{"common":{"save":0,"post_id":"4041","level":1,"total":10,"point":10,"point_extra":0},"segment":[{"id":"4043","post_id":"4041","mon_id":"11246","chapter_id":"11381","question":"<p><span style=\"color:#2980b9;\">\u0110i\u1ec1n s\u1ed1 \u0111&uacute;ng v&agrave;o ph&eacute;p t&iacute;nh<\/span><\/p><p><span style=\"color:#2980b9;\"><strong>12 + 6 =&nbsp;&lt;input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\"\/&gt;&lt;\/strong><\/span><\/p><p><span style=\"color:#2980b9;\"><strong>18 + 11 =&nbsp;&lt;input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\"\/&gt;&lt;\/strong><\/span><\/p>","options":"","correct":["[\"18\",\"29\"]"],"level":"1","hint":"<p>Con h&atilde;y \u0111\u1eb7t c&aacute;c ph&eacute;p t&iacute;nh tr&ecirc;n&nbsp;theo chi\u1ec1u d\u1ecdc r\u1ed3i c\u1ed9ng&nbsp;nh&eacute;!<\/p>","answer":"<p>\u0110\u1eb7t ph&eacute;p t&iacute;nh theo chi\u1ec1u d\u1ecdc:<\/p><div class=\"lt123matrix\"><div class=\"lt123_math\"><span class=\"mth_td item_col\" col=\"0\" id=\"mth_td_0_0\" row=\"0\"><\/span> <span class=\"mth_td item_col\" col=\"1\" id=\"mth_td_0_1\" row=\"0\">12<\/span> <span class=\"mth_td item_col\" col=\"2\" id=\"mth_td_0_2\" row=\"0\"><\/span> <span class=\"mth_td item_col\" col=\"3\" id=\"mth_td_0_3\" row=\"0\">18<\/span> <span class=\"clear_both\" row=\"0\"><\/span> <span class=\"mth_td item_col\" col=\"0\" id=\"mth_td_1_0\" row=\"1\">+<\/span> <span class=\"mth_td item_col bm\" col=\"1\" id=\"mth_td_1_1\" row=\"1\">6<\/span> <span class=\"mth_td item_col\" col=\"2\" id=\"mth_td_1_2\" row=\"1\">+<\/span> <span class=\"mth_td item_col bm\" col=\"3\" id=\"mth_td_1_3\" row=\"1\">11<\/span> <span class=\"clear_both\" row=\"1\"><\/span> <span class=\"mth_td item_col\" col=\"0\" id=\"mth_td_2_0\" row=\"2\"><\/span> <span style=\"color:#16a085;\"><span class=\"mth_td item_col\" col=\"1\" id=\"mth_td_2_1\" row=\"2\">18<\/span> <span class=\"mth_td item_col\" col=\"2\" id=\"mth_td_2_2\" row=\"2\"><\/span> <span class=\"mth_td item_col\" col=\"3\" id=\"mth_td_2_3\" row=\"2\">29<\/span><\/span> <span class=\"clear_both\" row=\"2\"><\/span><div col=\"3\" id=\"new_row\" row=\"2\">V\u1eady s\u1ed1 c\u1ea7n \u0111i\u1ec1n v&agrave;o &ocirc; tr\u1ed1ng l\u1ea7n l\u01b0\u1ee3t l&agrave; <span style=\"color:#16a085;\"><strong>18&nbsp; &nbsp;29<\/strong><\/span><\/div><\/div><\/div>","type":"blank","extra_type":"","audio":[1,1,1],"time":"0","user_id":"119","test":"0","date":"2021-03-24 07:41:10"},{"id":"4044","post_id":"4041","mon_id":"11246","chapter_id":"11381","question":"<p><span style=\"color:#d35400;\">\u0110i\u1ec1n s\u1ed1 \u0111&uacute;ng v&agrave;o ph&eacute;p t&iacute;nh<\/span><\/p><p><strong><span style=\"color:#d35400;\">28 - 5 =&nbsp;&lt;input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\"\/&gt;&lt;\/span><\/strong><\/p><p><span style=\"color:#d35400;\"><strong>33 + 6 =&nbsp;&nbsp;<\/strong>&lt;input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\"\/&gt;&lt;\/span><\/p>","options":"","correct":["[\"23\",\"39\"]"],"level":"1","hint":"<p>Con th\u1ef1c hi\u1ec7n&nbsp;c&aacute;c ph&eacute;p t&iacute;nh tr&ecirc;n&nbsp;theo chi\u1ec1u d\u1ecdc nh&eacute;!<\/p>","answer":"<p>\u0110\u1eb7t ph&eacute;p t&iacute;nh theo chi\u1ec1u d\u1ecdc:<\/p><div class=\"lt123matrix\"><div class=\"lt123_math\"><span class=\"mth_td item_col\" col=\"0\" id=\"mth_td_0_0\" row=\"0\"><\/span> <span class=\"mth_td item_col\" col=\"1\" id=\"mth_td_0_1\" row=\"0\">28<\/span> <span class=\"mth_td item_col\" col=\"2\" id=\"mth_td_0_2\" row=\"0\"><\/span> <span class=\"mth_td item_col\" col=\"3\" id=\"mth_td_0_3\" row=\"0\">33<\/span> <span class=\"clear_both\" row=\"0\"><\/span> <span class=\"mth_td item_col\" col=\"0\" id=\"mth_td_1_0\" row=\"1\">-<\/span> <span class=\"mth_td item_col bm\" col=\"1\" id=\"mth_td_1_1\" row=\"1\">5<\/span> <span class=\"mth_td item_col\" col=\"2\" id=\"mth_td_1_2\" row=\"1\">+<\/span> <span class=\"mth_td item_col bm\" col=\"3\" id=\"mth_td_1_3\" row=\"1\">6<\/span> <span class=\"clear_both\" row=\"1\"><\/span> <span class=\"mth_td item_col\" col=\"0\" id=\"mth_td_2_0\" row=\"2\"><\/span> <span style=\"color:#16a085;\"><span class=\"mth_td item_col\" col=\"1\" id=\"mth_td_2_1\" row=\"2\">23<\/span> <span class=\"mth_td item_col\" col=\"2\" id=\"mth_td_2_2\" row=\"2\"><\/span> <span class=\"mth_td item_col\" col=\"3\" id=\"mth_td_2_3\" row=\"2\">39<\/span><\/span> <span class=\"clear_both\" row=\"2\"><\/span><div col=\"3\" id=\"new_row\" row=\"2\">V\u1eady c&aacute;c s\u1ed1 l\u1ea7n l\u01b0\u1ee3t c\u1ea7n \u0111i\u1ec1n v&agrave;o &ocirc; tr\u1ed1ng l&agrave; <span style=\"color:#16a085;\"><strong>23<\/strong><\/span><span style=\"color:#16a085;\"><strong>&nbsp; &nbsp;39<\/strong><\/span><\/div><\/div><\/div>","type":"blank","extra_type":"","audio":[1,1,1],"time":"0","user_id":"119","test":"0","date":"2021-03-24 07:44:46"},{"id":"4045","post_id":"4041","mon_id":"11246","chapter_id":"11381","question":"<p><span style=\"color:#2980b9;\">T&igrave;m chi\u1ebfc ba l&ocirc; mang&nbsp;s\u1ed1 l&agrave; k\u1ebft qu\u1ea3 c\u1ee7a ph&eacute;p t&iacute;nh<\/span><\/p><p><strong><span style=\"color:#2980b9;\">58 - 13 + 1 = ?