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HomeToán lớp 6 Tập 1Tính chia hết trong tập hợp các số tự nhiênBài 11: Ước chung. Ước chung lớn nhấtBài tập trung bình
{"common":{"save":0,"post_id":"4562","level":2,"total":10,"point":10,"point_extra":0},"segment":[{"id":"6487","post_id":"4562","mon_id":"1158113","chapter_id":"1158138","question":"<p>M\u1ed9t \u0111\u1ea1i h\u1ed9i b\u1ed9 binh c&oacute; ba trung \u0111\u1ed9i: trung \u0111\u1ed9i I c&oacute; 12&nbsp;chi\u1ebfn s\u0129, trung \u0111\u1ed9i II c&oacute; 14&nbsp;chi\u1ebfn s\u0129, trung \u0111\u1ed9i III c&oacute; 18&nbsp;chi\u1ebfn s\u0129. Trong cu\u1ed9c di\u1ec5u binh, c\u1ea3 ba trung \u0111\u1ed9i ph\u1ea3i x\u1ebfp th&agrave;nh c&aacute;c h&agrave;ng d\u1ecdc \u0111\u1ec1u nhau m&agrave; kh&ocirc;ng c&oacute; chi\u1ebfn s\u0129 n&agrave;o trong m\u1ed7i trung \u0111\u1ed9i b\u1ecb l\u1ebb h&agrave;ng. H\u1ecfi c&oacute; th\u1ec3 x\u1ebfp \u0111\u01b0\u1ee3c nhi\u1ec1u nh\u1ea5t bao nhi&ecirc;u h&agrave;ng d\u1ecdc?<\/p>","options":["1","2","3","4"],"correct":"2","level":"2","hint":"<p>V&igrave;&nbsp;trong cu\u1ed9c di\u1ec5u binh, c\u1ea3 ba trung \u0111\u1ed9i ph\u1ea3i x\u1ebfp th&agrave;nh c&aacute;c h&agrave;ng d\u1ecdc \u0111\u1ec1u nhau m&agrave; kh&ocirc;ng c&oacute; chi\u1ebfn s\u0129 n&agrave;o trong m\u1ed7i trung \u0111\u1ed9i b\u1ecb l\u1ebb h&agrave;ng&nbsp;n&ecirc;n s\u1ed1 h&agrave;ng d\u1ecdc l&agrave; \u01afCLN(12; 14; 18).<\/p>","answer":"<p>V&igrave;&nbsp;trong cu\u1ed9c di\u1ec5u binh, c\u1ea3 ba trung \u0111\u1ed9i ph\u1ea3i x\u1ebfp th&agrave;nh c&aacute;c h&agrave;ng d\u1ecdc \u0111\u1ec1u nhau m&agrave; kh&ocirc;ng c&oacute; chi\u1ebfn s\u0129 n&agrave;o trong m\u1ed7i trung \u0111\u1ed9i b\u1ecb l\u1ebb h&agrave;ng&nbsp;n&ecirc;n s\u1ed1 h&agrave;ng d\u1ecdc l&agrave; \u01afC(12; 14; 18).<\/p><p>M\u1eb7t kh&aacute;c \u0111\u1ec3 x\u1ebfp \u0111\u01b0\u1ee3c nhi\u1ec1u nh\u1ea5t s\u1ed1 h&agrave;ng d\u1ecdc th&igrave; s\u1ed1 h&agrave;ng d\u1ecdc l&agrave; \u01afCLN(24; 28; 36)<\/p><p>Ta c&oacute;:<\/p><p>12 = 2<sup>2<\/sup>.3<\/p><p>14 = 2.7<\/p><p>18 = 2.3<sup>2<\/sup><\/p><p>Ta th\u1ea5y 2 l&agrave; th\u1eeba s\u1ed1 nguy&ecirc;n t\u1ed1 chung c\u1ee7a 12; 14&nbsp;v&agrave; 18. S\u1ed1 m\u0169 nh\u1ecf nh\u1ea5t c\u1ee7a 2 l&agrave; 1&nbsp;n&ecirc;n \u01afCLN(12; 14; 18) = 2<span style=\"font-size: 13.3333px;\">.<\/span><\/p><p>V\u1eady c&oacute; th\u1ec3 x\u1ebfp \u0111\u01b0\u1ee3c nhi\u1ec1u nh\u1ea5t <span style=\"color:#27ae60;\"><strong>2&nbsp;h&agrave;ng<\/strong><\/span> d\u1ecdc.<\/p>","type":"choose","extra_type":"star","time":"0","user_id":"126","test":"1","date":"2021-08-25 15:03:04","option_type":"txt","len":0},{"id":"6488","post_id":"4562","mon_id":"1158113","chapter_id":"1158138","question":"<p>Cho hai s\u1ed1 m&nbsp;= 72 v&agrave; n&nbsp;= 96.T&igrave;m \u01afCLN(m, n)?<\/p><p><span class=\"svgedit\"><svg height=\"130\" width=\"190\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"132\" id=\"canvas_background\" width=\"192\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" height=\"100%\" id=\"canvasGrid\" overflow=\"visible\" width=\"100%\" x=\"0\" y=\"0\"> <rect 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\" y=\"-2\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["6","12","24","36"],"correct":"3","level":"2","hint":"<p>&nbsp;Ph&acirc;n t&iacute;ch m v&agrave; n&nbsp;ra th\u1eeba s\u1ed1 nguy&ecirc;n t\u1ed1.<\/p>","answer":"<p>&nbsp;Ph&acirc;n t&iacute;ch m&nbsp;v&agrave; n&nbsp;ra th\u1eeba s\u1ed1 nguy&ecirc;n t\u1ed1:<\/p><p>m = 72 = 2<sup>3<\/sup>.3<sup>2<\/sup><\/p><p>n = 96 = 2<sup>5<\/sup>.3<\/p><p>Ta th\u1ea5y 2 v&agrave; 3 l&agrave; c&aacute;c th\u1eeba s\u1ed1 chung c\u1ee7a 72&nbsp;v&agrave; 96. S\u1ed1 m\u0169 nh\u1ecf nh\u1ea5t c\u1ee7a 2 l&agrave; 3 v&agrave; s\u1ed1 m\u0169 nh\u1ecf nh\u1ea5t c\u1ee7a 3 l&agrave; 1 n&ecirc;n<\/p><p>\u01afCLN(72; 96) =&nbsp;2<sup>3<\/sup>&nbsp;. 3&nbsp;=&nbsp;24<\/p><p>V\u1eady \u0111&aacute;p &aacute;n l&agrave; <span style=\"color:#27ae60;\"><strong>24<\/strong><\/span>.