rKIpAVDrbXDMNJlNLEBUUmm\/9Jo6B0FiZUsu0e3WBP0RF53jzqISmYDuYMVEuoOgpwD\/eYYGfhi\/TBo82KGKYI1sbofMn937jz\/VkMWLbkOTM\/vqPfBnECDbPRseqTeMWBlK2iv+8G2bEmo2clxynrCKJeln8dYIIRBdg3sghi5VL7NlwluLCNJQsP9TA+3kDOYgcHhA5VJ2ZeVpgCYzqnX0C5S3Gg1n2AxSNm\/YV4m5GBaglVR4EaFsuzqoZ8XrM6PZh+bGQMNmvk1sdnqDllUtUUbWFLazTtvOKGz\/Hn82ek5HJYbxkzxY74hA5536m+DVTjixf9zO9DA7GJGxXbtI+iORhHoUNHBG11\/XHnqS1CFdXRWIKynSHCsYZFRf\/0T8HifRGw\/0O0twEZqJZQdRSot9U\/+F9WmEChahytJDAb3V0sgpjkBXZVxBdFHBVZRe0UtoWjTJ68GuoSg34viv\/EFOIUW91aUr1KRKCNw9vqWziPDT3GYsr+4Bub5frlGRAvbbzt4alHBqoIVfa79361JWgmZgfS9OhzjTLbRtOjzzXK7EAa0MvGqtk2GqFeVvh5+rZ62YODymAiz5ptI4OJPGu2jQx62VjVzIP9HdOYDRRTix0Te5z68hp4sHsVm5X40rvRw6er6QaUwb6WI7BGY2GCz4QPFjwEAnb6rKFYBn4TT4JunD0R66l+Fbla1zaV7ruqmmHDjC7FH4r0IGy1OGXjbdJZbC6yOZ3FBuPuWZV708GYHAQ0Gh9xSBOrSv5hEPcHlUfjgk2jfXJpNlO5LlI0CJupSNGYyqUGKn8K04byHNXET1GJPO7VUyr72VG5yD5UoaEURcJMmH1W1bmns04eeFI+mte+kFepJDeqLT001Swtp6TNsSlc4xgvieZEJ6b3XnwBsDYvwO8luFLDHlos3wy7Z8dwwGm55MOWZCHbwIp1Dq+HXdJ199YyGHKv6o8COCVPRyys7B5l7JsFuxSOZB+uAj1Bh95gBxdUiehMee5KewYEy+jpVfaqvz7+L16htJ92ZjV1bnGKp+s9nzqLtIwnxSdyb2+GonLqrCLsigO945KBatkAHgWWZ1Vbgpu\/Owo8vH2dcdkeW+nnfTFgALdR+7ZAE6wLCnaPmcYc8zSr+SZh\/n2F7aFJy8KKBWb7QtI+UAhotwR7VR7W\/H\/bunQzMlAtoeoosDyr2hJMKnfUF\/E12nOf+kxvLXgFobgwsxZ786iI0Hvo0GDx9YWDCnz7Q171a6twDK9K+S4iA9XrCFWHvmNswGvkfAPu1bMqpl+qPkTQS9VR6+R\/\/FJVPaH6OpZXa6bWvmwlgFnZQp+C2VywQQDI\/WlhVjnBOkJjG+FwcPFXJPm3kYGqharRs6oQtGCMETN8WtwEmjpsJptGe29nracqhhCCnGMNVWqKysZFtSIMVK2WKVWnGVNVLY2qMfRUm5qMTEGTAG6DF4\/r+YsfW5iqLAMWrJnIPgW9vrCq7DUT2aeg1xu9MFFaM5F9Cnq9IUFdF92i9rY3BjmstGxrOi3kKq6H6z9e+vbG2RP6RptLxXXpq0BT\/d+zNVmWo8vRrqnkuKw6xs9HyLKfaRaXCb15SkBfgnkoZZ4op+qkGdNGbjrTCSCZbUMJVKZNIQpiUPzmRKiWBkac+b8gL8zW26AJHpMYzhps1stgXdaryGBd1iBnoIpQpb6ovnb3Dcf46jqliHttndzbF8MqFfJs8Yk8Q0VaR3PbZpupLPf2A09QOXWWzTZTkdre3VoQVQw1mEyFsdk4reJNmTPEGtWr+tNPBE7kWFDZbEsqu4cAVSmL30dRWZgoN1CR2kP71kodCBqO5iEl4bQIzUbWgZjtoeXinIUrzZODoxxb4cmBQWoBGwvkubG2Ozhy4CEVOXLPqd6Lvgqnst\/ItdAYShicRGXZVOSqeLsiJZMrubEhFyEyR09l2VSm7ank4fpPipq8PKta8BYghqlGs2SvViJOWbNgAchAtYSqBQsWvM3IQLWEqgULFrzNyEC1hKoFCxa8zchA9f\/+3\/8Hl9UmH3KcjT0AAAAASUVORK5CYII=\" y=\"1\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["<strong>A.<\/strong> <span class=\"math-tex\">$\\int\\limits_{-1}^2(-2x+2)dx$<\/span>","<strong>B.<\/strong> <span class=\"math-tex\">$\\int\\limits_{-1}^2(2x-2)dx$<\/span>","<strong>C.<\/strong> <span class=\"math-tex\">$\\int\\limits_{-1}^2(2x^2-2x-4)dx$<\/span>","<strong>D.