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\" y=\"-5.13564\"><\/image> <\/g> <\/svg><\/span><\/div><div class=\"lt123_imgs\">C&oacute;&nbsp;&lt;input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\"\/&gt;&nbsp;kh\u1ed1i<\/div>","options":"","correct":["[\"2\"]"],"level":"3","hint":"<p>Con h&atilde;y \u0111\u1ebfm s\u1ed1 kh\u1ed1i l\u1eadp ph\u01b0\u01a1ng m&agrave;u \u0111\u1ecf \u1edf tr&ecirc;n, kh&ocirc;ng \u0111\u1ebfm c&aacute;c m&agrave;u kh&aacute;c nh&eacute;!<\/p>","answer":"<p>C&oacute; <strong>2&nbsp;<\/strong>kh\u1ed1i l\u1eadp ph\u01b0\u01a1ng m&agrave;u \u0111\u1ecf.<\/p><p>V\u1eady s\u1ed1 c\u1ea7n \u0111i\u1ec1n v&agrave;o &ocirc; tr\u1ed1ng l&agrave;: <b>2<\/b><\/p>","type":"blank","extra_type":"","audio":[1,1,1],"time":"0","user_id":"117","test":"0","date":"2020-09-17 09:58:56"},{"id":"2701","post_id":"3888","mon_id":"11246","chapter_id":"11349","question":"<div class=\"lt123_imgs\">Ph\u1ea3i b\u1edbt \u0111i m\u1ea5y qu\u1ea3 cam \u0111\u1ec3 trong gi\u1ecf c&ograve;n l\u1ea1i <strong>4 qu\u1ea3<\/strong>?<\/div><div class=\"lt123_imgs\"><div class=\"lt123_imgs\"><img class=\"img_dd medium\" src=\"\/data\/library\/hoa-qua\/gio cam.png\" \/><\/div><\/div><div class=\"lt123_imgs\">&nbsp;<\/div>","options":["1 qu\u1ea3","3 qu\u1ea3","2 qu\u1ea3","4 qu\u1ea3"],"correct":"3","level":"3","hint":"<p>Con h&atilde;y \u0111\u1ebfm t\u1ea5t c\u1ea3&nbsp;s\u1ed1 qu\u1ea3 cam trong gi\u1ecf.<\/p><p>Trong gi\u1ecf c&ograve;n l\u1ea1i 4 qu\u1ea3 th&igrave; ph\u1ea3i b\u1edbt \u0111i m\u1ea5y qu\u1ea3, con l&agrave;m ph&eacute;p t&iacute;nh tr\u1eeb nh&eacute;!<\/p>","answer":"<p>Trong gi\u1ecf c&oacute; 6 qu\u1ea3 cam. \u0110\u1ec3&nbsp;trong gi\u1ecf c&ograve;n l\u1ea1i 4 qu\u1ea3 cam, ta l&agrave;m ph&eacute;p t&iacute;nh tr\u1eeb:<\/p><p><strong>6 - 2 = 4<\/strong><\/p><p>\u0110&aacute;p &aacute;n \u0111&uacute;ng l&agrave;: B\u1edbt \u0111i <strong>2 qu\u1ea3<\/strong><\/p>","type":"choose","extra_type":"classic","audio":[1,1,1,1],"time":"0","user_id":"117","test":"0","date":"2020-09-17 10:03:22","option_type":"txt","len":0},{"id":"2702","post_id":"3888","mon_id":"11246","chapter_id":"11349","question":"<p>\u0110i\u1ec1n s\u1ed1 t\u01b0\u01a1ng \u1ee9ng v\u1edbi h&igrave;nh \u1ea3nh<\/p><div class=\"lt123_imgs\"><img class=\"img_dd tiny\" src=\"\/data\/library\/hoa-qua\/ca-chua.png\" \/>&nbsp; &nbsp;&nbsp;<\/div><div class=\"lt123_imgs\"><img class=\"img_dd small\" src=\"\/data\/library\/hoa-qua\/f6.png\" \/><img class=\"img_dd small\" src=\"\/data\/library\/hoa-qua\/f6.png\" \/><img class=\"img_dd small\" src=\"\/data\/library\/hoa-qua\/f6.png\" \/>\u200b\u200b\u200b\u200b\u200b\u200b<img class=\"img_dd small\" src=\"\/data\/library\/hoa-qua\/f6.png\" \/><\/div><div class=\"lt123_imgs\">4 +&nbsp;&lt;input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\"\/&gt;&nbsp;=&nbsp;&lt;input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\"\/&gt;&lt;\/div>","options":"","correct":["[\"4\",\"8\"]"],"level":"3","hint":"<p>Con h&atilde;y \u0111\u1ebfm s\u1ed1 qu\u1ea3 c&agrave; chua th&ecirc;m v&agrave;o.<\/p><p>Sau \u0111&oacute;, \u0111\u1ebfm t\u1ea5t c\u1ea3 s\u1ed1 qu\u1ea3 c&agrave; chua.&nbsp;<\/p>","answer":"<p><strong>4 + 4&nbsp;= 8<\/strong><\/p><p>V\u1eady s\u1ed1 c\u1ea7n \u0111i\u1ec1n v&agrave;o &ocirc; tr\u1ed1ng l\u1ea7n l\u01b0\u1ee3t l&agrave;: <strong>4&nbsp; &nbsp;8<\/strong><\/p>","type":"blank","extra_type":"","audio":[1,1,1],"time":"0","user_id":"117","test":"0","date":"2020-09-17 10:07:54"}]}