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"126","test":"1","date":"2021-08-25 15:07:15","option_type":"number","len":0},{"id":"6489","post_id":"4562","mon_id":"1158113","chapter_id":"1158138","question":"<p>Ph&acirc;n s\u1ed1&nbsp;<span class=\"frac123\"><span class=\"ts\">16<\/span><span class=\"ms\">10<\/span><\/span>&nbsp; \u0111&atilde; l&agrave; ph&acirc;n s\u1ed1 t\u1ed1i gi\u1ea3n ch\u01b0a?<\/p><p><span class=\"svgedit\"><svg height=\"100\" width=\"120\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"102\" id=\"canvas_background\" width=\"122\" x=\"-1\" y=\"-1\"><\/rect> <g 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5y5yF1bXX9WO+O+uzVngGgKk4Mq2xfH7WNnqZA9dglysDdGpMScEHAXL9Jsd4XBfKBBYmEKfmajPmzDAN2BTX6DNOQE4yqTRyEwXa8fuKBbZCDdyz8ytyKxE5uihQ8kABeskKTPSMj7tnhgqH3K5jPbWUubjqzAYfODT7C6qLJyguYJ2JN2P9qMWx9vbz9XtZ9t5+FsmBdIGGwkOuwbry44XztTWNpTrja2oNkW6vPrKxjydrroeC\/4ssMFicnF95uRJhkP6MxwH1zWJDnnm6NFDN4\/FJaQkoP0kKQcGRhZqzOV6PeAY7QwHyx3gYfO48ZQT9RP1lYgfttUfp7E0LZOr6fWxuCXvjs1B2QLC\/03mQv1W4DiAejZ9\/eLLLz137kxVU4NTb7SfqjDoUM1AZbIyL08zmWPLT\/OehnFuERHWTjhbdrE5IKJz7OixR44dOxIXlxgXn5I6MDBwu63dbPZ4PHq91Wo0knmo65zCswGPDn8H1YWFefX1BQUardbW8wvmPTQaldMLzd73jRjCnixCxepNp1FwEVMdzqEBzZsXX3np7Ree7WtpgnNcqGaIASKc7slG6ji0bImHcdgdO+GwonBAh7zz2btHjjz5yGOHjh9PRJR+Z+B2ba3TrCcqVixt8IUdYvMUo+8wHbfbDTqAg7Gc1r\/6BbKBQqEuoxcqY9vI\/9NwpOYv35gCo6CNYRD5SkfHc+fOn2lpajN7rHYfmkA14Ggac1VY7Nts6ZiQKck4M9v24u6EE\/UOPmZm1j949NHHnziafDQ5Je7m7aoq55DdDhAQjOKzGwnPKYkOQhsqG8HB84KOpmBSa\/OvBvvV4uhVAe0qSR+k8Q3EGzGYjRqj+\/73gh1wzdvwzZmq2tp2Dw6ZD1WN4eTmqlDQ8vO9GRnKpEQyzj\/AiQJiOp+99tSRJ59MjrvpbakKTLmQ0VpPQYAPPO4ig91oLC3l2tbMdHQMp57hNE4iufUsj5WpORoQHNl\/HY64rsl+WkH1AtOZcF9LW8PQEALUlIs+6a3Ucpp1boKjzclKLymhkqZMTVhEx4EeFAVYO74\/jMq2\/tlTTx47dOjmtTNtgSFY0tq66ZQi8NFhAsqpAGpGKNjadSYLclQjI2weUy+q775fOrUXb3DBYQDCCGDsvWB4PMBgkJ2KMeqiA4ZUy2tCmtnkqLJKStIyMmkSMwrjIIg9EM4DYjX6Dqyz\/sGRRw7dDLUEkDP0SBrG1lZyirS6Yavoiktb8eSc2EQ4sA5lgpycHFVOlr\/nx36TiTyzzxchmvbkuREBaLkZDIdCoYa2hnIkAApO\/AeM4mLgQ0ZsMLNRIUN7eX6ZMAvjMIQd4UxS9E0jISkSQJ89\/sTNUBNihsdjtSKkcYDmwQD4sFVoClrBz9xMmaCQ6FQii2gKUFVzJ1W2nlWUNoViv2drZSbZwxbQkGeuh1HOamsazGZzOQUn+ouWhimcad1uStI4NFn5aahpGJOliFFNouMQGcxAtzaFbyQ4\/Ggk8u23Kyv+CwtVFKAhWt+46ImKIXom0KkunAANdxHaXLPYdfAt0ynIzdVM4rRdt80\/+p7FtO+Dz4eRRqQ6zZ1GjjkiXDONEc15sGlqrzGbnU6m08p9mceQ1dXVOhw3NB0coO6SDJ78J8yu4+DDKV0OhiPumb51az2y+O3d5eX5+bsrixHig8EnNZuVNfgygOkcBXOXZ4OOVXomjs\/kUdCBAMMAoaDCtASH43QuhMKqOuEfDVpM2UL2vsa1h5MHBNw2ew2huRNGaq5CNGuCdZzlknVKT3Gf9vmGcBh5jWj36SoLJrtPn74w8M47R15bhzYM4mBzRJbvBPG7QlBDoCkUWvsIP0Bm+jgcgilF6rCKr8LnqvGU6yF+IhFONAIQnMY8muLoipgOMgHB0QIO0en2Jt+x8KJ5NzP8GJ5KC2BDIjp0GuBisOO557Dc7KuCddraGhrIOXpjKbpyhWFqyFxTY\/aIuEorfMSnvnvgwsi1QFuIrTA+vwqDcENZ7ug419fX19LS1tSE3zPkdAYCofkI3BQONdW0m0EdRrGDRjHNT\/VmWMeFB5gO1zUJDjcZLKqqYR63zl0twilobBThqDDX84\/+aDHR+74L\/7K8xXyUls7xUkW7TmjePndegoODCueUW2nU5fO5zO3tNQ38yJDLCFo+NGrf8PBCbVW70ykd66mphfFF+OejYMc52O9MS5XE2OwBZNdCaOWNcF9tTU2N0+nRWwEZyZzAVxh8eojhgA65dGs+q8dIbbJyeJgeYDrIIxKcE7Z0W74XdNS8U277bp6\/xnQw4EhskASmvwu+\/BJGaGycqio0nbYasPCgL7imyttrsQZta29zgg3Xo1N0EIed9CiONezERvD5pq6NzwbB5tz588+29IFOOwmxz+NyDU0NBRowBGpv4GZG+YysgnOeviKDy8OwGA5ZZyscDXulengYcLjOYSFKcFRQfppEh\/un8G\/2WsX6+Zw\/qDu7kLbOMI5PMudGR5ndR1396IfVueG2ZE1q+r34lbgos9EUkzQo2CqKmE165WSuyoyMQYjgYPNC6EXwYwhFUFboRehEoUR20Q0Guxlrpd3XRRl0u9v\/\/7zvyYlZt\/VmwzxVxzl4Duz9+X+e532e55zoeo3dc23rMsubrf5gE6oBUI6sOiWB7Wc9aYkGlEjgjl4\/\/\/rxFUQmJA46gvQjuh85cnwq0YdqT2s4HHY4oj7eByy8XmeMWfmbwyveLkpQ4EhzADCOQIOo2QhfTccMOqKc5nKGmUbSIS7C0TGn9OzZin1W0LGzvWPQeaR5gp3fpiYbZAIbZNOJKloccKJc1RaycTtjsUA9cfng6OCPmCMwOBxBrIg56uUk87oI6UBQr021dHZ2wj0KYweu6gYL4NHXnX9tGBeQOiEDjhQBUKHBDvfYG5lw3pZqp44xjah2NpdfbVwyUgTAAZ09Bw7Ar1VYRyreXbuLLkLm58I86pLt2NerKP2zvInSc0+PLCvKaE3haJRwmEsn6ptwhrTIwS2LDI2cPzdcpxafMtAxBQs71dUnd4n7\/aDjgOKoHK\/2Y0gkQMdd567DcQw8tXJYP3sFeCgd7dcIB3QMvwZrPth89cSSZNfar3EbWoXK68jIyPq7a8uAAyjareU8HPV\/YclTbPr6sKoX6dfCAgcsvImuprg\/HMQJJtfcLzohJsaGlW4gpKDo7RianEB2biUhd5HbBAHHYaZ9xIcLUd0chpLcTp4gC60UFWRQjGYQMv3aIIXSSBZC42rzEtnQr6HCxqhz9uzZqqqRdWvx2Noi9ukNnHXQdP4h9