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{"common":{"save":0,"post_id":"4324","level":2,"total":10,"point":10,"point_extra":0},"segment":[{"id":"1967","post_id":"4324","mon_id":"11445","chapter_id":"11557","question":"<div class=\"lt123_imgs\">3 con th\u1ecf c&oacute; t\u1ea5t c\u1ea3 bao nhi&ecirc;u c&aacute;i tai?<br \/><img class=\"img_dd\" src=\"\/data\/library\/con-vat\/rabbit.png\" \/><img class=\"img_dd\" src=\"\/data\/library\/con-vat\/bunny.png\" \/><img class=\"img_dd\" src=\"\/data\/library\/con-vat\/rabbit.png\" \/><\/div>","options":["6","8","7","4"],"correct":"1","level":"2","hint":"","answer":"<p>M\u1ed7i con th\u1ecf c&oacute; 2 c&aacute;i tai.<\/p><p>3 con th\u1ecf c&oacute; t\u1ea5t c\u1ea3 s\u1ed1 c&aacute;i tai&nbsp;l&agrave;:<\/p><p>2 x 3 = 6 (c&aacute;i)<\/p><p>V\u1eady \u0111&aacute;p &aacute;n \u0111&uacute;ng l&agrave; <span style=\"color:#27ae60;\"><strong>6<\/strong><\/span>.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"126","test":"3","date":"2021-07-28 09:08:43","option_type":"number","len":0},{"id":"1968","post_id":"4324","mon_id":"11445","chapter_id":"11557","question":"<p>\u0110i\u1ec1n d\u1ea5u (&lt; , &gt;, =) th&iacute;ch h\u1ee3p v&agrave;o &ocirc; tr\u1ed1ng<\/p><p><span class=\"svgedit\"><svg height=\"123\" width=\"168\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"125\" id=\"canvas_background\" width=\"170\" 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>&lt;title&gt;&lt;\/title><image height=\"125.2505\" id=\"svg_1\" stroke=\"null\" width=\"125\" x=\"15.5\" 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\" y=\"-4\"><\/image> <\/g> <\/svg><\/span><\/p><p><span style=\"color:#2980b9;\"><strong>2 x 4 &lt;input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\"\/&gt;&nbsp;9<\/strong><\/span><\/p>","options":"","correct":["[\"<\"]"],"level":"2","hint":"","answer":"<p>T&iacute;nh<\/p><p>2 x 4 = 8<\/p><p>So s&aacute;nh 8 &lt; 9<\/p><p>V\u1eady \u0111i\u1ec1n d\u1ea5u <span style=\"color:#27ae60;\"><strong>&lt;<\/strong><\/span> v&agrave;o &ocirc; tr\u1ed1ng.<\/p>","type":"blank","extra_type":"","time":"0","user_id":"126","test":"3","date":"2021-07-28 09:10:29"},{"id":"1971","post_id":"4324","mon_id":"11445","chapter_id":"11557","question":"<p>8 con m&egrave;o&nbsp;c&oacute; t\u1ea5t c\u1ea3 bao nhi&ecirc;u con m\u1eaft?<\/p><div class=\"lt123_imgs\"><img class=\"img_dd tiny\" src=\"\/data\/library\/con-vat\/cat.png\" \/><img class=\"img_dd tiny\" src=\"\/data\/library\/con-vat\/cat.png\" \/><img class=\"img_dd tiny\" src=\"\/data\/library\/con-vat\/cat.png\" \/><img class=\"img_dd tiny\" src=\"\/data\/library\/con-vat\/cat.png\" \/><\/div><div class=\"lt123_imgs\"><img class=\"img_dd tiny\" src=\"\/data\/library\/con-vat\/cat.png\" \/><img class=\"img_dd tiny\" src=\"\/data\/library\/con-vat\/cat.png\" \/><img class=\"img_dd tiny\" src=\"\/data\/library\/con-vat\/cat.png\" \/><img class=\"img_dd tiny\" src=\"\/data\/library\/con-vat\/cat.png\" \/><\/div>","options":["14","18","16","12"],"correct":"3","level":"2","hint":"","answer":"<p>M\u1ed7i con m&egrave;o c&oacute; 2 con&nbsp;m\u1eaft.<\/p><p>8 con m&egrave;o&nbsp;c&oacute; t\u1ea5t c\u1ea3 s\u1ed1 con&nbsp;m\u1eaft l&agrave;:<\/p><p>2 x 8&nbsp;= 16&nbsp;(c&aacute;i)<\/p><p>V\u1eady \u0111&aacute;p &aacute;n \u0111&uacute;ng l&agrave; <font color=\"#27ae60\"><b>16<\/b><\/font>.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"126","test":"3","date":"2021-07-28 09:12:22","option_type":"number","len":0}]}
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