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HomeLớp 4Toán lớp 4 - Sách Kết nối tri thứcBài 57. Quy đồng mẫu số các phân sốBài tập cơ bản
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\" y=\"3.5\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["<strong>A.<\/strong> <span class=\"math-tex\">$\\dfrac{1}{4};\\dfrac{10}{4}$<\/span>","<strong>B.<\/strong> <span class=\"math-tex\">$\\dfrac{1}{4};\\dfrac{5}{4}$<\/span>","<strong>C.<\/strong> <span class=\"math-tex\">$\\dfrac{2}{4};\\dfrac{10}{4}$<\/span>","<strong>D.<\/strong> <span class=\"math-tex\">$\\dfrac{1}{4};\\dfrac{8}{4}$<\/span>"],"correct":"1","level":"1","hint":"","answer":"<p>M\u1eabu s\u1ed1 chung&nbsp;4.<\/p><p>Gi\u1eef nguy&ecirc;n&nbsp;<span class=\"math-tex\">$\\dfrac{1}{4}$<\/span>&nbsp;v&agrave;&nbsp;<span class=\"math-tex\">$\\dfrac{5}{2}=\\dfrac{5\\mathbf{x}2}{2\\mathbf{x}2}=\\dfrac{10}{4}$<\/span>.<\/p><p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>A.<\/strong>&nbsp;<span class=\"math-tex\">$\\dfrac{1}{4};\\dfrac{10}{4}$<\/span>.<\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"0","date":"2024-02-01 01:17:30","option_type":"math","len":0},{"id":"2390","post_id":"6954","mon_id":"1159012","chapter_id":"1159019","question":"<p>Quy \u0111\u1ed3ng m\u1eabu s\u1ed1 hai ph&acirc;n s\u1ed1&nbsp;<span class=\"math-tex\">$\\dfrac{2}{7}$<\/span>&nbsp;v&agrave;&nbsp;<span class=\"math-tex\">$\\dfrac{11}{21}$<\/span><\/p><p><span class=\"svgedit\"><svg height=\"95\" width=\"136\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"97\" id=\"canvas_background\" width=\"138\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" height=\"100%\" id=\"canvasGrid\" overflow=\"visible\" wfd-invisible=\"true\" 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>&lt;title&gt;&lt;\/title><image height=\"113.23858\" id=\"svg_1\" stroke=\"null\" width=\"132\" x=\"-3.66228\" 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\" y=\"-2.66228\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["<strong>A.<\/strong> <span class=\"math-tex\">$\\dfrac{6}{21};\\dfrac{33}{21}$<\/span>","<strong>B.<\/strong> <span class=\"math-tex\">$\\dfrac{7}{21};\\dfrac{11}{21}$<\/span>","<strong>C.<\/strong> <span class=\"math-tex\">$\\dfrac{6}{21};\\dfrac{11}{21}$<\/span>","<strong>D.<\/strong> <span class=\"math-tex\">$\\dfrac{9}{21};\\dfrac{22}{21}$<\/span>"],"correct":"3","level":"1","hint":"","answer":"<p>M\u1eabu s\u1ed1&nbsp;chung&nbsp;21.<\/p><p><span class=\"math-tex\">$\\dfrac{2}{7}=\\dfrac{2\\mathbf{x}3}{7\\mathbf{x}3}=\\dfrac{6}{21}$<\/span>&nbsp;v&agrave; gi\u1eef nguy&ecirc;n&nbsp;<span class=\"math-tex\">$\\dfrac{11}{21}$<\/span>.<\/p><p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>C.<\/strong>&nbsp;<span class=\"math-tex\">$\\dfrac{6}{21};\\dfrac{11}{21}$<\/span>.