OQKHEveA7BRcEIKDmP5yZNY06Qj7g\/6\/WEFp5v+C2yonJWTTWCWhhNgvMf5m30wgUPlhEkHlHVmwZjCrc1xaKfOgGWmZ7LvRIrAYxPOoMQYoXOQUjk4hZIOsjceVwMO2VRZ91nXi8bW5l3izyxleuTwEenspI+9zQROnwY2s4TTQzjMCMQdMZX2xWmkxR0L4XCVGStW6qGMMH5RwQE0J5xW\/5V4Xx86c6GQwAnKnUhVxyojk3gbu044woiGo1jQMMlBR2fCAR0TTjOmrK9CO4clDAksFviqMHRtKyouKhm7g8FddkfzHg3OTk8ILC67sDGUE5dILivqS0bjQksFDx\/dmhLJG7GVlngQS6\/cGgN+wM2ceyV6uY\/3UXBMx0aoGg5SBtA4\/kbEzeTahAO3BhwobR6Dp9O0TDiNBpw9oFO+xF1oJhwr+n0VGFScu+XxWOCn9djuv8PZ0bU1C2c3Zmc1nE7AQSAnihbfyWSwp\/NiiHR0PQdaYmiPOZ0rCULUugAbrj3rygl1n55Qp4LDZBqaq6dfk4wAiQQ7AAj3YIPYZcB53XBrg6CDfSlOaDiDDDomHKRnV69WLwmcZvg1uDUMxe9Dy8\/2qa24hCmbRSTz\/8L5L8IbntCcT7Mx4TDH8oGNEdrDGo4OHrFYIh7HVsavJSaVA+jCedN\/mf5RRR1\/q4bjM4IO4UA6LAi8frzfHTDhMMgIHBkUGD6i4eDYzAgqBc6BUmxtRsqnGwWOxJzSKvo1jAMX22xjM\/OAIw8qPmJCsGOnbyxlzKE1GybSSidNjP\/RENjwDN2ckXYhuEQi7ljCEWpFsky3Jn5N7SkjiSTuI3dKZxaEI\/gMt2akZ+ePRRi7MtoRug5NOvqEhnMqAw4bbHvwrxJ0AAewQAcP+lgritFZwijD3FceS4MB559tZysnz2Cj4ZCNAWez87JOreN+YcNqGyigPulM+BBU9EaGwiAcnr\/ZNwvlkE2PhiPByoBDOoChNzLDwxHkA9IkkGPd7USr6NTgS+d0+mbGHA2nmnRKq0r3TKPfVq7hgE6VlZ0lG6Sz9rMLCRvh5GSJQF6fwZ9lrknt07RTg25CwaCfbPokBpn5gAgHFJhJJ8BGZQ5UmCRxXd5IJJZU95IrVUqQCcet4KhUGSnBK0zWWDIwcmn6sUHVwhk8dxzHnIjaDqcacGClVSN7pjHkgco04cCr0a0Vw61htHHmmj1PJqcfoYCz8zoGAgfzo3l2z6KxmlSJLCg3NVjzEN0TGJjJmggHcGKBhJ\/+TmXYVI6qAETcN+MZ0YvSMuGAKrE6Myqb548fi0RQW1PtCD3\/9Laq17z0EnqfEnMeCqeUu84D03geQWVrkksXKTgXCnfdtoMOPvE6596+b4ziWxhw7BuLGo0BByT8YdhFHTjEOWXAYak\/4ZPfxdJLosBKgiTYic9naVnKyYLDdhpLBFj74VfeUr1PVD2PKDbpSufhl\/AbbFRnw4Efo3AAZ2QaMadZw0EyDThFNuRrhWNrd101Umj\/d0+zszahRpaJKUmL\/dqWQqPZUCWt3L5EW3ECC6xOUSDaqxGONxHq68TiUxeSYnMTKnDCBhyj1NCaidXLyo9uRHOWhyGF+x72DIZfG1ZwzMb04PAx84QJR29sSKd0urqasLbBubC7cGxs1SMFnDLLv0lnhyUEaTiux1yTqEObaFSmhjIavkAGdvGiyg8EjimcsPy2ufTcmnpZIO2ZFRM4oYfAkSkBs5iG0URk1nBrNGGDXJrKUTMcaEvDzW2HU512a\/tQTauuxLEJp4hwCgvfLRib+8ZuJ528HIOj27h5dmRqi8RCDBoNhSM1zk6c5N++xCAYwj4ZqImPpFwg\/o7Q4LOonDpnIJlmA9EZcBwaTlcWHEgHT5KsuNnJO8fEWcPhwI0esMGYHJXzcDhVVjg2HGXBwQjdhZIzBd9tuOQVLTkWczioTj4YTttY7lRgYBL5YUF4qs2Lio0BR3IyLRzACffowib3mEgIlF9zBxLBrJBD0SnhEA4u1WyQrZ0f7u+\/8knxhY9sxZ9cib1xTmfSGXDQlz71MDgHBY5UOkfWS4FmGxyOnpYU2grmrsOxle3kd0o8PGwBDulYyubRkyYXotFspJQZblXEeArq0E7NgOPsku2\/\/LpIKoorONrhTc5uGFm5oCUbA06LCYdBBl3v9S9SqffEUqn1qf5haUsLGxYEyKbxxLHjr2S7NSPGkI7Vur7nL3B2lxTizQYFMxuYoc6Z1x5nPuLRgFqDxbVMYQgYw6P5\/eyBMqRI5haPi5SaRB4YBejq6g7UMY0GnHgQ+QCHBPzRX589lKIduvP7ZdHNZeLj1X7Dq1FaTNYibzGT7o9d+SyVev+769\/\/8MNPf9y4BzwfrTA5g04IJz3RcdjsU8PLEY7OB3S9xlps\/QSF0FIeVxCOjTN0fEw7f+62nS96zZEPTjEMMRKGV8xtLKP+Aio0JmlkwzINCtEwzSYY1C0ZsmEBzZsM9Rl7GFCLJ194b+i991bv3b731SpUcKdzlrrpuSjXazji1aQtHUMVerg\/tp5Krd548OD+xKWBS7299xduHE0dmu5\/RYrSaTiVJyrh2DLhlG+HY7UCztlqFAxg+wROCeCQzu4zu1Y3yvbzQc3cMqDBeJdrcjmITSR9j5hfo3FEm0IhcWnSxgEcnpP15RxAnaRqhENu\/vin8E33\/rj\/4D7tpxvfDQ19PXuZNR+dMJhwOBzljvAxhZtfpIZ+8LRPTEwMXBoYGLj0wcLC1u2jqeoVKRCAhYaDaZsTgCPHJpxqEw6SZ0gHhbYsOLAz+XPX7XATOaYcdHHx1JrFtbhJICYZXdyMRuP0clh8akOz0cUBL5SToKiEDfqj0eeHhm5de4BFvgQFYJEXf149+sxF1NVUwmBGKwjHy0kRZ8z9Y+q9W56O0dHxtvHxtoFxAOrtXbh\/4+ihA1OvIrneBgdzhNlwDmTCQeoM4fCYcIoNOHv3noF0rpXl7c815XCn47LPbyKaY\/WxyESAZVR\/5dFwvDUucjKBKd2wRNOF4oBO7OLh+OahoXsb8xPj4+PUgOKzdW91ZlM2OczzwiacgDuAr5j3x9TRRU97x2h7exuM8pno7e39eOHnoS+qVzhuq5M11a85MaW9mlkg2GPAUVGG0ilF4TMbTv7aDY891z6H3CL9Nc\/yZhN5KDA0rCM1EhUxxYM6AvGkUVRjxEn4RRSIUMH4ZmrorudB2\/joaNsEJED1QAOLt1dfhlOTXE5uiqtlaAdBBzNWP6buTXo6On77rb0N\/9on2tsmEHqI9caTX1yZEi8GEzgsOi\/9LZwKVDpBZ527Hg2nBCZvbYHlz616XDv91ZPZZlGznZvMtPDlUGAEDcO+A3CCdFk6FUhnwtAN2Hjj8U5xd2Sz+sCDBR5tH51omwCjccQPaOD+9Znn+5BMiEuEaa\/W7Qw4vYGbqev2yY6O2tqODny1t4+S7MT4QO8HH9y\/\/vRHK4MopNEEBitnJ\/T0baP2atvhFAOOFcM32smVpJUD7YzNfJtzcIjHAuGEo00OIDEtGiWcpiDZhDPZ6JqaRBxfHEkY69bB0FPfTXa0Y33FRlUMUXRuv\/xuaLtP7JIHfTDIfuhXe8PpjhrQOV0LQu0dv4GOXAjNffVs6dSgwFHPeBxsxhM4JhwzH1D7GtUjKLaRzdmKbXDy8\/P3FqDrVpZbcLjPsdjnkzIM7TDgyMQ5ltHncDQFtZtT5zUbVRsIoDmtU+7Q3Fd2\/vUrU3ywyEy+ehduP\/l5HAEHuMGGmxwZCHUGul74ylNzmlhO4yf+yysBZ1TR2Xr5symVSAucSm45m8uXTh0+dfhwJQxwwEbDqSAO9ghQY2AnlEdEY8DZXVDw1KIrp9jw3Q9PQDjJ+pNiXH5tPhjghMU0GmFDrwQDm0BXnPEI\/Z7476uTeoVhio+SQC9Xee3poIxNRX0yYK3bBYEvj3pqCIbX0eRSYgWdS7ju