<\/strong> <span class=\"math-tex\">$\\int\\limits_{-1}^2(-2x^2+2x+4)dx$<\/span>"],"correct":"4","level":"2","hint":"<p>Cho hai hàm s\u1ed1 <span class=\"math-tex\">$f(x)$<\/span> và <span class=\"math-tex\">$g(x)$<\/span> liên t\u1ee5c trên <span class=\"math-tex\">$[a;b]$<\/span>. Di\u1ec7n tích hình ph\u1eb3ng gi\u1edbi h\u1ea1n b\u1edfi \u0111\u1ed3 th\u1ecb c\u1ee7a các hàm s\u1ed1 <span class=\"math-tex\">$y=f(x)$<\/span>, <span class=\"math-tex\">$y=g(x)$<\/span> và các \u0111\u01b0\u1eddng th\u1eb3ng <span class=\"math-tex\">$x = a$<\/span>, <span class=\"math-tex\">$x = b$<\/span> \u0111\u01b0\u1ee3c tính b\u1edfi công th\u1ee9c <span class=\"math-tex\">$S=\\int\\limits_a^b\\Big|f(x)-g(x)\\Big|dx$<\/span>.<\/p>","answer":"<p>Ch\u1ecdn <span style=\"color:#16a085;\"><strong>D.<\/strong> <span class=\"math-tex\">$\\int\\limits_{-1}^2(-2x^2+2x+4)dx$<\/span><\/span><\/p><p>Di\u1ec7n tích hình ph\u1eb3ng g\u1ea1ch chéo trong hình v\u1ebd là:<\/p><p><span class=\"math-tex\">$\\int\\limits_{-1}^2\\Big|(-x^2+3)-(x^2-2x-1)\\Big|dx$<\/span> <span class=\"math-tex\">$=\\int\\limits_{-1}^2\\Big|-2x^2+2x+4\\Big|dx$<\/span> <span class=\"math-tex\">$=\\int\\limits_{-1}^2(-2x^2+2x+4)dx$<\/span>.<\/p>","type":"choose","extra_type":"classic","user_id":"131","test":"0","date":"2024-11-28 08:35:43","option_type":"math","len":0},{"id":"5953","post_id":"8087","mon_id":"1159285","chapter_id":"1159380","question":"<p>Cho hàm s\u1ed1 <span class=\"math-tex\">$y=f(x)$<\/span> liên t\u1ee5c trên \u211d. G\u1ecdi S là di\u1ec7n tích hình ph\u1eb3ng gi\u1edbi h\u1ea1n b\u1edfi các \u0111\u01b0\u1eddng <span class=\"math-tex\">$y=f(x),$<\/span> <span class=\"math-tex\">$y=0,$<\/span> <span class=\"math-tex\">$x = -1$<\/span> và <span class=\"math-tex\">$x = 5$<\/span> (nh\u01b0 hình v\u1ebd bên). M\u1ec7nh \u0111\u1ec1 nào sau \u0111ây <strong>\u0111úng<\/strong>?<\/p><p><span class=\"svgedit\"><svg height=\"190\" width=\"300\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"192\" id=\"canvas_background\" width=\"302\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" height=\"100%\" id=\"canvasGrid\" overflow=\"visible\" width=\"100%\" x=\"0\" y=\"0\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" stroke-width=\"0\" width=\"100%\" x=\"0\" y=\"0\"><\/rect> <\/g> <\/g> <g><title><\/title><image height=\"189.99999\" id=\"svg_1\" stroke=\"null\" width=\"300\" x=\"0\" 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\" y=\"1.5\"><\/image> <text fill=\"#000000\" font-family=\"Times New