<\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"0","date":"2024-02-01 01:20:47","option_type":"math","len":0},{"id":"2392","post_id":"6954","mon_id":"1159012","chapter_id":"1159019","question":"<p>Quy \u0111\u1ed3ng m\u1eabu s\u1ed1 hai ph&acirc;n s\u1ed1&nbsp;<span class=\"math-tex\">$\\dfrac{3}{10}$<\/span>&nbsp;v&agrave;&nbsp;<span class=\"math-tex\">$\\dfrac{6}{5}$<\/span>&nbsp;<\/p><p><span class=\"svgedit\"><svg height=\"100\" width=\"131\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"102\" id=\"canvas_background\" width=\"133\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" height=\"100%\" id=\"canvasGrid\" overflow=\"visible\" wfd-invisible=\"true\" 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>&lt;title&gt;&lt;\/title><image height=\"94.69388\" id=\"svg_1\" stroke=\"null\" width=\"116\" x=\"7.5\" 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MMsKgjD+e6nU9GeBXkYgQq82xUPgVNVWsHIDY\/L1XsBwTjPHmEKc5d2A3LzVsmrAyX0Lbnh4gWIScoxz8Wbg0c23WOgKVjfTrZNyv1nA0eqjh+hUFCtKKeDkOsGNeMbjZEwkC1aDG6z3BgWikw08D1dWmgqcU2tsRW7otOxlHnJXvQ8Y7lzBMqYS57Im4HnL1eUdSQpu2HFAZEwmbM2ddOapRW5acE\/SbeZFsxKdiIoiTvyJUcjPmYm4YLWV1eXrAqFOrq18NpycpEmyJo0vul9TalVlhhm75scIr7IOh5+GHB3h1bJkVsDVDkWjSUUi4LRdo9Gudm2mrq7ieZoaWPXOU9rKl8ENu2vE2TCV6tCZqOtMUhUZWYzGXD2RNo2bIboVdO\/5Q0vppjqkYBVGDX5tNpycIrmidS5XDycJanuky9UVGfIIM7SX\/sZ6xK\/6xEKXK3Y7HQ77PMnkzEmOcVZSe\/mdRS4X3LitPHdFChwxcspMraXLdWaYWEtJINYyeqY0aylnoWteA27YbqHLjSuv51F9YyohkIMyowR9M0AnS5kRSk9JEYocVMhPHR6nysCju5+wyGWTo6d0bK4YVzmfeNgx4N3ZH5xJcKkqsjqRFfiV6uKzAjEYTngHHIlwUEwr3cL7AMPPltLlbjTDwyuE8UXvHwgMeAcCgSPBOczEa9cGUnextlZ3n5UrSVJnzSjNJHfBg4gHUeXo8iiOkMPr9Tq8gX4fM1cii6GB8bsYCDll\/S3rlYDBOlwpU+UOgRvuqnFSDfEdCTi8VByhRJCZIxGDX03eReAr3V4KC3YDtrpYM0cebsBoebmcWrPExJoRLyMzcyXSnpA3JaE9uuYLm7oBw8cWuTS5n8CdTuV8OyfXbGBAKSE3mH1yUkZmsHQLYN4adpnOCB7B6MKFwoSdOpzWuV6JmSvRn5\/QzgxvK6hOwPC6RW6C3EeAoX3RRBLuWzs44WEGqYeZE6HeNn0XR3xi5vblCwjz11joJlSOR6trhPTjnhj0OoiEHMrc+TlF2jPooDJIjaUugudiwHCbRS41mBwwNKWbPxhZTgwOBgKDvYKPmTuRlT3kLgYH9+Q8Ps6aNQhfbxU2UNlIAsvLa4SMRfP1f5U4vFaSmLkU2bf2MLkLX47eO6uaAMOH1ttxsgKHAKdGwOriCwaDc6Nwhe+Cq1jHo6332yy5fyvib6jICUUETjBBGRG5iymqiSpuAgxWtbrddhAwGVFvsjq9PMJVqwjzVoxit33K4wa12jzF6AWFXboFodu\/ts132bgBocuW\/ndUjpArvwR4uGeeK12Z7anxLNxU1egFhJM89RjN9xk3ZEY6j89fpjD\/JWGXnkuiy\/kNjgxXuBmhc2r+S8aSkKu8FiH847w2l3bbjcDDlZnGkmMYs0crguYEDPP7sGPS54hIZCnprOQgyX\/NZDx9QfIjdz+6cuV8d3SkIB3h3Qt0lQuGD+\/ceUSWGJOIElyb2JkgW2C5jg6je23zWi64HaG7FrNpcEcCgVBosNdpEnSKdHj8hhKykkVu8X0ko7vANn+FVKTzgC4pZ5nJV3MBby99v9Mry4wJZLwapZf8CCR82RldB0Lu+VwDljoPmlWFyYpih9dBhVbtmGDbkvH1BxwpCazNfL0qNLYBgjeKJWcv+9+0ApH2HYTrq2iAMln1lRKvlzGD0gUTIUdKaBmRLpxfAgzriwtRxqn9X9S0zPYFwiuXpR\/xPSFH5jOeRwRhNlMHThCm7iogxQwT4mXlrF2UBozeLIYcRXZF58FbbP8PKbPdhvDlNWzmQhkyl5Lq8c9a2ieK1aoqTfVV+kOOKR8lUWqsx+i14s4++OTLVQDXf2HeVMJOJ4Ya\/nZ+R3h18yQ5YSC9UKHD+cjJSkfHLk1VuFnh5lfDI0Psv9EJJGDSyR3JJkd0jhwEWYxH3wAIYwCzn89kN\/j9fDoduUQecoLafiYWG23SNIWbOTdPd7Indob01xkmR61lcTpnt63nASMA5IZfzZrBv\/jRpz\/dqKMrRudEr04un7VMdTP2REb7VL\/IzQhcdWN3MhZzdcV0crr4sq0ll\/lyFTD8QREYBPe2G\/GwRuzDPP+0KfNAWjoJCMGl5HhbYweVZfg5Rur1Zj3i0wlXe3GPy1VX1xMZ7vb4xdK5SR52iHJz1UXa1RxyuUagX8rduLzHKDm7\/Y6ngYeHmtXmm2hMakKls9s+B0zEDdeTU6ANFeyR2LJSz3tD6YVi82YF2nCsjrKLxZJhjySWxk32KB09MRe5kCsaVeSpS9QnQ8teOaf+CwGpUS9mnPhlzQzLLKrHvAk9HTmCyI152NEAGPj1NruRui+EGzwSlxvLhRK+\/NNJ2iIuKnWuWM8QVwo7UVGlEVdknBtRuRFP9iVyE8zA95nWm628DqFVtxg+4eceetbJQoUjG56X8ehp89WN0YnnGH74U3sBeITJ6aTG9lB2ERejtxRQ8Yb65fzr7umIdE2yi3YoHqk4f8cpntoruyJRyo2CG6Y9rXmUjmzHKVnDpB7j0YNlRTUHhukZXewy+mbPhLPY73+Q53c3h\/3NDwEPdMBZ4dF6boSuq2TTG7w7aWF6iIQDhbaC1WGKjkpdNOLqEItgx4myzo1eINalVE+ttbLgCNAWTEd20sAtXofRlzZ7Uc2B7HhsRWvbO83m6Oy2HzFC11ayItN8DmDYZrcbYI34LXr9kCx97xgYMNAhLkq1w5E