56dHplSuZsJpXpLBKB5mw0HE4bYT0iEbSQgUG8I5c+bMy7c8uZURsOhZNv9LtMWXafVivhbAgZqETFQDo26IhqubOOlXk4L+1qF5V00tVjprldvUKt+d+TTEe6AqSrYsemJMNJHasnfU4rIaItKMtHomBsZ7P16889kS4Sw1Cg01bVv5knGo2p66t5aGY7MVGXDEqQkc4CkoQEpgfyyXDHAaXD1JX0u9RsKftBZQaIGUYKaceF72KMImlmiCS4uiMhCaW3bVkk0Nl1dMiwdpG\/ctt55OcoMEtIqNN1AXqztz3e6x15hGPEKH100g21u4+3QVhaKGbfUo9MElnatlwbFKJs0ytA1wyMaEAzaA8+zMVllOFdf4eXeTv+BhM20KCgiwmwk4GV5OyPC0xBvC8fpVOIom79mBJZON1k4bXRuD+53dfoAW3enHRgJXDkFtioqBR7k4ocp6Qe\/9r\/dOnyIc0JDEmXQa\/wZOEXFIj2BfFpzde\/mSvfxdz92y51ajej9aBckub1ddF627W9YfC0hrgVSARbyZRqN8Ep8swO6+vonZd7QpPndNVrh2\/+kG\/NxOZ5x0oIHPOWzNXAJoeH33i9\/aDbXwYnyTjNCRsDMA6Sw\/98mSlKCFBtkcuFrdKJses0dNOELDgFNEHUFGRsi5cIFwXti1a9W+P7daOq7JzWTAG4CvoiZg6qcX1lJvmElG2EQ4nBmLMSJF8Z285cHqgk3tO6CjV5wa0nSogV\/H\/DrR8xKu031lddJuwQViJEvpaKqkw1RvYfFr2xLCP2CIUgTG1WldLkjDkWGbDDg2vgRZwdltwnm84PGZLVfejn0R9cPMPv9LgqUUN7B4CcU0+DiTi9rcwMiGT9LEYk0nJcr771zzwKMhI1DL3NCQRQfV5oXltc+lR8p5NXls5KNvy2pqyKYBdvrDmgYlnlpAStOB4h6fzoJTuqd8qbJRHQJNFpxC2gXCMb2admu7Cgqeu+HKhU\/CN83T83kAIQSmVt6LfzDw8nYDiVaMVhV\/QbrLfMdK90mfA1++zesewIE1vHP6HSUFrreOH6yYSU7wrgPjavCfAaCJuK8847HUluH3avBdux9seAW\/O3Avw7F9sHjn7NK2YQ52BKYry\/l8rhzKAx\/CxsgHKJ19OICKShQcpNH5QufZ7zwcJdjRr9nPNIsnmXDCIhHgwLoJFyd6LYQDJjr8eInGkM0bHHEWOMwUHL9ueRg0sNLaSZEMNUCjdGQv+tOLLfJsAfo4oOu2\/W5vAJKGmjxAfYKX4NNC33mCcKkeQAUcSOf3vYCjnBjgKKVMT5enE+lSxUaEk4ZTWCFw0pk0rABB54Vn0RDNIb\/2J3XnHtt0FcVxlkp9ESPIS5B2ZHNDMibDxlrnBpt2NmrACTGYmCVOows10jk3kmVk00Xt3DKTPYoTjWY+J7jGEDFZZ4ww4zqMswnQYm2iVegcjE7bBvzP7zn33l5W0cSYSPn2seJ6o9yP33POffzuD\/tvB9HZ2Ne8k3jsxA8lSkOUYujB4joAosXlHbgQGnX3XXi9fNJhBQ0zYcmxKlFhbYcLtnM30xra2bG76EpQbHAHnPcXjFsoAhosFmuO3Q4oiVQg4otEUi7S9u3n0GwrlQQf9sM4c+Hk9uflsXEoyknjSDgLmccTK+tlVIOYzcYrqSS44asTlpzLZlXHUOF48giu1GBRv+8EJ6FXcZ0msKg8Q5FPkJGHOu64QySkh\/bPOEQQMxrLrSaT3UhCB+ONAxuGoiJ9zL8HbMROwp1jJx0Oe7nVjiVYsx1fDowGg729oVAoHg9FYB9i2k7W2XfMQ4ugxEbBWbMKcFQ5oOEAh4QD62TAuXIjjkVGTbD4c8slv8nBv4DjnnkV5zQKIcsrIangYiaZjB7hLt2pXENs6OpclN3QQ8fGLYBjrAQLo51MkPIFQ\/HueCjoT6Gbk9zNnD72P\/4Ipgaozrv3lSlYhlIToUn4RkdH90C9vR0d3fFYbDTholKCi\/AzN\/WXlpJRGA7TaSmS62yMiutoOT0AHKSNT9TXg42Iai+wcZZeuxRnh97wFbYSXCZwMB89tP\/gJtDZIQlx33PUokAHIQupSMfQ+JebHgWcxyFko5dPui2U\/812M7kl4QsGg9TLvdTNcX\/C1YrkjhElunngHgqcOO7jjiML3DkWZBwDBbSA3+\/\/nun0oh3wNDZGIy7AaUWu+uj0\/P7+At4EDTiiOGvJ5XIgE05JetC5ceNN9Zx92DgKDp31fvu5nMvlXvGA8\/zgQdqaBDikHdhxKT\/dt0FC2TmHDH0HG2ax0YwOD0ARt\/+MgzxgtSK1G13wAHez6OXuxljU74J1XsJsTNup+Y9zMQA4nrMONDDa8XBF\/L7vvyc4uhXohFzbafz61FOn6ov6ZYYRcGhbtDROBhyOassYzkKsFig41wo4VwLO0r0\/A06W5xwZeA057pd7aMPlJvQ3RB2vxIlIBzoCIw4QhtAEF6JxAff4wD4T+tlgMpvtxpT\/It0cSyZat9Hq5qljg\/dSoYcDQJZNYXbAzEHQ5\/N971Ot0s2aonFXayvPmp6tLsorYDhyyAk6RZAe5PD0gIZDtfN1BEfXA3RnEcC5Yektx03YMZ3NeAyAYzbzoUruwebbWI9qbcILcCjEaTISDX4nzkZvRumNLYV3P\/4CygHK69ZyV0B7gOkwnKZYOJBo5enP82P306keG14dvGHEbUbtXM5s0EjBUa0kna0UDWfqPXz5wGoJZwWO0F8FNhKVnlcDDghsiI4KahtFIQ04fAuLxd\/hdGPqADyy82bXDMdogCpGBukGDrf9VQ8jB4kn3hgMu4Yu4BRbmzEiolmY92kt026yIKSlZD+rbu6W3dwUjiQ4tx+YDzg7oH7kqUqu5yIERyHt3cPG4UZoFUww0qkXPEVYBVV1NKyyZn2LYLNIsFEZR82lgUgajmRDxRofyP+ZO8cujy3Ncjg5jrd67hSnnBMifoP4Es2HN2kxF5iGyfDRJ4BzB23ZfGRshp1jNRiZjXZOB8TOaWpoCKeSvLR58sgGSm6vrjjvsNgh8FSNuFUH6gggVa0irYz0pAeFGkROkbOcLbnaOGoNVGeZjRC2EupCmgU2gPPsuAlsqGLLUji8fZ3vCOT4tgdgiiFw0cI\/ocgGPmQVJYkNAptmnOiAKuH++ictqIgrrCjTSLKbe6EOtk5TI7o5Gk5QN58+Or2BOO945YCD6mhjwg\/5UETAbaPSbpKoaAWkXaeOVRet1ls5BJxVDEfOqkk4zEbBWQY6eikHYuPAOT9XgE2Ww8EwmUc5PXcWszIBCR6ZZIhNMR\/Y8PAG1v3zRxxWmiATAYo9oAsCTu1sglAScD4649lAQ6Se10es5aJQ86eMRjASRDMaPRYeFUjnwBEFwBrAkQs5agAqN3MAiLIOpx\/FhtYMAGfv4Qoqpc3zjNmZc0TIpXeLe6Jny51Q8Z2ajvhwW6a0bfhyzU0oFlAyHPnQ7bCarSZjCsWAHyITaDiNqp8nAxiGdk0t30AVRdWVbkz4YDbNj2GQ0YDU40ejILQnnXIaIGc0KeBgGi29dLNGeAWk9BIow1moMo6Y6VwmPKSDmrgHzF7saAcbQDFmJxzMyYp7AjrGx3q2QHSSiRT3PPOheAersF+0iumCQHx\/0yauE6bPOjCYtM6z+33+QCKR9AXhAaajUg7Beaxhd6j9uba+0\/UHH0atkXvWUY5KzRgYDaAqmEcDUUwnxN7xer3vxELdjd1NguhjkxHsYDt9ZmA1zXFCms3XMv\/AOGolh9mwb7gGmI\/PCo6Oajfe8hXg4NjfbIeTY3a8BThMh98uFNUGCo4UeEnb4OuUOwAo90yFxfrii4YkmwC9nML\/\/ntGQ7FoLI5uhkQ3OyeT2Ch4egCjqlubW86jwiuHcYIJcTc8o9EX93Z2dm7uBJ94vIkboRmQPtXVBTi5RZqNqJyrBRuGo+c82S0aDnMiMniCDTln8WcOkwl\/9eyFIyu2HPeD0z24Hon52PASH+4Ep8wkxH9UZGz4As6+g+5bP+UgOMYIkocBNSoGLkF\/3HuoE\/JG42Aj4eweDXS1nZ4Ybi6+rafkW9QDGOMEgy6goRG78YtDm4VAJyYboVU01dbWdYKcI53COJZD6xfpP8lyQLERRJYi3QAOsxFi5yx+dshkoKB+yc\/T\/wc4fCN795fD69aSbFvSjOiODltUZJsjZCZCAzEcHgx9faACUc2I7OGiQGma50oE36GO7vytc7N3Nh5Lw4mnENbO9+OmKz0LD1gqMRuXDAaTfHc+NNzciTaKTxxtuJFzMtXW1UdwFqkwxjhI1WsIjgpq6Xm1v4UD5\/AN4W7fZzJlMxzxwww4+4fL1q0Dn0zZcOU5wWAmWjYWfr+lmeuDh5u\/PsVwEkG\/C9HCjL+16wP0s3h6QUd5wOkEnJ9nisg5y96izYTzUr17fC7zi2acnb7tEDeB4QjOrIqFztlAW1ct4PCS5xoR1KRXVqyp1rvVStKbOYCEBCK0WU3NDlDGYeMAzmlTBYZ5l\/wuIf8Ex0A96R4bBpuL4NkCEHhcIHhKib5QfBslpWZbyT6qB1wpwDEj0VKFTr5hNkQn3Ci6GSYIEBzPweJb81\/AnoNyuzHQuyeUcvHKD3\/90Ls1HzNVb4yMw87xpeGsYjg6jt1crVenJRsNh\/OMYsOVmjTO4huvPmHiWvWS33Dvn+DkEBxPmRAB0pjwbru40vSaORM1ry0ZR\/awuwLBIJVdKIMMfYADD2xmRujnNJyIgHNrcZWAYwecPSFfAkXEx8zmU9Qp\/MkblVFtN+D0EZxFPODUbABnebVykQ5qPHNDQBQcNcYBGjYOwTlcASJZC0ecFUka8hRCOJcJTwKkETEGgUNDYXAsBaesZIThRIKwDrIOSgIR0ubN204hCkWB9MBuwKn948RAT3FzAXbrlLNzOvbw4mfwHYbTbrTn1B2icBhuko1mIwTHs5onPCGOY8wGcU3C4YzDbMT4Mz2Xhp+ZcBYvvvGazytMIqpxwZq9cMYBByq7wD\/P0PFmmXEOrDLhcLnQXLhyxAo65JyQz0WL02+SYw7VYtZ7F1sojG6W\/dzFcGy2vGNDjkp7pT0V4kmB3l6G09lZh4O33mOiulGgq7aG4ICOYCOvWMOlHgRK7Y++IKgxHNJShgMwuhoAnAV7fwEcg+wGcxbCkftwTfs8+UwnXwMCGqKTAUZK02vm0WpzPuBUEpxQECbw+0ZDwgRdCBw1lOS9kxpOX23NGc+wrTnvmNtNW3SS8Y4OoMEr7N3cCTp99tcAFI3CUdFm92yKG32yio+G1HM1oFMibKMzDtjojJMBh33DbBbs\/dWit3hk6\/5POlLlgCdfiPloofe1CIkS6BXSy2bj01FthctHrPZKK0zQSy4I9aKfQafzHfwLfqQPgCP7eTLQV\/PHjAfOKahHzqG4BjisUMy7mRPVITYbYiE3QpsoNTozhvtJ8WyAvLQQbGCWlWDDoFaqhKPKM6rVaHWNNkSJWTXyjbh975K9P1iyf2NhDuakD3iqqvKVCrV0ApoLBsIv8QUMjCDAuXncjiXq8gSwQIhR0UOiVnsPLxmhnI89hn52Bmpr\/jg\/Bjj9gEP7clxBRtPd3RHyEp0fqQmX0lGgYaChCBodHfukegXDWc+HqIEHhO1PAg6kEo4qzzLgqHteE5wFaTjG7BvkzIEz5SmtgvIzVSjCW9lFJMIgqgQBZ8U+C232NIY6iAy5wMvW4WqAIlSD6uc4+vknwFlrqxp4y12OpGMMxLuFOmJe\/rZ4ehUbDoV\/\/HR0bBVdq4bVac4xikeJgKM3dmo4ggjAkOZkHMD55vKAY5nyFJSWMp9SXDx2ARyiox+Ki9Zats5aW1n1ARpPWo3+DqHuEOKadADeyTjoZtRqs\/6+2jqGs7Zq4En3diuauQBHKgzvKOOohIOoBrcRHNyHDXRaWuSohtgAznIIbGhWTbLJgAM6IqjpjKPgGC4LOKRSLaDCC3T+onx6KVEmouFQoWfK4cBlaa5kI5EhwTrSARygOHlAk+jnXT9N9JcBjudbXEFNrXzxxm48oO4oHNepEo5TGAdAa+p+OjPhaaF0o4ozdQH7wpvUfKeCo8acYk4AkpQkG8BZsmSJhJOVczeZcPLyQCcTUT40F0z+BcKv03moaMaBtRn0c0h5oDHulSENbGJOGaFmQ101dYBD00WF\/TND24iO1RVrZDXhEQvPYtLzg3CswekET2GcGgA9DziqiJZBTfAAHCrUMpYKAAZIeE5gKbNR9\/K\/vODkWKaq81gFc4UYp8RYtKrwJGuViZJ6XVn\/xNBQpR3FdCrGZBrxQowSClPCEaXaZKSmru61w9PDdA5x1cTQtm3bIWMqSmjwhBpjkGzBbGYjMBuATq9p4ZgmiwHF5omFaU6QTjgIZHL1Zimh0cbRcAzZOu0pZQAcx1Q13SBISBPKK9Bw5pBhsbV4QERVdcHAuBsBCnSC7ALR1\/FoOBymuQGnyuyjfXV1u94+PC1OSxsYwWkSSexyd\/kb4BpWQwNPRUOSDdrAOK8dnhhuYa1fWX+TggMagKM\/LxNwlsnFm0w4YKOi2lUEZ54hW+duFBwDnDOw+gElTekB0LmISlkEr7S0UKnK8+S5ZGUS13roEIWObopxT6uOno3BOOjno9Pr8stwD1bPgXNbW5OtsI+rt4HIEBiFRrEJRerQ5ouj06UtK4gN7kBar6IaiECgUyJ3ql0nl9hYvPOWpKsBZnPLkquuWnL1ZQAH\/2EMR0twKioCJJWAMsW+wiMNJ7+qf8adTCbpeJREtEm5QJJhNpRwJgMU1N4+PtHDN458pv\/8CM5f2bYV9nEFw\/R9hUazCbbBN2hzdPCTlvUCzsp6satTw9FzahlwOJbBOnL9k4c4DIedY8jaWU\/lHCPDyRRdaYHtrxcVg3kAzirN1xobam1NbiMTBJDML0TjFAOc3ZPhSC0HtaMTPYVllLiGx97C4VKtuOittdXl5wCo0Cg2fo5pX7xxdGKawPBsQGZ1Jj6KnRwXVtHwi4ajfXPLZQWnYqqeNrlmwMELEC6GhlWES2MKNJsyzz508dZt57ZuTySjUZDRLpD9TGx27Xr7i+MTg8NktoKCqv4vx59+6SU6wKi1PZGKhaNRp0LjpCbRSK1qsz+3BRcR3lxfv3y9rs7ABrpObr\/VcMRuAWKTCWcBwQGb6z\/7wQIm\/wznkt\/KQMDhXS25LAknlwDl\/a3gLMCpUspHXTzy0lYSzuVKhMINTdIF3NFOyh0Y4dShnz\/9fNBWViqOsekZe\/735whPO\/C0JnyxybCTigeGORv1owni4GtfHP98\/7SwDeB8zUueaTZia9rc4Sd5Rm2CApMr1EqBgHMV6fYf\/p+cYzD8dziLGI7Gk8tw\/gaPvL5sdQFVB7JEGB578lx7O0UoKBGJhcPYcMYmEB7wRYgNAtTnEwe35BeIo1HWDc\/s++i5554mteOZDARj4UlSOBaMBPqoya7X3gCbI5+wcXC9DUc1oiF9Q7s69QhHreIINhoOf+BCjYLa9QQnuwuCHAnHcqJ+kRYz4jfQke4hm\/BPKYBjOCRZulUN7x9\/up1M0I5jvIAnHp7cvVt4ABNqAeQOeODtN46fPWIrRAO+813+wf5vP2p76qnnAIieTwdSqdTTgUjgT+rOL6StO4rjxkTTJEbsolatxi6bmxkOJoSMMYY46PBhDGR72JMPQ9gYezEMCotkXcZGyQoDmVITJ+rc6lYr6NCQMilYxVF1dFBlBQcrtmWz3cbGYOvbvuf8zr2\/m8S0+7\/4Te5NtNbW+\/F7zvmd3+\/e++WXL54EGsI5Bt9cnHhqtekRwGEyuk4z4JC0b0gKjo9U73NYGp41xKaqyh3GlMFdc87\/fhcQOAdwmkgKjqYEAiQgkldsEBtLwdF6+qHBT39WJsD1I7H98svXn331I5atwQJoXCKvExsEtYUnENIGH+Bzox8c2P30k09Ovqh1\/PhxbCBDEY3YjBCbgf7VhnaatpFaABI4dB0oNcDp0EFNr+wU5wgbgQM6rjBOC5Xpxn8XTvnfSlgIawdBpjuHD96TedTD1BGrUBWInm7DdTcvvvHJi4wHG\/Sl2n8JNDjSnNcpQC088TjXGcqPjw1c\/PTmyeMWnYTwF8g16q9sTq8NzPZjeHO4rgXJps5SqIlbgCbbN2oNlF4woNlwUIPcka1OWzPD+Xdn2v4GeRvD2WnkE8UYkKi1m+FAGoqW6SwNB1dFnZg+AzovIkxhz6JjLSY4RiZYXMSBfpyKQImRT88OTIDOzfeYCXN5D1\/PbMRpP0xPLPSvEhw4R3VuKiuFTWE4YKMzDeBUSzFgRDV35KqfqDCcf5XO34Rj2+nrb9Vq4gdWIFmKhDaNxSKxFLcVKORNTH\/6CaLSJ9ix2ANiAjnQYPM0XXYDOEm4q\/TAwu4XOy+88B5TUVwUS2SbeQpp786s1jUcpmmC9sY+J+UbVACHhA0zyUcjcMQx1VKo1UAc1Nwud3THz1Ty4RSRc7D5b8T7G1itWTJjHEERLFqwF+DogdHQPbOggxgFMReQIdMIGs4dawsPPg4uYEkFH5WFuL3n\/QsTv13ZuX27p4e+mDKN8tmFra3Fy9NrLz+NXmd73Squ1TncmMnEVbaRhMNwnNgraTRiHEWlmkc4Cg7QKDg3aPFNccOxg43t89r+lhaCoxFh1w84BdTEEjgyLmpta5u9d3f6i5svEBPTBHKkz7MHFh4HF5x1K\/Ue6UhrU9va2sT331+5clu4EEpKTz9cXFv7aHB1dZVvFoF+ZzIQqIgfJO\/06tKZ4Ih4Olqz8UFMpdrC5gBCGti4YucYDlTkcD52tIgaLOpvsigbi9QPqmZTwyJ8MHvvA7OD099\/u9PTgydkkhmBB35bW3j46ccp1zAX6UnMtnUPNc0+vrA2\/dtvt65evXoK24ULbJrfpj9aeHyVLsy1ephGn4lMwO3yxCvVDT1QQpsLB002Akf7RizDOyOmgY3LFY7StYnsRe0cCHBOTGG5PkbgLbSJcNpYQ7dGQbLCaiUh2JkCt3va7kH02522mIDD04XLl5Fs1p7CZez43ndAOntE1AbsrW24N+7u2kdr09NA9NtFCO8+WlvuX20\/eAg9aDRsgMbtrglWxQHmoO6iyZSnvBE4taZxJNUIHLAR47i84XSI4ORn7CKBo5Y3NANO1\/VGgw4kgAAHaYelKwV5kBD+skMdnmAzO9u0DDxwAWnsAtDgUCPZIM+gvFNX3OACY5aIEtBuRFD0m3Fr6YGJNSI0MbE7OItwhkZAPN54uKWlrzaTyVQEDwSrEdV6mQ1sw\/LkwBE2OqgxHF1EMxyvN4IxqCql8+EUQ7Uma08Izg\/xPlWmEqI6Qy26RIBv1BvJSQ2srBErQeTw19rSMLQ8oVyA\/doaDjVNRHD8o31O3WesqYFwqhpdEbp9FS94cq8ZYa03c6Cmoh7RKeipPIiIFhcwggTCq67UGI3ENIYTpC1ItQCeLhfghCNbIV5u\/+87p\/mvGw5wOu2hy\/E+gCE4IoFjlQARtUAIe8hB2EigA4DAQ5aancWRPjI0ODhIF+GaBQ9mIyIyAofiJX1juT43Sf0\/1FxaPB6vbE8kk76pqaCvtr7eF1fXGAKNPeBYV9loNgwmqGoBSTiAE73iJzjFG9bUtfpw88nQlSksmISYjrxg1yLSSLTIY91wlFJTW38T\/bkg7O\/HLZ8wDBIWkOkXeg8wFNVgGeVIIoPvjaQPNBAtewYcxDRgyCST9b5gerPCmXTWxlUTLZ7tHA\/gSCWQVwyADDU7g2YxAAUC4dgNwJHuYi6gIohqJc0KDnraoRsr8XaiI4hE8E6eJCc9UsdwJOqRYfpbu9kBJKQrOiEQRO4jKDJSgngneyQnjmcS0ZBYSIdlKq0dbYC+vjIc4WRtvW\/l0mLak0gknAqOdVjDVMy2ACRNGwhoNByrbwKucOxjxDQp1+ipVRx0NJzOcyvxxjy1gw4hyIVjpiWCI3gaWrrBhJ4QlsuSxywd7jakfVE377qpOySugc\/432DPwjUQOjToAyCe1To7Ep6VS9cWF+fiHb0JNaFm0NFtNKEDWdkQHBXPxDdSqXldrgjmQSmk82mxxbj+RsHBnVlK\/CdW4jwRb2WDQ1SnRUgEi5Y1Bw0j+NUhOOllf63dXF+DjfjGxMLZCRtkhEr5xhLRENI6apNJWMXhmQKayfm59XhvoldduFtWCjAO8YvAqc1lA88QF9oxGsAJEBwUa0fLhYn9X500sP91OHLnnK5rzsqDpmRNGAIdp4B8HRYhx8BYnIu66zoSw3zFM8ocXPR1d5N1rJaZRe2g6Ei9B8dBfZZvSWQwyOxIJGrLOsAAaLYmJ+fPLn0XxwAHcGRCLbvHyXDMoKbSDSccgQM0kMS0gNcViF7ttGs4JcULh64ScWFKzfVir9VeAI5xHNv5V54eeGnt2whkDg73QQiI5JwGYAAN2WAUYzhrsEGmYThUB3CyoYDW11gJMoleQJiamrq0uDU+OTn+4dLc9Xh7u2WVOqPRcHRDTcORpoBmQ3BKvd5Sr8sbvdFJ02DNfACKMKqVCBvabDs+1EbU7EUu1pL6IE8U9CTsPcIPTk0Zt2sjUBMHHXWgZQwrApNuY0CrEpNWHd+AiG3T2wH1kg7BNOjjzM+PT44vLaU57BIZucitSUbgZDVtqkkyQUBgjHwTKC0t9YbDpd5YqHgvg2eRHY\/mkp+DlWVljRjd9dKovFKJ6LRb1MibvCfxqITFjcmNjRR+7o1MvROAMLAnk2Q3GayjJbhNpzEm3t4Lx\/QCD+zhmbp+GQ2G8yOAM\/\/N0tL1lsOwFNoClHFAJmdyQF5JeWxEKZTQBCdM2u4s2Q+y08PetVIWP9QBIDg42Gs4FmlIEPWGad7YgNPYd7AvEwiHvaXuQGAj4K7xxfuGh3kgw+U19krGMMkUl9AGmNVVZJY4wtnW7dtXqWV6fmT8\/Nl3luY26wiOrqEtvmE4umkj+UbYGHDckAGnNBy5cGc4\/\/8gVNjQszm06SmLVx6ktRKAY1qnMUtZcCQnGepDsjgUSF9KRyLhVGkggGORySQTuHbwMMRY1F6hUYQoAlL277Wo0uO7fvnKzRd46oAa2udHv3lnabvvcAu+UF\/vwSPVmfhFxzSGU0G+ETgCBkIpUAp5S2kIWlJAxQWHk07o1pTzEM51QdCQeSwIdO6sRso+DItXXgzXRGIXJr\/bXk+nqmpq0KnMsJIOJy6ECvX16XoC0bOX8kvCINNOTyrObu3cvCmzbsdOQe+f\/uaduc3GlhZ8uWEbQGE0ZizzOISNLLklNoJG2FAJDTYEB\/MFJ\/YFHKpY7M0lnWdS8UOJjoM0H4\/RhBVOOz+xk6epXkpJAgfdSkwix1Oxpcn58cVr322nUikcnwrM3dMgXylhkWkUtipSfTzumdr87coNrMV5T+a2ic6xDz84\/cxSeriv4bA0op1KAkcxcVjZoEOaFdQUG69i4wYcjHI6Cx6yooKjrtfn70p7KlG+4sendMxsEOMKeUcvIG8U9VXifV\/9ytzS6Pzk+OTWFhEComC1z+EkGk48IC7FRKvUfKbuJtfMt3bO\/PzzJ2CjloSADs7KeWny7AeIapuIgQDZIViMSgASJg5LJ1pW2VgraDfYIOEwHDgoetv\/nxVr9ua\/m3MA55onIVctl+jBF8i8s1AVqPE8qZEa\/Ae2l5ZOz2NkMj4\/P4I5zcuL1y6tBEHIR0m7jATycaiSqy6Pzze1efn7T8+cO\/frz+pWyceFDqzT89Lk6NnT38ytDze19CUEDYPBiFN8kw9Hj28YjcAJYIwTJjyIb7GPS+6i\/38UahEWFlb3wjEMhY4fPe8MJzsn0ZnMOOLxqejS0juT44AzMjI2durU7ds7Ozu3r14gTNcvXbq0ooR31xYv37qyc+bzjz\/+FfqZbkfNdxoHH6LDeD58fxRRbW6zr7WhEqaz0LH00UhqbyxVR7MTZLgWqGI0pWScAMFxwTmRbX\/JfhIusXIAd59VlikTIcDlAhEq+QVDJYQdEscc6IyOwDjnz586hbzRg+P83slPbtw4c+ZzQ+fOfQyBynPPKgEN4DAdc7Hbez0ffjiKqDYXGe5uPdwLNrW6hNYNaIaCfVazk22jiwEkGoGDWs0bvbW\/4OAMqhVPWS0CjxZQGXQ0JWKiEhJHvYPm5+MKUofnEuA888E4amCUWsde6mE4CFWfkH6GgOFXJvIc0OApEjwqsr0HPMcm2Tg\/zW22tHZTqeYED8M5ggZiJmwakMmu06TVCSAub6mCg6ZnOHYOfbU7qliW44rKQ5d9NKQDET23CO8UUk5OojzC5UN7x9Q64Jw+\/f7YqbFjpnGwko3Wq+Pg42wcCOciPMcCIUjzYe9wYDs\/DjhknPQwZr6pYQM0tcLGYbCRGsA67UkJR3yj4ZQSHAiUIuv\/5e2Py5v\/CThnUlN8BrJVZTk6xA9DGo52F4qC63NE54PR+ZeOaeMwm1eJjaIjbJ7nB0jRmVd8R8S3X+UVvS+gbSPG+aGhaSjBcDxOnWwMNHRhu2o883wDSUyDTDiYL0Ct9h+GteZ\/ArDtxLbPWavoqOEdBDqFZYUTJzhozWGsVBm\/trQEOGdHJ0\/1kEw2QCNshIyIPwCc10HnWco7rxw\/NTJCbMg4U8NH2toTZWrkqTuc2as4DDY1Go5mAyGicdIhOLEu+93gFFe1VnIUqzwqnA6Ck2A4IFMQjnZSrjowGRaPXyLrnB19\/\/3xYy+QcUBHGedNcY0GY+HDgY34vdqDltr8hwhqZ0\/\/FPsB0w2JWvFMDpx6I5xhYzZQTr5BTGMpOGEagfpp9ve\/ks3+D\/C1I67VinNAR71yJONdriTqdZCMi5\/jiQ1toM3tpWe+ITofTo70YIE6ZxwYB+dWERph8+STeEImHoKDu1i\/d2wMi94nuVRDNTB0ZChRy16GHMImD45mQ+ISmqXQCB2KapjK+WNw\/veTDKzyd6UcPlUHYS9vCliHsRGdfMWdHR19m5ElyjqjH2LEc77nOES+wVlvXAkIGuhRPFjKO\/ijt08iU4HNuJTRU0NH7ltNEBN9nqdIrxpUcCSgydBTYppVbp6gTnfdnUyxtG9EdpQEt4JTVjjy6txT6o+yY5xww7TL8GZsDtY5C+tgNDrWc\/JVgqN9o4jQ\/V4fhRgO83rlBeqngQ0qtdFRBLXoD0Nt9yScBho92Wn00STVgIzuplmHN1Y0pdRgi1zptB+9A55ihAOFzqWnTDZ0HO4Ox5nvKQxlEdhA5ycJbNQqOHXs5Ksgo+gICJBhNLyjD589zmca4pzeEbBBNUCV2nIbghoZh9GYbDQa1a3hRme2cbJt41LG8dIC9rsk6WIMazZ\/6Fo1qlRmUqvEBPhDzYPeiSyBjUBJHsLKjETj8OacQWccdDAc7Tn5CldpgkarGTr6+oty0hTYwDdSqW0uHxnsrfX4ysz\/UQ4bRiNwDuT5RivAyQdBDdNs1PQ8WnInFVspTf7z30x5HNliPIWdY0oSEBe82JyVdUSH6mmObOjkHKNBz8kX36aYRn4BEU7L9qNPvv7KyRcgoEG6Ed+ohLP89OBqkshISyAPjVQBOats2DVeki7VvG4kHG86dgJRrWSfia7MXh5a8eFnp82kczc40lERERcuwZO9DewdoYNG2xjgvMRj0pPHX32TPfQ67lZ9\/DjN3mg2YxbfuJYfeOpIRjk3j42gkRINmx55ajiWSo26BBiA4jRddFTuhqe4hjl8o4dy+60UJ1tpwtPegODJF3HJ+5Q6zbysLFk5jLxjemccbVB0cxhPD499tPTUGq\/nEDan5yK7Dwy2YaE0Qq3TYUGjC2iJaeAithE0ZkyjV6Hj9oa97nAs1OynlZT7zDx2urfeibTZfPcp5eIwJClay9Iv9pTRvlfTMcyDwgB0BA8RUpaB5Aw4to34JnJx8PFBYuPwWIKtZmO4RkyDjdFo3+SW0d5AaWTL32z\/g7\/OxXGVCF3z+UNbKUc9NXp9phyAIFisgNRYUNdzBhqTI27SPTT8Q8RCB3hAR+yjBTAGGglp6KidnotOD84MJiswG+AplG10s4bJWNjsJYITDfnLy+9Y3RYnG7qZ66O2jyMVvgo0E03lwsmtF4zPy9c4DHxOR31t71DDcnruGwltggd8AEhLVtmQa0zbUCv64gNgU481CA5PwZAmrtEhrTAcd9iF5sBVuw1w7PvNOOXNdrrZT+diyueo4E6iyOchCI69VavjnQbEcmBLdgw1DF3nou0szKPcw3wgMGEs0JgyzfgkbENDT0xMr0wPDiKmOeg\/UEtcLBENkoaAdo1lAdTexgmHN9zhdb8dsu2TO4ZnwbHD86FzkSCaIT6TTUW9404yaWhKDq1kAmNINRyFecQ9xAcaU8K7EZDRaD7g6bXdmQFmUxEEHKkgISuaoLZN4Yim4aS9XqxWOwo2tv+Ujd32T0zY2WEdTIhupX2qkShCYMuROWdPQc8UpyALNU+9p96ZTHQvDy2vkHlU6iE+40xIhLcAg3iGgEYRjWwTw9XyBmYzPiQcXzAopoG0bQhODhmXkhfaG044cq2zEyGtKC\/gdVc4nSjYmv0fR1P48bWqs+n4tDgjFRL+qN6R8TmSrYODy5tRmOcD5R7wYUBa+BhkyDVg881PCGlgswrb1NfX+LD0TQU0c5kty+zV6IkbEkYze8PB6vVItAtw\/mhDpbimqY9Snmwux9kg6eAB7ZwaorOnuFzYi44UeRU+Dw5nWXIVdJan5gQP+IAQI2LhHZMRNN\/MRZcnKKTBN3BtPe10tslDoyejhY23UFzzYgluZ6d5QZX9tYagGWyEznoqWIEHVANxYDN46AfL4irjjWbnQ1gKVntwKmcb8FzeptTDfBgQM1Ivo4oMu2Zuc3rmsYGmDBUk9YBQXwM4yjTYDDQajrVGw2yaDDsVIf6YhddwdCsUovukKzhFer+cu+goVrChJgATgXOgxmQhQPDAi4h7CdhMJlr8RQ7MvyUPLy8v715ciSH3IPkAEBCJgAVgQIbQxDanBwYWBhMZUA0aHQBeYGucOcAyOgJVekGnWyiw9Hui5fUCW3gdV43sBBWFZZ\/CKbfZQtvpqmoe4OEAAI7AyJPAKYBF5EBZUJZMNMw8Nbh78Xpk7if4B4RIYMI6DTBkmjSurDawMLOaSVYHV4LSAdgDTl6R5oKsQLJBeaGN8Hoo5Idx\/iCVIuut2eXXCSPRzs+jKcKi4GDDb3GeKkSceLBZuWiBcRmV11jEfs\/gzMzMxO6hyJwAEoELwMx5h9cmBgYmdnHRLkc94qEZV5lLhYmmhpSXbgK5tRmAGFMFqTCEa0T5EdVsf2oG7P+\/Oq6eCYUo8di6uhYjQfSqzLOQcaQqNJNswVV7QjFUQ0MhrGrCKQb9uLvEwMzExc2VSGzOolj6+sXpCZhm4YEEJRvqZUr8gpiLEj6RVwoY9XPOiNMLgQk1PDfC4XTsDBlHIynMpijhoCQAHK7YOju71tN0AMzhN+DkSaJONeDwJkw0FpW1Knw+Gv44E6CT7B3aHYB\/BiZw5aHloWFoaHcC18aBFtZ22zOZGgx61XWETI\/It9RosisBZiPScNR8QRgPWsCOQq2r0wY1\/4EVfsUJB2xs9L1szW91nYmmqkg4Cik3rFOTz0VEnlJbvtQXOCD03PglmVy9d2ZhYUBpgfTaa6+9vDDz9GqGTOOrAZt6ZPwKs92sv1WBRhoV0AETjlQGAgf1wIYrErsRsoPMH7sZaHHCQRVtkzuahrq20qiA3HQMUjgMByiw1eypYCFLycEMun0eTDxwjV1dW1ufhHpbhoZ2dydYu4PddYkkzn\/j9QA1DoloB8ykH5RJG+0alkZj0pB3UjwDFUW1gDsS+7nTf7QcA2yMF\/ZbV82QTdiU063EQ+m0C6IfvwqQOKTk6wBbR4tKcPGLPpi+aq6zp6pRc6sBpSNJNJKkDKTymZTOUiWK8uEIGRNOAA6hYi0AZS9RkzMLousn6OreALPfZtgKOdDmPxdLu6pcNIaAQEeqA4FiEZdV4CKyohNhEOnYu8OQxEPSVVBZkFlneQSwrPEMkot0Qlk4BIhL8o8bn3JthGPXQn47uh8l+3Nkk7NytJwglWOxRyyFZMpwsFPFgZb+uMakoiUkReCQzURezcqumtHqcGiFg2rEAtpSB+TCcSs2oENnsQVcRCkcid1GAV2MFx76i94pJzjlzf6tqNut6LhKXW4rEn3k6FOyvKKA8DUV3Mypxk5Lk8lKVIhoKehASjILltVK9sle9pS39MlMPO4NJB\/IizWEkdj2ic6QzY9SIKvy2af9AQ0Ht5\/4Lir9KsiVe8y19iIin5UvABwFIw+NsJGckqLgCTJVKR2\/qrL\/QdM0ikU2GVYAv0kU3MLh6PrNThrc0La\/2cj\/327+BI\/6Q9sRGTBgX7WXVD7itv2e4NxKQsWEYwWjQqL0mUFHZPnu+UsE9NhGkwlDhMaLWpreR6LRqyE\/3a7dhtl3wzr7tK9m0\/9tm+pSPxoKrUfCFCM4z7oLyoCTR07kqjFMgwERPyDZCxxGQ8FMw3GzNBy3IbGNsLHA4Xjmcik067e6\/HaUAUSnxDrBti8rA5s43kYL2GzYl\/j9XesR\/MB8MAI5dFyQFAuFTeWSlrExbwcpGoCi3hhsDMsoG1r+EQO5fMwqLaAAwQmnI9HYdzfRrqGRzVEK1TAONiugfbaKwJYFBzsqCjpDTMdL295weJ9PxVpRuV0BkBCbaJntM4OKNbEo8BoOvRfl89DvIarQrpzAnCfTsONBjXaMrPHYt3B+Z+\/8ddMG4jjO2ZLVs2SJoV3PEs9wcmYPSH4er5Y85x3yBLQPgFSJiaUDWSNFYkGgqohOXaJs\/f5+97PPQFNom6aB8jGGgCFq7tPfnztD0kGxK0WqQjuvssC9zZhiJ2ikdG4D3PR3zGEj5DdqJvFbZ6ITL7uToT23LFbrraBJgm03OE7\/toROTmvesqyej6wxJzz8hxE5PWMndZboASqtS1GEFOTmv7He8uLh427Y2AYFC12JFBHzbl+OFiijdtuA5Id5LNEBXYisRNgUubnqDU92oeYYQqmm1j7WZcanSDAW\/cQvZEnn6oqw\/gFStLElu+s\/O5NZ78Vnw4Q3Ds7mISKAAlz8x6JivqZpTYyMNimKXF2p3lm7gRyKHtgx+WhWjdEBUYK61Y0c7K2dhA61DJi2l9K4JPqNyOF48fhK4xNiI4cgN+0jDj5R02mkE4Q0hU4GNSvKaCpVaniKLdkvoYhUKWMXdQk3+PljGRCfVxjut\/cROeSuL2Hi2W\/tGhL\/zXRzpA1Y8ePl9DXcDwKouRvlNiQwu0nPYb3mSaJI5ESRMXa0hh4gn3QBmdhp\/EgkeSedESU\/\/R05TzR3JBLpzMvhWJJ7EqmNH15Rc1Ocqp7fI6GZXiund87QAo6SN0spZe1yPhtnfZ+wSJSMGBuTArMH1PAHZeO+TGI6xF1YpjcsEdnmM5EDEe44LPGBmMzMpg851LjlZ1zOvOSQHPdLJhXRuzLXm3VdcbIXO1sm4n0pcjyJcRRDGe9lsj03CePl4FVkgMMl8Hbcl7jJSnRn9XrxAC9plCo2Ep30NOboVppRBP+8xozuZnUJP5x8aCdXVFVoxA6A2g4j+zMiT1ujNLmWNm9A141p7sylo87KChGzWnyjFsBYNP6nunD223KiSOTwaURj7OfJrK6o\/MSk5xZ7AI6So7eV4MrjW4CYZMTt4pkWObFElI6pxtyUVTm5\/3xtCzXkvhI7o05wyfm3z4pGQMmsIQ17VxRAo8e7qspcyoldJw07ySE5g8aO3sL33YxOnCIOTo09kDil1w8SOLwNxljWvLcGEUO7SpVzI0Tg9D6B82eotImf0NpiWlcIFrdsonkYgwNAgd5DOi+iEzlBprNMs5q+hq6YDLEeHOfObFkgZFI6H5BiVwalcVuOOnc5imi\/xjjwqgFN74wxFnrK8U0WB87PIDgE5agOTymECn3TpEk9uIUrSm63lEW5zqwXHDQAXhzUocGIT26v84\/oPyOq15VDhKF7Y2iKG2OL5dpVH17X0cFBWM5eN+enqk6OjqkhQ+YqiYwo0ZWRlnq2\/ropCmOGVP2vWI0RNyg25y6kgwK+uDYtqmIM7bnJR9M5\/JQymTmKxBOATq1J4BgEtzfZuKpXX6aT1Xq9ngHcrKaLzUNhbZ4jauRMQJhid7UxSuWMx3\/QR0vg7J5tT3uiBqTRMFV5bq+Xd+OaDGUtQZfuyRZykQFRs40Iy8hMNfl4XdhtDHKqy2RpyG4i1oANajhqWM7Zzz8POVPSaLMpm9vi2+NkXtVwBOBJw08iQjQ3czyN5KJRlpQLE437gsbOd3nFH3OXyQYRYtQOPOTqLN7i9HIoxR0tYujjh839YopsVMPQOGMw4AIPfD2fLD\/dQ2QlBUXgmoJH53fLj0VOieu818ZejJDdGAZ5ztrCbqbrGlQNNZivppsHS88scvttOV2t57NamM1RVB7fjyxebiD7pN82+5qgZR34UWHTRlhjTV7YAoG0dHz+NEIJMfycCFtIsUYa2aSD7IZAynl4iZw\/R5ZGQ0PjTiiHsco4XH+l6G4oFZwuTd\/XHFXuOSFBN5fa8jzQQMtgRiriN4rh4t2FEbwNQwL3+aEhjLaktGMToAl+LnKeA5latGUi5V4ulfTENkQJTZxSVHpcIMDTejFGurLoJN\/49xrh0RYJcn8Y0jVL6+qBNo\/8uW6KOd4E9v1\/LC3\/S7ZVCGfyYYxz5T9aAXs9KOaIJ\/HVz59z\/qvKL4xym9z84Te6yHkGfBQcbLFkctmVINtlxezv8LNxVV1kitMFL7yo+Yuo41OQIrp3LrXm7yJm1HEeGUp+T0jAIxF9w4ukl0XsXOY639uDQwIAAAAAQf9fu8EOAAAAAAAAAAAAAAAAAEs7UFlT+VpJPAAAAABJRU5ErkJggg==\" y=\"6\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["Ph&acirc;n s\u1ed1 t\u1ed1i gi\u1ea3n","Ph&acirc;n s\u1ed1 ch\u01b0a t\u1ed1i gi\u1ea3n."],"correct":"2","level":"2","hint":"<p>Ph&acirc;n s\u1ed1 t\u1ed1i gi\u1ea3n khi&nbsp;\u01afCLN(16, 10) = 1.<\/p>","answer":"<p>Ta c&oacute;: 16 = 2<sup>4<\/sup>&nbsp;; &nbsp; 10 = 2.5<\/p><p>+) Th\u1eeba s\u1ed1 nguy&ecirc;n t\u1ed1 chung l&agrave;: 2 v\u1edbi s\u1ed1 m\u0169 nh\u1ecf nh\u1ea5t l&agrave; 2 n&ecirc;n \u01afCLN(16, 10) = 2<\/p><p>Do \u0111&oacute; ph&acirc;n s\u1ed1&nbsp;<span class=\"frac123\"><span class=\"ts\">16<\/span><span class=\"ms\">10<\/span><\/span>&nbsp;&nbsp;<span style=\"color:#27ae60;\"><strong>ch\u01b0a l&agrave; ph&acirc;n s\u1ed1 t\u1ed1i gi\u1ea3n.<\/strong><\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"126","test":"1","date":"2021-08-25 15:11:43","option_type":"txt","len":2}]}
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