<\/span><\/strong><\/p>","options":["<span class=\"svgedit\"><svg height=\"130\" width=\"130\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>\n&lt;title&gt;&lt;\/title>\n<rect fill=\"#fff\" height=\"132\" id=\"canvas_background\" width=\"132\" 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>\n&lt;title&gt;&lt;\/title>\n<image height=\"126.00001\" id=\"svg_1\" stroke=\"null\" width=\"126.00001\" x=\"1.87175\" 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\" y=\"2.41593\"><\/image> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_3\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" transform=\"matrix(1.6475103071495596,0,0,1.6475103071495596,-58.34171085161016,-20.76267434017371) \" x=\"63.30178\" xml:space=\"preserve\" y=\"48.15683\">31<\/text> <\/g> <\/svg><\/span>"],"correct":"2","level":"1","hint":"<p>Con h&atilde;y th\u1ef1c hi\u1ec7n ph&eacute;p t&iacute;nh tr&ecirc;n l\u1ea7n l\u01b0\u1ee3t t\u1eeb tr&aacute;i sang ph\u1ea3i nh&eacute;!<\/p>","answer":"<p>Th\u1ef1c hi\u1ec7n ph&eacute;p t&iacute;nh<\/p><div class=\"lt123matrix\"><div class=\"lt123_math\"><span class=\"mth_td item_col\" col=\"0\" id=\"mth_td_0_0\" row=\"0\"><\/span> <span style=\"color:#16a085;\"><span class=\"mth_td item_col\" col=\"1\" id=\"mth_td_0_1\" row=\"0\">58<\/span> <span class=\"mth_td item_col\" col=\"2\" id=\"mth_td_0_2\" row=\"0\">-<\/span> <span class=\"mth_td item_col\" col=\"3\" id=\"mth_td_0_3\" row=\"0\">13<\/span> <span class=\"mth_td item_col\" col=\"4\" id=\"mth_td_0_4\" row=\"0\">+<\/span> <span class=\"mth_td item_col\" col=\"5\" id=\"mth_td_0_5\" row=\"0\">1<\/span> <span class=\"clear_both\" row=\"0\"><\/span> <span class=\"mth_td item_col\" col=\"0\" id=\"mth_td_1_0\" row=\"1\">= <\/span> <span class=\"mth_td item_col\" col=\"1\" id=\"mth_td_1_1\" row=\"1\"><\/span> <span class=\"mth_td item_col\" col=\"2\" id=\"mth_td_1_2\" row=\"1\">45<\/span> <span class=\"mth_td item_col\" col=\"3\" id=\"mth_td_1_3\" row=\"1\"><\/span> <span class=\"mth_td item_col\" col=\"4\" id=\"mth_td_1_4\" row=\"1\">+<\/span> <span class=\"mth_td item_col\" col=\"5\" id=\"mth_td_1_5\" row=\"1\">1<\/span> <span class=\"clear_both\" row=\"1\"><\/span> <span class=\"mth_td item_col\" col=\"0\" id=\"mth_td_2_0\" row=\"2\">=<\/span> <span class=\"mth_td item_col\" col=\"1\" id=\"mth_td_2_1\" row=\"2\"><\/span> <span class=\"mth_td item_col\" col=\"2\" id=\"mth_td_2_2\" row=\"2\"><\/span> <span class=\"mth_td item_col\" col=\"3\" id=\"mth_td_2_3\" row=\"2\"><\/span> <span class=\"mth_td item_col\" col=\"4\" id=\"mth_td_2_4\" row=\"2\">46<\/span> <span class=\"mth_td item_col\" col=\"5\" id=\"mth_td_2_5\" row=\"2\"><\/span><\/span> <span class=\"clear_both\" row=\"2\"><\/span><div col=\"5\" id=\"new_row\" row=\"2\">&nbsp;<\/div><\/div><div class=\"clear_both\">V\u1eady ta ch\u1ecdn chi\u1ebfc ba l&ocirc; s\u1ed1 <span style=\"color:#16a085;\"><strong>46<\/strong><\/span><\/div><\/div>","type":"choose_img","extra_type":"","audio":[1,"",1,1],"time":"0","user_id":"119","test":"0","date":"2021-03-24 07:48:17"}]}