6V5pdtINt9DOCAW4CScaUEZ0bAVfn1KYztz6GtKw7EqIvC5xfAQyHjK2\/3fbLszx\/frmsb76YbnxYmW09YAirAsMxK1YbGthTZnuPx62L5Iz3YbLA+HxG4vnaZMSVwa5naJdGFC8\/PI5TNE+4w0W4pf9rZFTUxHwDGgRlckCD7uaAR6Rz1XDUBpsn57yUr8TIdDNOy2zvINxaJYt0lqenHuFVxKAbcXTp1zypSSiywZBe7dAVh\/q72HC72KjJosBNQ41i8\/UlezK5uSJJKX9iocjKvwZJPUzcnNE444nbeX7d4rSHPA+jB8xH7l2E11UIqYE9HcYGQj5xM0I7DjhLGr7g6YvG0gxIVkaQJPuURk8t3ULmsqCRv0qqKrUNdUVoHpDm3RMbUYuNTAVNAAwGFafMtm+8H5ednAm9AyPTdSund0T0AWedhZWOdj1eXNpoJ1EVk7ra0fwuGou4ku3hWo9Hq5YZCpASlCXNo2psE8FGPp0ENrqNHe1uVIpNKdiFF4Hx5sf7P0D8+ZUZ9dEYmW7Cqd32HcJrJsINTpOAR1uvsheOajDastRZ4uaVp6lOZ0cVj8Lr6UqO9IVlv6Z5PASZXwq3jQyN9kRiOraJXHCkVhOL7ysgUQa\/zWY33jbxaAWrV7CYktylCKcDRef4AF2yn16wVJamdFUlohNVqSNK2WXA63IRerEe1+jwcDKZHB4eJWaU\/J3+Qxa32BDrKVrhaJP\/XdSaGI0sv0QYq9Wc+cn9Q92V\/zZxBWF7nleb9Vq+du1d2ZZtWUqM7TQhd5qTxE2KkoY0QAIp0FIgB1dClIgEiiBAqNpCoQiQuEoPQaGtWhWqtlLvQ+qv\/Zc6b9dlbbOQtZ2E7VRN0wji3fe9+eZ4M\/OaH7v4nlirgfQqlqKg0rWEnMXnHp0Kdi9kw\/Lyyy9gRmvfvjfffHPfvldeUX9ARaPVfT\/2F2zhVDKJEJZcLTN6O\/MRtW3i\/4Qc9pkZU7rb4IUZibGWgh11PBRwcvBBwF7Gr3k\/VlyZnxPrw05nURNKj6kG3Oi0VRbmZzlz27kyygzXKrWw2p3i+WWdZ5tt107CQw\/yZQnYuWp+2\/eiRoh6osH25l9\/OoUiz4c4uZcmGQyv\/VHCZrd1MpVdLDHdjEzlzKYlqjFD+Qyw8NbySveWcp9Lhb2EQhKfX0j8+Rt1QhC9F\/RBowYQ4f2ro5+G7PYiJ8sKrYT1apO4DfhfB8oZDbmGepZ8Zr547gfcYEltSVxBPNPYbyB7ubv0O5QcqHj+RPuPL7\/54ov7FMOGCCqifougvYmM+tufPRUCTZMVK5XT4IUvDJ\/531KzStpjhrpZYrrb7DI5FF9W4DMOLLmxPHQbrgOL51elFnBZXYLg6m\/\/+TfqTFJ3UhXEkqL5149\/XvH5KWz2Ei5XShd2udJ+wnaHsu2Au5MlP5kPuV+BhUCFPTczu9vIkcFp5czYai8VPLsvjFG4J9HW3vEzDQj+oqHBzx1\/zvf4An5BS40VCZw0DDw5vcWYyqlHITlkaXfNVpkw44wtVTQ0y+IGjnZUb99l5H7OOoLQ3fXYV6R20hMJCCh+fzgQ9ivfBio8FNcS++bKh4B4DfcZIz6XgYV+wZFXYvuW+ZD7nie0SyBv6ouBGinMPLMIXZ8U5laq9BXFnvN9ycKJBV7qb7M8osUa2WXtQhvw8LbZfEtsQN1GSGP2gAynWMuSo8ZOiFjg4VIsaNr2VS5UAwVeQ\/fNHkLmJCanlcScZ+K2q4Tvy3nS8jGDyVnUujpgoZYROVO2rNrt0Q4K3G3jq442AAhoHITCiI2EnN5rMZso7NAicfnlbeeN1YF9sAe8AAuVLhMOauA8lY0FAodv9AVhSThiz3Zx+nhy1XQap\/YOV+HRavZkunqjYwzKLJvugJfAnNttOrXj\/OIcEBZ+sNgKPDtpyYkJGAkDcRPONVXLGXr8jvyDf2OViTbLN4eA8FBbU1lhKrWzc6KnBQjALaNrrp0ap0PZhtvnTrHkSz0KsqGUUcH\/rj2wNssbLCELSSa\/0wzp0mAzws06yphNgug0D3ZcReVZFnj+dGEXu2BJer6Zs4et+UMdEC+9uJ7+cE1l8ynC50434eL1BTC7zfLgDvAstA6HYpzDagZxcLLQB8DS\/XewMAZ6H2HyhLPNXGwoqzYaMXu8br9sevD25KtUJt\/e+voG4101K3dHyxPMLs4U4geXWTafZ4ElMDC\/TmBMgB3jj\/amAIWHO2WFJ+DpOUGOq03Itr0WG6KWiRvemLz5yaOjp7Z7QZO6if0fnti0VthpmUsSyPamHP4EsHCzgOjV8nA\/EMTuWE\/U\/7z1jvPEnc0ABGAaobtR4FLeya4lVU\/nujC8talMuPfGux\/u38kCUQWpRhVe+Ql4N761htDZLG8rI4Wyn9YpjmrulEHs3t8DhAD0MZLAPUd7x1ll95iCW+2VcmBpSFBKXgIlifnm23TA4OSX506DApGKFiHwWNQf0o6olZz+QA2qNmHgsTukPe1pQtJSzj6LLhKy83hhXZP3f\/ACDwBL\/VLMyTyfGIGxuuXhlALclFuQugp+iwcIAe7i\/Oj28qb3Nm4H8hgftra+b3yko6bfEYhEIgHnlfaF8a5OIKwXJrasDHS2ZzEedZHUgoZ8Q+fuLXgCBX7Q91jsxgJAV7soutbe4NkZqyx2DCq4DVyRXAl3r5YqNnzFNguOQHaIlDwLBCbqEDakRqrKXWMd\/f7kXalcdgfXByIVFRWR8PqgLEaT\/elq8K7IPTKqXh0\/M\/n+T7sfbdx\/h8q5jY8OXbj19+RDdIZU2Vx2K9+fsocjhc8ax087CTwoMjiyXhLWVvEcjEuUF7oV3FLDYpCjkVgry18sKIPycX5agrnbBNWKrhGovjY25JKlcrc\/YmWocJgVV8TBoFgFabYe8S1d6WyI2ucXzu0kQPKFOkN7jn790zsPaD7uDOGBRnSacPQY+JHFVrjBHGsGZfGqmq6ExDC3VuBxXCA+u6NW+Wh2PCg7OYX0mwg5YvyaAttm2yfoWsrZbOFItipmDAbTNYIUj4WdiNFTTjEcPTIDhB4rlIrb1k8mVG5WhafCZgQyCJ4+d2Hy+4l8hwrfmVbhFz4ohZcb5o8BKLrXPeOSkpE1AM\/B+GISM9Wq4EaaKkIRToVzdp7aKEuZcbuCSdz6Sia70Ml3rWsuPXagR4wHPQzz7JdJNDQC4Useonn8Ng+EVw1qZ8t0c18TlaXm6ZbRFAHK2xkAoY4lQCsa8ho8vZvKCqPL64SvFxOCxOEiqnJpIRxC8FbT5jkYpxB393aBqm9NHinM5UxGNFDzpfr8ZWduXjxCIHcPWyPyulCoXPajrjmXnX56hfD8R2UlatzvV4FHRKqujfcmBHeoUpKkUCiEXyslORhg2hfGllpSAIqzhELnMueeJrLwgfpShaTRsKZbIa7hAXUlge1aCMdFfO9VUT0HwwXEUP9Up\/pprekKKcDZs7sJCKlDu7M8bHs\/v3CdRmUs9EWZXDwUcRjIlEptLHjRJbKV5pxsBC9A83dCJRpUl5VjssTuiwSCSTGK3nvv2HQrEEA5JjLZdfgBgh2eL93brBKhzWiBKdZMKc6CXN4\/lcqAR67NJOR4LIIW3bmito1x+uNxR2N3hp0HR2bjFYhb9gbsV1MKy3Dk6ye+3gMZNwTG3FxRAUng7jCAl5bwlFpe4oXRnmjMxekZVNUZYnwBd7kUrBnp6OhY+C738m53LbAEvIe\/\/urtvYbQs1k+zUoccQ4hHhtaqoaMjC4O+eOapVgJZfME42LPgQFQhSzVyKJL++VaSkGjS33ne9O73x5RbAdPYLSp1yN4isEtEvc0A\/HCxTJbqSktnq0S3IllTs3sqAc+IelGEfIqpgYB2TbjxJyfvG9ZljlpQL8YYnLcBv\/ZY1WQker6scfeWSmHeU4HdcDFaLBmahQyMtjoQgLhdAq\/0tpABj3Ytry70QuqslV17WBEyR0uJpB0lQfHCLAAt8tKTkZ+gR3BSZfDEOvoELld6G0aqFI8HJ7Ct\/3c+bePa6qn37qUn0TjGJdb8vf2pQCFqOilh1xiVA5GHPQjiwGN8Qi4vv0zl1ohI51TV0QxrJtyQ3utepe6LLnrxKd1Gdg6m4aEqBwoxhyjXQ\/NzqSAZ2Hb5RW5OccLcw3W4jOIwXh8tmdkjoa2GfR2Xrx5xpZ5a\/2YQGtd0nQawXPPp7vhMXowuDRTExCjojvgoUhwdqdBzDiPPxmXhLaZZm0v1E7VyHHdoF\/zLvODceV\/D36+e2cGttH0vFuKedAFLi4g8Y23Utzg4r2VSHxt\/ghYWJT8TPH2n\/H4ZSkUHhqvr86gB\/zVC68dfwpvHqVzuRk9QvbNxkO+s32joAkZbD7QmwiGoqIcDCOAVDhMSOT\/5YxBtrsCblEKBfsXFpEJHkt3us0dD\/qeseJMaJGQbb88wZJnzp98DFubHJr14WcUF5Akh5oB6C+6+mpp5wTa4S4thqy3xl0luAQOfJ9IDLd5zdgAS9Gjqrfns3de18DTru+sU0uD9XcBF05KMjPcNwjZUtXdPD48j\/QXVbKA\/gqXz+qgWKlA4qwVmhEsl6Ly+sR3jX0tVaBJ6tiwMxQX0Gl\/5v6LtecOM1EigBMbeVBJcqpNDKHGckXYNjS2IbE\/TfPMPIHrvx5U9sRKQPcqDS5gLFZeWvLXTk0LUmdgaHEUqAdGrd63725Rdm9eOUub4HjGr3EGkpLo6R2\/loJcqRqdVjLviYgQdItiZQPK3YZyORnze64MDY\/NTY9WQ7akuhr73VIy4Fz+zXyxVq2dQ+H5rRcmqLrxUL3U7qZE6yhiQzvDaATaxkfVDQD73zmYq3AlBgZ7AJ8vNSNIQokpKCdSJ+qezO24pBAnzbvkgodd\/wSHpPgMvHG55E6cTU93go5UpzoHu+sVudY9WJtin\/wTLXMjPW5JpMrmMHZ9mZrHU59181sbQV3t+mH\/uhgSbcGgMdaAOy56zvZ1ZpZi5+0bK3sWjl2zXwPFrmqxp1wOF2h\/9ZVGjvq\/m\/vviY9cPLFL8zbxMPlSlDGkwvjq5dGkq2bH4nQtAcOSqm8aafOLkuw3iBoKndqlTrChuG25dZiqG4FUOhGSI8ZJ0p4dACcdHYvdAGpi0Xvu8v2Vw02j9JeuqxtsYMQlqT5vqfGv4ipiIJXZbrtfo9vZppo5PEwuYOdWBOUQOuI93+2Yah6orYKnCmZdm9PDNfjJcVlQMgsFtYh76IEV5cmttzPDfS\/1uuMF0ZDLVaGcwEkxrnesq\/O\/YAnqzr13T339FRb8jQd\/va6SOkxjnBl3h+1KSqUo0VzFkNyWrs2Ad\/L8Gap4mpkzXhHJUAfIH8MliboF15X2szvGpuaONder0nVsburASO+8wx+TFBfUyhTz7FyohXZ5W167CEAXonUqIbkLY0mPVQigvR1famkFkkn0Apw6dGLL6pV72XBNX\/qWVz0LGFzsdYkS7lsHUxJ+HPWG5flFlTaB33hir+WCdiRZkGRoyOrBXY3eSUiKrqtsoFJZuU4KibJbCLgQsqLSLloa5fTl\/RQ3At0jwbi\/0DqZ8KIWzVABmLj41Y0NWmJiVUQNXj6CTPQC3XMj\/QKGUcq5riocHu0WEcrMSm6amOSp4k38hH0lNJorWpwIoa5wJVGE2lWGotRZdNWIchGetktY6ASozuQC99\/+e+sG3WTgamBn++DLq7yaDecJVHcvHcCWeSShEIZRsaDgX19RjOb5YlH\/cH3GMSYwXm7GbiynJ1ilmDfSlIgHnUU9okeUG1nlZPzDe8ctq4iabpLOdua9i3tAQU81rwQNf9OBkbO9NTWJmn5XUUzERORQIp2iigeYtDQjcni+Pw0EUuMRCWmy6BrOUGQJgOe3nT9oOVgwaqXXgH1z470\/DtepZK0WeGaktT1sL9Jh4eiJ9CVAiZjzmmpGPAAEuIZISSW8TGBdu1LmcvXB2rb1aAp+cMvkx4eOanW6BOGbE4LOkqpA\/pkGGBRNCZxyXgAwXCohODi3ewrAC3U3LWuLXS49H\/\/+83cvfHiVUjd0DkVL66CyO4VWgCXJlGSpJMBAqS4pvZOyphZ4Ap\/tfT7t\/rbH8G09SVhUuGCpXYsOfz8A7JBNihwjISPQpv2SBdWuD4gXTj58jpMayvDeAQAe2I7SWxZphgkwDjdBG4+e4D2dAMAFHAWyo10HukjlgsKYJ55bD6vNUnYbeB4GXHIJCqcdggHgbcfmtHOZiO5ssiBKcAZjEaduKyw3CDzAT5bng12ZZRfWhhFYLPdzK7A0Uj1Ad8g8Hau5ghk2FqCwq+sdDcPTbt214YJJZEwWvt6w9tBR4L4\/DF6A4aiP04mwC3YBgq0AfetMauaU1CVAi8gZx9rasAOg26\/rj3KuyhnKmPt3rT10OAzjNHgh1aanJr6Y21WgRfAnzOygKLX2ALRGxijSkegUVavOhMjpj1kZIuCFj7asKXTaAJrBsF5JqLMhPVcZKIj4cEgPANQEzcqWtJOqkAfk\/MlmpdIdoKPSx+mWoSdSCN2pN9bSxaTAnWCBh66kHo07Kg8AXAskjaOgDi0CiFSY1EHJkAIdhm7Q9Q90I2p1J6kjMCX6daGL+QeBhYk1nSlFh8kRHuakCk6P3w9QmmhtjzqNMyZOqKbxktW8giNNDMfiXKiN6tO21zYcos53i1XUWwpufWyAQldQnV7pwPG4lyo9jieB81SmgYBSeCQZZ0yHOAhwKWpaM6cmnWFUthsZUawGbIfpcfFXPH5HRu7qLQUXkOsRusP31wg6BO5vCtyBdVa7zsOE+mhsfpXutWsVRgM9elcUQDpkZuTK0wAkvLyLwgWkKZok2bjLUkZrsE5RxmwO41LoQ+eFoxvWBjksriMUuEqdd2CCwWsIHPm17Etqnat6oy7OeO5rOGlm5NzGXBQuJkzTbXsbYVOj3j+A4FIsSAFGD7puhM7glXalhwNenkfg9JhbTNQiYEfoVP+X9tC91uSOccaWxcy5L+Nxi91BTRwLbOYwQPn67ja6FF2+uI970gedrUXobq2Bg4nNiXT2crrBocfvyijIPTcsZfjP659SL2a0TfJxBtOCYXMezuXkCiQNOf0Ie0RZgtc0LbLhNbQbqdqRRjnmcDyRTnFWE+8ajJvFi5ZPAgtzOlTJ+UMKv9\/ZRDcQ\/fdjr+KoyAKzvPlfAqhNWs0snDQAkD3FU89YJJfoEuzfkqND+P3NbcDyMDh0V2Ds+XHdEPBw6viqI2d5BF50An35yNk5OTJA+f0QzcVl9tqN6\/R5u3tCPs5AbqnezK4lPeiZA2id9TifzpRizyiiALc3ZwOnMuamR6BQZk80kOeqMA1TyrDh1YNOu\/V1NFlhf5ImOpRLqb\/CP6TttW8+UeKDRjnILMNEKYA5sx6r\/qccOwCUVmh94SqiClMe+Vtbgmy1e+swKEeZnruB3NIxn1hL2LpNqwqdzfKQZQnrE7h8hXPH5ihNTCC\/5+61yVOK2vVLHl2106ZhIr6iqZFTDnrUuZX6aZOgwpTXHzytu\/X4+e1Ki1yT567Acdl\/s93AXZIlIrcZ6Q86RC5\/t61Tj+g\/vW8py8d6125F7cafNeuXE+aVRTE1cs\/cXpzvbk0nICy7jz8NAcTzHq4Frf2bS9CxZo6c0ckTGyyrJzbLLQShqYHLo\/dkcJGi4\/1YhybwB69OULUbbV8XZp6azl0AgB6\/iYMCNf\/1NOeSE+RxugTbL2tLoIvdjU8V7KCrXY4HOApe5nJaHh6uHl1iy8YRlqTcrtySu\/XRjhR1Te481G9rQLX7ULHOfX7RyT09KCABUwcF1AGmzmWc0al+CiVaKBEeXeauLLo+r32r1rjXjjFq0yWKJwwseXX16NKm3Grbm2RyiFJiuii9kwsbnkETkyeVPMKIGNOlTEbqA+iMWc0tylOmgr4nfi6EGhWLcAF9ymXXUOsrgYHGnmRcxKkWDZFVvvvl\/naeDESzx\/+5ytenAVgCdz54Nk0c\/5KlajfQho6Vzprcrcf3MHdQoFwXoXMSxVlDXL3inU2qS2AAO6WXS2kw7uwaW+jtmKGZp62rwpbaPUHagCg74xKDjVWUJbZ\/jA3Oyzzug3P09aCvIvSkl2mXRwGazVvKkH36Oy9wucF3OeLJAhwyXJhAOfP1945CphuLCu+Fb1fTzP3Bs7WiM\/PEeCoQpBM8EI0\/7i2\/25AJ\/mXvOnqeBoKoMxvHhM+yWcCAAQPBoSNAIIroVSIgeu8IRO8B0cRH7733LrroHSEkuHHjLzHrdbJJDIjuxWYOCHEK+7y7M7Nv3js2h6HcsVutBjXTla6bHQCWSzkMUhJ6p+GM\/1WaAadp\/eE92Rc5fa\/yI8LH3sY7sBYvGQz2B1ye+UeQEzp4axqr3rgorVWfzudTHGvvfu8pcfsagdroKLGjcXM9Hci3p8ldzjH+VxMAmNdCFWVs21rssgD48KPrzu+0m5suLlqwskuXSWuvPlb+SAhTgm4f1QSTOGn+wlfwuLIpiZ\/Q9\/7YJ0OBsOuuT\/1Gab3kY+7Nyjk5x3hYCOPG0rJArVf\/RT92jCxgG+5nRZb7vx858p3yh+OyVjWwSa1ajdpM2NDOV\/A41F\/5MXn0vcu8nPhI72Z1EDsh+QzQu5Pc5RxLLll39YZaEMav6emrwezbPznlLTwn\/lBaKXyToAtAv35MyutHFTwEdI+vTkfsAG0JcEI+7SdtEwHAaiJ3OcfJMozQ4Avjzwdghw5PKX8+\/oYfz7tl3BaBywgJBY8fxO79q5UedjuHtGqkp71CHBehQydZmekCOXzGgg7obJ3Wa9Vd7+mrrbzXXz6Hqy\/EuOsADDVt8+zBcwVuP3w3z5pd5WE3oHcr1CXkJW7nWgnZQ63LXgtMs02j+n16ev+Bp7OUfwI4jPH77t3bP3gWFzD5FWHvpQw7AqfG4Lz8kPpHAHpKO1PghbiP19Vt3PuI9+PPDv5ncEuKv\/3i0S6wGzWxTt2PPQGOtJc+teRPGr0bDvB++Jz9Y5XkPwIcz4Ywfo+BxfjZXbguzNYmowCGyf2uWvBJBxjoJSYrD97+ZzbcbwuB3ayDmGeyap4ADJK9heL1ejqCh5t26aYimzn4XwmB3furnronEFlfxCm1jLJSnGmrLh0f1\/1Wit2S0UyZisAEGSewqJuotlxLcOgHkqqVs8cr\/9IF92eCHzkvr5Gq0uaX41DHSUgQ1Hq9J5t6btIiTYtZFP\/HTfTvbgKQdQXet+XmjufP5BwrEXZQms\/YKfv0fUc0UdC6IBnfCy5wZk6FKsFCcZ9nsnb29PPQd53hvs6kWJx+4xh+E6U72v4q\/0PMv4IGlL81G07OX64cLleoQfVsygs7Twt8mflVZMtY5X8UB2BL\/HVp3ubLlaKJUMPAzZ\/ikck5wrB522PlfxQNuImGDWdvizk5sVwhbzrneLbwU567Oqc5TyBk5e2YVwQVntbtOPNLdx8Vliv72g0RObH7MbL3XcNvXBLSZeR\/5MTDH9E616r80LPHQ81RBHLip6Qb9SEA2\/8jp5T4FIyqy1NL80xhuewzZiLECO453nImcO4\/ckXkLqGldYu0bMiZZ4rb\/xFHTq83BKpg93\/k\/EJ8bPIDesp2VXk1d1+W09JgV65IloSl+8L\/yBX5T7fQAos\/z+nFVDyPH3q4lCKnOuPvftug\/JmnZRNEbnSMXwnKHBNHH\/iwjRCf4SyWK5WpDnfPiWwpg4elj1zT\/8hhMJObq4uYmDcQwU13\/NtlT95MhBxm9Z497NjOW1TItmjkWOyRU0ZenOxz6xG5ZmrxjLJT+ZTN+hZhh1OdymQyZ9Jm8Wm1UweNHIo3crjh9k8CbiuLfpBiSNxw32Qz2Uwm5ybCD8fKvcmZZkIgh3tuH7oN1IhtkpJU5j7lJjeLezf6OAWge1E5ynDVR\/cftZEBOAyn8FIokDuveBFP8NDX7iTUZiT1xi3q0NXtOHLiJdp1aUKOMPREOXKETF97+ODeWUosH1hxx52F2tCxb\/vVNVUd2R0+ckJxVU66M0POt7LSLt\/7d1iyv7McuI7AdTbreoMFHDmZdfbKkGNsNW42eulm3LBLKlcRuH51mLzNv4GcSUuQW9G9ZztONlx5IRkr6FD0rYtGOiaQePJvIOfQat21ishN+9Sg+ZBVI7wE69mMOEGH2mGeHk6bRBA5x7Tc8KlD5WFiVZd97hSRm992iFWnbv3h3vTclZnxgQ4lqIgGA1APJ4icm8vbr6kseSUPatnZlO3RYmp6A+3zkNOro\/Na1zG9AKGLz67jW04vERxqzqoCVok7udM2kuTCb56UhOF4PXA7b3odZyGgrqcbNByF0O2KS2GHOp21NTKsdVosTtvO\/kCIeYb1CWXoewX7ztlqypETUgRqneZTELoDMdl0bGhZgyFM+Fdwvrkailmd9QkoMk2M07zNkXNwmMcAgIlFHn26U5MORNPiQm+osZlUjaifrlC8RycARrWU4Un1a8iZ3ps4QN9aqhCufgEaDI0FcknlDqkSny2LdAs++MiQk4LG8JXT0vRHH1+UyH+k22+A2vHgN9RQ7jFCs6fDIOYsABibQco9Z7giQ0HuV4Xyfc2GFDR4FgfkFGUX0cp1rNX2K7heGzX2+LxUIyFPUMPew2cL\/EHxE530Ul3u7qQqHjfdu0mEoN97pcyIx9rzRjDsPbpcBZ2TszOZRw7nOAOA3lAvtzHQ4GD0H1uTCpvb6dOoDLn6O303JZrIn85k3rRMyBWOkat2rKJOYpMyncR0\/VNVZFn0p0RqKFf59EelxSpnp5vWm0fVkryplgQ1qfDmYVI2ZZLq60GDo5E\/LpOMoTewsThuihJEq731sBxXqsTyS9q3tQIKfBp5G4Pj8iSp2tlaDWq1NvTn5+R8Uy3cyAMABrbQK+SdT2lkrRL5YAlKhQwDv\/cN6QXbGEg9AVa0VyvlwwlZGfUng6QyngB5UW5M4Ofa0oskYtTqDLCzvlrhQLEONLgbceRqKAtBYyPhQfONPvK64xaiZkC1mP9rPSSE3Yv4RVdDOU80rUIPkXcDd8jtEFKmWhywg9LI08jvuYNiyBGjwNb\/F2Sc8ROr0ztoQsNuvzVV5Eq0gUPksCjo2UwNSKfLq\/tVs1L2XqgWC5MsQibPUCIdSWUo0Qa0VgMXv6RaewY1HTNhfNNqIqFiH5rAk4gflwqWc90rMUq3GFiRbEvSuGSyX7lq6lqFQrz7l+xdsI8Zg9ksppwv+s2iwOUtZx6OaxmWK8FLj2M9snE2JfXGocJSfGBA+9YwV+OEz4OII7cRC\/FALqI2LvmWLbf6eGpP6nh16Ow9R2eyXynkfR23OHQNOnPaRdCcRiPXIo1cUnm\/kpD1ZW5aFS146jxC2a8UfuuvnXDPTJpIFefEj5sW61DW076YSantUYLvYaTvOWQ3a4RwNkDATfyEV587r4vTxvdDk9sTLAYhQlSwq8fvLtjO3IASfEqUA5tfAESwAYJmne6b06lCnMblCimEchwPO6vSgF196TMVFnRRPiwRuaNAgh1K7E34BFSq77HFcu1RQzsvhRqKkLLC16igMyU\/7Rd7PqkRjqSyWyhZVtrjIz8dJUi8D10C5S+hEeEr\/yUopsBBu3rfnQZL8XdKhCPpNZwFj0PQFllB1wy3GC6RCNsOrbATuixCzEZnqWWgjcB7K4R0GRflFKWGMho0lkQGr3hm76IX75bwhRK9\/EREPvPc8eznWDEadBofQ4BEmv\/FkWsaRM6\/QVCvKZ+S47ikYvf7om3OauEEH8iwCMCdWCLnZ230eLZ8uUJjO1NDAOfrx9X0qs50xVEfEyE3T\/e3Y52AXRmvlCY0MPJivcJVBMYktwK5fLp1D0EfqmhctkHkpkYbuc\/kXUlPFEEUZr7HWFb1ZDZmYBgGZgAZcYa4BcRIlADGBIghJoImrolxQQXXuESNqBjloMaFGLeLUaMx0QtuF3+bVLfa2t3FtSvddZ3LpL96731v+8rW\/XU0m9cA0wW+zIFcY9anZDwVc9rcslSl301QwiLktrxmjtgaN3LWOs98F2\/UBjnhsrm6GIDjDoISFiE3hc1JcjkLVJMpfWwu62QoTzO3rG0Qlc1dCTZyD02bE97P48fqnHHurF9xTpZQHNyypxdg9UXhPVnEaC7YyF2x8zn3+NeWzJ\/P5busbNyZoLT+eDMGbC9whcBN4JHbCoZIPub9yPp0z\/ffyPkvK+ssCqwopgAMNUTDiZxZcfaqtkeEpCjdPcP\/IOfzrr8Vc+0wV7gEwuam0CL31e7POSjKCLC6qfx\/3XKZP\/zEXlW1kRvumbXCXDiRW1wr2O2eZrAm3yZkFSX593P5vryaTZ298w8\/KSerwKmGqGL2OfhSs1KYwZb4cs45n8mYubhtcv5QS1uW+A9wy3jTY0D1oqgo5sHwM9DI1da8JjbveXPlnR5YmRpubdSgU2D5y+HWFRZwjddEx2EAo\/UxT+TKCTBsDTRyy2s+Eqsms15LhQPA4i\/tP35D1yiHGfw97dfOtkpJ6UeimRc2yY1o75sUW\/s46HXLReTugmGVx9WN5s4AeFzH24cb5ZuPrXd++D62F2lODC98XrjWnIjlOYCZUtR7rc7sz+0MNHLW8Nd4ThHoZFkwW44vPHr6aCGuxZ5\/86KkdELWePYA2NzGvZHLTQR\/saBm+RQZl70K7vFcPzDfwCPxVHtzork9pYcmSkxI\/8BXdgO2l3fNfk0bNBXkKGe6y4PKQDdiTVZZ6zNarR6LlgiAXoWzlFPrjIIu\/mVWLh0Vd3vFibBFy\/3HaMcGpbO0pFUZfQs0tZRn324iGeo9kiICRko6IicKgwpnacsQXQ06crU19w2VuzwlP4\/vhNJrV3VUxSzliVbGidjXgHvL33nBF5fjsfmbfov+0c4Zx1i6sy1s0NSJmsCfQ3uJBkpcRQM0dJfZtj65NydUPyerjA4G3eSku3zpnYxL6q2lu4xWbsFQKxDwcxfBcDfoYc7c5zEYZt5EPd2lgR3auUte6rbyFVVOMGM+Dx\/8Y275U74s3O4yC2C2UzN3afGTkc7oEs7SeB18ZymR+4A0hkrc43KfMruXWmXhEd45shQ\/4W07wpATWNDVThKjlrzwCiiECb0kbURLEcD2hpjSlw4Q3Qj0CpbD6M53cXdv+dxqYFNBK+m2aOGIqrZjPzH+KgzO0oRu0nxsgruDfa\/Z6tEIOmE+otSfU+d602BGoPd4\/kPuGaXRXYqryIBG7FKWLJdICUQ5T4xuhwQ4Cd1JMIxnuDul2w5QS1kfjpKSWXhfMqWMckNI41iIkNu\/y6A1+RbhmfQe10e8TZocYYPqD4kWaXJPwoKbCd09pO036OyTrVRlHUUT3a+IKMv1sL42tcn1Io2toTE5MzO4DSYTAPcd1ykx4A1DIKn3oUrSZX9nMkzAyVfoTjMCd\/JLUZRUbn0uosUR+QSAakVlcvHSPNIheKvAAd0c0hjLJYQzMZC3\/FJOC3rJO2eX+jM8cwkM78IFnGzUfUIasz3CtUVIQL8WRsfbLgIY7FBWV9auJmN30PXuPSLdoSkY2FDizqA\/DdJE1bljDMC6NpXJdW1EGs\/DBpw0uvenibDNgZEo10s611SM+H14xxkQLqvqAtHMOBhu14YMuFqztH4PBjBaiTlE5I+DzF6Cv0fkiwRQMS+8ca3jIHb6bahMzrqmB56\/Pkpg6Is4CGYqWQUQqfe5kBJveCCT8AxX1DNzY0hjLkzAmbjdfHGBgQjy9KWy\/9\/m3DgIA12+Gp0U0ANhsBBXWGTPLNL4FIq2nHUkbPufTxogYoyAwfMTO7JZ523fBMKXip\/QifoEARg9F1MUT2Qh+vqhsES5X+2d608TWRjG2\/d0Mkxn0k7b6UzTmbSkSSkthPulKRTkGrMEEOWOXIIBBHWBQBDFCKyucb2hWTfxul7iesFovAT5YNa4XzZ+239pz5lpKQJdWQVMq09iiGBbZn7zvOc579up6up2pq+NYGMRNM7VuhXJYVu70dVuM8zgv2ZIMUn1gGBQYuIYcgkQan\/5jViOXJ\/Hr0wBqG4LjdQIPt5lpChug7w9CQiKv2K9pDIH1VoZp+sVqANg4ZwakZPedYRbz+IsIBZjyxv0Kz7RRFFxUohbJiElzH8tdEwgDFicjdk4VupLgAbo332u2ZD08PDBNSy3AaJZQKdzHV4bQ3H\/deaWAEGG5ysN6hgxLQsQtMTJlXZzBhAhBOjq+cf46JJ3uUsh3NpVbuUjbsljorhPv+GKhmAhp\/8KMpqFEKD4s3m7JbelOESrVR8BTD1r0OmSc8XDF+Sjp4QbgtCpgM\/FbKIIpnnKyXxF+Rr10lR4DBA0BszxHG+xBSRFDFdVqrUfwdjzJ4YkNB4+oL3n+lVuo00Kb99gbTOZjEQcF2PKeEoBq5TfeXSMmk6ySYMgnjiKYtwen0KNFwCo8K6e6042driKVN\/RuOX6PEZqdVXiKCKj3WJOS0tzu0RRntCbVppgZMZaIoo7jY5KbQGs8Ke2kzgVm5yCjylq1MJy\/9uGZGKHj2TfQwBSJ5t8MrdyMggzzizyDiFVcsg2p9vtdlpq6nKbeBu1sqOqAPwwwbyzKYXy1gJW16bqNEcxTq9QOplNjAftt97okqUbhg\/j73kguWTay2vcTASaXeSFVEeOf6nrx2B9R0YWgqjqTV4TFxka8HnAQjBTv5NihFwgDe\/0zWYjjjLZJHE8Ty0r1tu9yZFVUnTdzwHRAIO8Q89oTrPkOHw+2X9qMNiYDWuEEAK6tVA2RbZNHA0I5tJ3ynQxcKcf6Ik2Dc8tOGoLVHb5yz1J4DuD7vIsWBEsMJLFT1GMXQz4fLa61uJQidr\/IqwioumY7SpLXRF0AfU0Duzc3oDxqq9Y4bUY1\/+M4jjOqGqDNU\/PS7kVKrv5my8Sfbkz6GasYAXUKrj8eifvkzz+6blQFknSGBQRqIp+zWosCAaDx4L1k3p7NKVMA9ZI5g6hY5QmABZGFbdxHRv9hGwTRZcbZymzRU8Rcav\/FcXJUqnG7shMYtvOoKvGkCDk+sALEu8\/VfVbSQwasEfu7+4HFMFWMjpQy8hCZjpRIW+JBfQiFV2hcQcqptGYOU3AFfDrWzeUzNeGj\/rr7CRLiRO8lKkIvOg2rubHMLKUWwDICnCpN4HZ4VDZjlg08IE\/2lL1WwZGFIVmnb1\/vvNNdd9QxHWhgaOy5OWdFo7StMphXPoIYA1k2rcdHWfJHAFAEPSmmdb+yORl6mFFdEleaKG4qKzOGchUAjlmhqIYo8qO83hrcayyQvu5xEWXonsGVsiqKIdVTqNnLy1W\/4EPaebniNsKuvSKb8LCYF5xJpgDoN74797mfR3jVCYB67SwrlSa5MJWpManNUIdC1XTdTZBcky4OXwEJj1jCjiKENAIXvckashM0S1CPk3EIizSWX8607tXh\/VocYhYEEFHkcknOBnqv6BwhZoTAjmUfhvFBEQykIM5ybwOnKu0EaIiWSqqSPskO\/RD11GRDBrJBejX+yxBUjL7OxMUnUHX0B+JH9ah1xfONu\/Sadr3dF5tPdM\/HBW8GNunyqAxvQuwGi3b+O5Zoyk1t4SAG89c\/4ljdv0P9cFjODuNVmZ8nKkQkXptAo2H+3U2ny8g2v1uoSUbaKDfJWzB7Ll7+GHf2ytPGjRohpRD+Htv2yIjg7R02fQpbFriFqaJ67KaHti3iR0lKgNA4tKStNEvZOEL04kyFdkSHqnIiMBDuIy8umNV+bEqvuz6uWk\/bmfyH2wFwLJwNmHREUWgpRjIURxYJH5DUDm9mZGBSY0s9pzAP6XZwAIMKrbtqJiMSdGr+aODiWPraHRi7C7Zm8r\/OlIQcVz\/4Zney3dfncyHmPtK6otbwxMfxmmWzW9IUHSYF5HBEO2EXZlVudU3eR3rRwYmI8dgUSvSW5yyw5fqqRtfKAeWtrJQzyj6rbadkZKVLgQsgoLMTy+lRvJ72bw+c+toxHlT71LwCvDk7vMjq\/FBxkIWWGExQZe6NR3MM8OArISbgiera69oRm9OE20yFs\/zguBVMlN5GxfuKi5Qd4EsYNEA44rMGLfUcGlSXT0gFljoSDVSps11uxiXQzKPhwARSvuf7tNhHdpXvXh\/lo4UT6J8eJv45Ay6P28BYNs0lik8x6y6ghniLCVT8dgsNblY4bKy6daiqsmK+rys2IYCjizfHCKPD\/2a7qS2jB1lEXLmAKwAdwCg6oPstnObenYjhicovxZnaUOCe9Gd997ePefvHxmLhJj+RK2Wqw13cBZYGrK6HIRbtOy4ZEFSJpim8bmKygwaAFBULCEW7ZHlX13u3Is3E4fVczyZpqRtCTsj5saPZ5Eo0X921xCi4ViuKDscbobiTJt5uNEmiV3akKB9uQG7LkXjdKjnzLvFew\/7nvXoElx4KL6snvTiHAHHQxNDoPFen8PSVHQ6pDmLiAUiFBPA2JH7T2ca1DdY4bozMwSIBnrAhtlxX9oyocwC31pOGh5w+z2+tNQpIsoItTglwWbR+pKbGhLUa+zekqE4XtuT6J1guA82DBhLZemDND9Fmdyy4AtYlgYq8iLMIMqJiM3PH2vrPzn1+vCFc3uuPzqkbesN2hN130PkmbIGRElkviSrMIzTNzFerta64TPqC5zIBzXcAz1aVGrzSYJHdOsZapUYjjNuMCTw5o6q7IZupOgiYUzNZgnP0KDrnSWGG+RFv1nGA1VXeCRIoMUmBu0nX\/ed\/6W683Fzc\/ObffveH9+V8vGGIlZ1X+4GRNjN+SWPnWI+Dxtl5iWqqkTldvIEeV7y583hNlDTBYsgKzQ5vuQXebwAK15B4IlkOceJ18G1bqSMHl+E3dUnidut3NBxQ0BDXs0\/+BQ4c8ePdcSgYWZXHy7uedydEmdLYdhgxayeIo8HqKjlpQl73Dfbxo\/1do8kl1UA0GQgcxF3CVZ2Ld1P\/r5wEqLRHgFbHlr44ceBrtZTZVjh3FLOiS89SeBFMwG4MiTgZF9TpTpC7nuUPOgMuldghQVH2qmBYAcCxEah7R++deV690ecovrvsGOYmdLanhlzRwOSx03O4WapMa5Aqic8qdoNwbUVbrGbw1IuP53SdmZAq2JZFBWZRzWOThaV1diEVIF36on9NHa80JJBMlh\/gs\/mVqt7jEVQng3RKxkBtE3dvvLyQKwa\/u+7gQ6+jtydkFfcJPp8sjYoM8VnxlFqKvIp5lOnM7RtGOzeg61uWGt0tW13cPHVnXYA9JHUl4y4MbsyOLJk4lO9Gj4jbhAIcpW65by9K1nQHWgHa2xiMHbt8I0zEaetZ7Z5ds3LQ4BUeNkFA2EXtoDHaTFSmriIovlC7xZJlNWX\/VgJoJoeZi80q8+0UZnWvnQ3H7z4tu\/S8LXZ+bZ8IjaWfAlA0igZHaxlMD6PC+OrsUg19SSq\/p7wu7joab5hBSJ6\/3Dfjc73hjXQPpvdgZlL7YDU6guo8XRRE2NzPJC8QsAj54iabDLvEJTUVF6sOTWoRlnNMfN\/Vb+Iwy2aDQ2xv+x9cbxnH9ZPzZcPnrh56\/61eXalmiIE5QsDSxZHqiC7KadjBMAK+5Pmo\/d6T9w8d7az93j0mjZs1Z2v79893w8rnXrI6vjtdNX49FJuaY0q\/9FwbUsRfl9gHrsykgeY7dvTvakbcAxxgr3h+E8H7\/ZNzWsG1NyXFxwJux2K9x99B9CwP2lcFxUJIVv4vKrzOt8Ot2sWiMUJiCjWQ4ymotd3r+\/9jHtvDFGtYnng8Ynl3f1RfCzBt1DVwgSCYIVk+U96IsFRt9WKGqe789nDq7FAAYBYTSj2PVyrcSo6HiH+hSIEdap2NZ+49\/Mq9yFA5YDY\/G\/u420+9w5mgu\/lzN3bl6Zm23CSiMk6Nn9y+NXyxYNvXmxhqV6Tig9cv3J7qi02IrfC2Lfxuc5fpLU89h7vedN8RlPn5eY\/Hr04FKvV2+CDFfd1X\/7l9s9DWhjLv\/jdcv+zJhvimmNbz2SseDacmfnl4ok\/dN\/1GTJ8JN2OieDTlDxdlG9IBkMSzAi+67u+ayP9C8PkS7UO2FrsAAAAAElFTkSuQmCC\" y=\"1\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["<strong>A.<\/strong> <span class=\"math-tex\">$\\dfrac{3}{10};\\dfrac{6}{10}$<\/span>","<strong>B.<\/strong> <span class=\"math-tex\">$\\dfrac{3}{10};\\dfrac{12}{10}$<\/span>","<strong>C.<\/strong> <span class=\"math-tex\">$\\dfrac{3}{10};\\dfrac{15}{10}$<\/span>","<strong>D.<\/strong> <span class=\"math-tex\">$\\dfrac{3}{5};\\dfrac{6}{5}$<\/span>"],"correct":"2","level":"1","hint":"","answer":"<p>M\u1eabu s\u1ed1 chung 10.<\/p><p>Gi\u1eef nguy&ecirc;n&nbsp;<span class=\"math-tex\">$\\dfrac{3}{10}$<\/span>&nbsp;v&agrave;&nbsp;<span class=\"math-tex\">$\\dfrac{6}{5}=\\dfrac{6\\mathbf{x}2}{5\\mathbf{x}2}=\\dfrac{12}{10}$<\/span>.<\/p><p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>B.<\/strong>&nbsp;<span class=\"math-tex\">$\\dfrac{3}{10};\\dfrac{12}{10}$<\/span>.<\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"0","date":"2024-02-01 01:24:16","option_type":"math","len":0}]}
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