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\" y=\"-1.5\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["10","11","12"],"correct":"2","level":"1","hint":"<p>Con h&atilde;y \u0111\u1ebfm t\u1ea5t c\u1ea3 s\u1ed1 qu\u1ea3 d\u1ee9a \u1edf tr&ecirc;n nh&eacute;!<\/p>","answer":"<p>\u0110&aacute;p &aacute;n \u0111&uacute;ng l&agrave;: <strong>11&nbsp;<\/strong>qu\u1ea3 d\u1ee9a.<\/p>","type":"choose","extra_type":"classic","audio":[1,1,1,1],"time":"0","user_id":"118","test":"0","date":"2020-07-28 08:38:39","option_type":"number","len":0},{"id":"783","post_id":"3670","mon_id":"11246","chapter_id":"11276","question":"<div class=\"lt123_imgs\">N&ecirc;u c&aacute;ch \u0111\u1ecdc s\u1ed1<\/div><div class=\"lt123_imgs\"><div class=\"big_letter\"><span style=\"color:#16a085;\">12<\/span><\/div><\/div>","options":["S\u1ed1 m\u1ed9t","S\u1ed1 hai","M\u01b0\u1eddi hai","M\u1ed9t hai"],"correct":"3","level":"1","hint":"","answer":"<p>\u0110&aacute;p &aacute;n \u0111&uacute;ng l&agrave;:&nbsp;<strong>M\u01b0\u1eddi hai<\/strong><\/p>","type":"choose","extra_type":"shape1","audio":[1,1,"",1],"time":"0","user_id":"118","test":"0","date":"2020-07-28 09:07:03","option_type":"txt","len":0},{"id":"784","post_id":"3670","mon_id":"11246","chapter_id":"11276","question":"<div class=\"lt123_imgs\"><div class=\"lt123_imgs\">T&igrave;m s\u1ed1 b&eacute; nh\u1ea5t c&oacute; hai ch\u1eef s\u1ed1<\/div><div class=\"lt123_imgs\"><img class=\"img_dd tiny\" src=\"\/data\/library\/hoa-qua\/cam.png\" \/><img class=\"img_dd tiny\" src=\"\/data\/library\/hoa-qua\/cam.png\" \/><img class=\"img_dd tiny\" src=\"\/data\/library\/hoa-qua\/cam.png\" \/><img class=\"img_dd tiny\" src=\"\/data\/library\/hoa-qua\/cam.png\" \/><img class=\"img_dd tiny\" src=\"\/data\/library\/hoa-qua\/cam.png\" \/><img class=\"img_dd tiny\" src=\"\/data\/library\/hoa-qua\/cam.png\" \/><img class=\"img_dd tiny\" src=\"\/data\/library\/hoa-qua\/cam.png\" \/><img class=\"img_dd tiny\" src=\"\/data\/library\/hoa-qua\/cam.png\" \/><img class=\"img_dd tiny\" src=\"\/data\/library\/hoa-qua\/cam.png\" \/><img class=\"img_dd tiny\" src=\"\/data\/library\/hoa-qua\/cam.png\" \/><\/div><\/div>","options":["19","10","20"],"correct":"2","level":"1","hint":"","answer":"<p>\u0110&aacute;p &aacute;n \u0111&uacute;ng l&agrave;: <strong>10<\/strong><\/p>","type":"choose","extra_type":"classic","audio":[1,1,"",1],"time":"0","user_id":"118","test":"0","date":"2020-07-28 09:13:16","option_type":"number","len":0}]}
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