Roman, Times, serif\" font-size=\"20\" font-style=\"italic\" id=\"svg_2\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"52.99999\" xml:space=\"preserve\" y=\"98.49999\">O<\/text> <text fill=\"#000000\" font-family=\"Times New Roman, Times, serif\" font-size=\"20\" font-style=\"italic\" id=\"svg_3\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"74.99999\" xml:space=\"preserve\" y=\"13.49999\">y<\/text> <text fill=\"#000000\" font-family=\"Times New Roman, Times, serif\" font-size=\"20\" font-style=\"italic\" id=\"svg_4\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"284.99999\" xml:space=\"preserve\" y=\"99.49999\">x<\/text> <text fill=\"#000000\" font-family=\"Times New Roman, Times, serif\" font-size=\"20\" font-style=\"italic\" id=\"svg_5\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"223.99999\" xml:space=\"preserve\" y=\"29.49999\">y=f(x)<\/text> <\/g> <\/svg><\/span><\/p>","options":["<strong>A.<\/strong> <span class=\"math-tex\">$S=-\\int\\limits_{-1}^1f(x)dx-\\int\\limits_{1}^5f(x)dx$<\/span>","<strong>B.<\/strong> <span class=\"math-tex\">$S=\\int\\limits_{-1}^1f(x)dx-\\int\\limits_{1}^5f(x)dx$<\/span>","<strong>C.<\/strong> <span class=\"math-tex\">$S=\\int\\limits_{-1}^1f(x)dx+\\int\\limits_{1}^5f(x)dx$<\/span>","<strong>D.<\/strong> <span class=\"math-tex\">$S=-\\int\\limits_{-1}^1f(x)dx+\\int\\limits_{1}^5f(x)dx$<\/span>"],"correct":"2","level":"2","hint":"<p>Cho hai hàm s\u1ed1 <span class=\"math-tex\">$f(x)$<\/span> và <span class=\"math-tex\">$g(x)$<\/span> liên t\u1ee5c trên <span class=\"math-tex\">$[a;b]$<\/span>. Di\u1ec7n tích hình ph\u1eb3ng gi\u1edbi h\u1ea1n b\u1edfi \u0111\u1ed3 th\u1ecb c\u1ee7a các hàm s\u1ed1 <span class=\"math-tex\">$y=f(x)$<\/span>, <span class=\"math-tex\">$y=g(x)$<\/span> và các \u0111\u01b0\u1eddng th\u1eb3ng <span class=\"math-tex\">$x = a$<\/span>, <span class=\"math-tex\">$x = b$<\/span> \u0111\u01b0\u1ee3c tính b\u1edfi công th\u1ee9c <span class=\"math-tex\">$S=\\int\\limits_a^b\\Big|f(x)-g(x)\\Big|dx$<\/span>.<\/p>","answer":"<p>Ch\u1ecdn <span style=\"color:#16a085;\"><strong>B.<\/strong> <span class=\"math-tex\">$S=\\int\\limits_{-1}^1f(x)dx-\\int\\limits_{1}^5f(x)dx$<\/span><\/span><\/p><p>Ta có: <span class=\"math-tex\">$S=\\int\\limits_{-1}^1|f(x)|dx+\\int\\limits_{1}^5|f(x)|dx$<\/span> <span class=\"math-tex\">$=\\int\\limits_{-1}^1f(x)dx-\\int\\limits_{1}^5f(x)dx$<\/span>.<\/p>","type":"choose","extra_type":"classic","user_id":"131","test":"0","date":"2024-11-28 08:47:05","option_type":"math","len":0}]}