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\" y=\"4\"><\/image> <\/g> <\/svg><\/span><\/div><div class=\"lt123_imgs\"><span style=\"color:#2980b9;\"><strong>30 : 5 + 823&nbsp;=<\/strong><\/span>&nbsp;&lt;input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\"\/&gt;&lt;\/div>","options":"","correct":["[\"829\"]"],"level":"3","hint":"","answer":"<p>Th\u1ef1c hi\u1ec7n ph&eacute;p t&iacute;nh l\u1ea7n l\u01b0\u1ee3t t\u1eeb tr&aacute;i qua ph\u1ea3i:<\/p><p>&nbsp; &nbsp;30 :&nbsp;5 + 823&nbsp;<\/p><p>=&nbsp; &nbsp; &nbsp;6&nbsp; &nbsp; + 823<\/p><p>=&nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<strong>829<\/strong><\/p><p>V\u1eady s\u1ed1 c\u1ea7n \u0111i\u1ec1n l&agrave;<span style=\"color:#2ecc71;\"> <\/span><span style=\"color:#16a085;\"><strong>829<\/strong><\/span><span style=\"color:#2ecc71;\"><\/span><\/p>","type":"blank","extra_type":"","time":"0","user_id":"128","test":"3","date":"2021-07-30 03:09:47"},{"id":"2233","post_id":"4296","mon_id":"11445","chapter_id":"11582","question":"<div class=\"lt123_imgs\">Ch\u1ecdn&nbsp;d\u1ea5u (&gt;, &lt;, =) th&iacute;ch h\u1ee3p \u0111i\u1ec1n v&agrave;o&nbsp;&ocirc; tr\u1ed1ng<\/div><div class=\"lt123_imgs\"><span style=\"color:#8e44ad;\"><strong>3 x 7 + 234&nbsp;&lt;input class=\"_tit_hoi\" disabled=\"disabled\" type=\"text\"\/&gt;&nbsp;250 + 21<\/strong><\/span><\/div>","options":["&gt;","=","&lt;"],"correct":"3","level":"3","hint":"","answer":"<p>Th\u1ef1c hi\u1ec7n ph&eacute;p t&iacute;nh \u1edf t\u1eebng v\u1ebf:<\/p><p>V\u1ebf tr&aacute;i&nbsp;3 x 7 + 234 = <strong>255<\/strong><\/p><p>V\u1ebf ph\u1ea3i 250 + 21 = <strong>271<\/strong><\/p><p>So s&aacute;nh 255 &lt; 271 ( v&igrave; 5 &lt; 7 )<\/p><p>n&ecirc;n <strong><span style=\"color:#000000;\">3 x 7 + 234 &lt; 250 + 21<\/span><\/strong><\/p><p>V\u1eady \u0111&aacute;p &aacute;n c\u1ea7n ch\u1ecdn l&agrave; <span style=\"color:#16a085;\">&lt;<\/span><\/p>","type":"choose","extra_type":"flower","time":"0","user_id":"128","test":"3","date":"2021-07-30 03:14:28","option_type":"txt","len":0},{"id":"2234","post_id":"4296","mon_id":"11445","chapter_id":"11582","question":"<p>S\u1ed1 sau l&agrave; k\u1ebft qu\u1ea3 \u0111&uacute;ng c\u1ee7a ph&eacute;p t&iacute;nh n&agrave;o?<\/p><p><span class=\"svgedit\"><svg height=\"194\" width=\"225\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"196\" id=\"canvas_background\" width=\"227\" 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=\"207.3503\" id=\"svg_1\" stroke=\"null\" width=\"171\" x=\"24\" 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+bR0dH+\/oCXUWgS2HKHmRmprX188eeutLS7Sw7dvyzLCyMLYRnQoISJ7KMOP+ydy6xMUVhHBcxocxQj3pkgoQNEo+FIISIiEQmhHgk4tUIJelsZkexKJHpshIbYzJNTZVGKzSiBEEapJqOR71CNDZeSVNCF3Tlf869Zz63Z67jYDin\/G\/babr85Xe+7zw6Z5ZJvUjG6cVKYOUMR6Ii47IZyxMOjx8\/HiRZYrFJsRhowk1EiRMROLeYipONdr9eNBOjXZHp9JvEFMlyDCMAWVFRIcRE4Cbs5PHiJJ69cSIG44xERC\/yTuSpF2mEMBLKKGNJPHmIp4zTR0+LcK6TetF8qRdphHDyEE4WBc7vjnZ7cFIvUhRPXZyICuckqXgqcBrciiLgmd1UsgCn6EWm2rkzIk3k5XXRr+NEPDgRwqkunt5eZC7OnQ7O5Rq9SJfn7+lFFuHs1Yv4plL+R7t+L7IHp7uptNGW4mkuTupFhJMVzz+KE5FxIjlwIsbiLCnp1YuWSptK+jjVxfOXe9GWo0bjlA84+EQ+r71Iv3hagpMOOPjM04JeZCbO69\/gtGoibyxOxnMdL54+m0p5womoepF\/8TQV5y6pFy3+S71ostyLLMS5CzhzbiqZ3Ytmm46TNpXmOAccphZPw3GWRCLAadmmkrE4mZ6KA448FE+tAw4bcUoT+Tz3Iv1NJQtw7lX1Ij7ajetFxuLcC5z2HXCYjLPEvgMOg3HuKrHvgMNcnNDTtAMOPz0twmnXAYcNOK3ZVDIUZ7Df9buiF0kHHGvNPeAwFOcYB+cuUw44\/DeVetfOYhNxMjvvAqfZBxxSK5oCnFPvm4dzjIvTrAMOoadv7QTNHVO6jcS5l3rRGnN6EclJpZOG+tTibfHOfuaF4bwDOwVOxQFH\/ify8p6SlyaHuXtzXaK1n4EJ9vty4sSd169LPn0CTgMOOL7BuVXIKdoQYBYXA2ZxXd37cuMGupPA22cn7r5+DZzi+O3v\/tesoEnvhXHM3MxYFu+ePXt3PF3\/pNygmxG9OPsVvL18d++nq1cdO6kX\/ckDDmpFwk3R03fs2AEvNwMlYG7ZApjxpkt7xgQNxdm\/MLS\/9sD1kl2Rq11dyznOv9CLQJMDddsQN3MbZ7kZ4Sh3JzYlALPl2LAk3ttpLM6BI4pGDCwf9OFeJLKuq6vrDeGkXpSH4imN9exIZzC3MZaIixIsT51KtLe0tRwrOszUNBlnKFQ0Ymht7aHPXQvXLHnz5s27d++AM28HHB45Bc2YGOkomoC5zfHSRQmWp+pvNLTdODb60h6oaTpOdh1MqKq86trTLizb37148QL3LuTjgEOmSTC3b582jbNkXgqU9YlT1dWMZc2VR2eLHJgW4ORXFg2qSlYduvVq\/foNINrR0ZHJZOY3UvEEl1\/BOXacRNNRM8ZZbgfLrfCSa0koqxMPwbLm3O1rp5NBBtMWnKFBuEhlWFWydsTZBy8w8+zouJlKNTY2OjjLQJMFjLRxetwUMAVLF6Zgyb1kKKsdlOeupFIXX75FyWS3CwctwOn5YDe8nLwESY8\/6sBoz6Rqas6cOVJZWVlWFh03fNxwb36YJtVNGuQcZWw7Q+llCSnZAHdQguXZ0UnGksG0DqeDdFjV4cMnDx17lGLF88yRI6WlpQfxZsBxTiSqOdlKdTPswmTVkluZRYlwlKyDo4Uzkgxl5ubH2xcGcZYBxtJSnA7SkQzpk\/fPG\/hUqXTfvokTJowPh8cSVUlXzlQgJphCy4oJjpMxgOQkkW9IJhL17Q9vtJxruHIllcl0XHx5\/EntHnalsMsyYNNgH+Thye\/ZevyYIb30+HzzwzRfZ0YBBFBBJsy5MrTEtre2+AviWlnBrIwhnCRxxOBG2tvj8ZaWhgZGEihvYoQLlO7tqhbZSXoSThEgPXnJYdqejuLKBXT4qHgPNcAiYWJLIS3DFQylC5JhFGsdfMcZxTakhgUgM6mLj46d7+TXigTcy1lss9PVE4+EcyQLXh2mQ580Vbeny6Y7iUbDFQcreMaLhCliLoSJ0OTtbHq+zU0dkk6n29rOIDUC5OpM6tzzZock+4h9Quk+fcHOkU6GDuU\/T2LsM6jnmxPxfWXYBEVmImXRMpaolINOSp0c4QFDgRHzsPnz569sbLjxvLmpewC\/SREkBxBLYOSx0U6JJ+GkFBYOhKigevLJ+abm+ni6tGzGTMoMRtdNpRNgJI6NLCtWrFyxYm7jmbaW9lP3V3W3BvfwBAbgniqRAEJ2CpYBw3EOIDvVOAudOB98X7A\/mUwePpzcX\/iYga2uj9el91VWzhCZh8ziWbBgwaIFi1gWgGq6Lt5e3Xy\/p7sTGAVHz+Wf\/LHTTuBEhJ0hhZ2Fbthlhm6AtTYpguvUhnR2dnf39JxvYrnP0oSs6unp6e7u7GztH9iTTXl\/YETAkZLTzoBkZ6CfkSGciuLJw1Gyh+JevMl\/Lxi8HzfUlX8nuL+O3a3W2jrK\/YhNhMPMEg3ksDNIdtqDk1q7arR7cH6TgoG90\/pN6CZFAVLgJKA+dvKfNtqZBfpdOwuFmXBToGQPz2D24IUyChEgCScll52cJyG10U51LxLJbSd4UlySeCScsp59y05l8Rzq1VO2s0DSk+RU4fTCtN\/OkGJdRDy17BR6\/lN2Fv1May+Uaqe\/nUhunBS1nQFb7CwiO9mXZmsHUFXxxKPsRQSUoHonntnJkvk4f2hdRDw9dv6u4inZ2b+3nUF77KR1kaIXadipVzzxfM\/OgE12hrSKJ008yU4kf3YCpk12aq+LAFTLTnUv4o+\/nfzFPjslPX3spHURQnYynvK66EdGu+SnqycRtcpOveKpb6eMU20nwbTLzpBG8fxv54\/YqV4XadtJMPGtWzxlOy3q7HrFEzCR3HZSbyeg6l5EIMlOhHiyx4pV0RCvnbKeajvJTzFVEkjJTu3iGSA\/EbITj\/k4MZFX2qnYQlbYqcKpttOK2kl2UvHUOOBQ2wmU\/+38qQMOfztVxbNv1k4qnhoTebQjHzupeEpTJVVrp006io12AqbmMhM8yU6aeXpHu+7MU15n2rHfyXDqr4vITsD0sVM5ke\/Ldmqsi5R2Iv\/t1GvtiIad+ptKsp2gKrCajzP088UTQMlO6u26vUi2s3dvt9FOSc+R\/sVTthOPn52ynn3aTq3D9l+3E9G1M2iDneCpsy6SW\/ufs9N9LMCpvS4akounv53qXtRHaifZqXvYTjTlLWSg\/OllO9nZ377aKezUK57ycSYRJTsLyE6d4kmKWmyneuapPGwHzLzZiVhhp+CpsS5S2onobXkivnaSnjbYKUa7ZvFEctjp14wQvU2lAP\/2KZ7m40T81kUjZZzef\/OU\/hdEHu3KmSeBJKD4stjOr+yd4WobMRCEDxPHnBwX4zo25E37KIX+Th+mv\/pGPQ7C5LpRx7N7Aa3cxaT\/h6+r02pGEoZKAp3MWsPpRKWiU2ieVTp3Ip2oKp0QMgedaJ56ggN0As\/lUAkVpzPFyk6aJzchA09D5wg4haES6Fzg2b6ZG3IGlvadGSFDUH\/zzEjnEXQ6ExygE3iCTtI8e6PzeHnT8+BJcNjD9vG+6ZzlNHRKzfOfdI6gkzZPTue2cTr3F1fztHSS8zfQKRy2fzhUyiIn6FSGSlAUcO4YnShK5yYvna4Eh52CcDpRIp3bFHTOemoJDk7naOgsTjqBZw46ZzldCQ6JTvmw3dLZugsEcroSHKCzcsCBfZEeMJp+CzzbN3NDTs2p5KTTytkvnYpTSaWz3BWdqlMJdEJNlPEgy06lOp0pVnaxeYJO6Ln0yINOwakEIaHnVO\/gTPKhRJxKN9FZOX8r5PyN0rlJTKc0VNLp1IdKaJ5p6XQkOP7TuZDT6VSqJNurdJY4nduGLV+PR8jpTXBA0AqdxguiJjjS0LmQM5Lg2FUSHPMf0OnzyOelU0xw+OlEdUmnnODgdEJR6FnuhE51qIQPeUpnIP5m6WzafQw5gwmOnfHIfxx2DSU4EtNJmif3yINOFn\/rmk5ngkOmE9UlnZ+T4DC3rJQ7oXPNBEedTn7Awels17YAOddOcJB7LESPfGI610twAE+I6Utw5KETeq6a4Pg8OjPJeRCdSjqdtHkSOqdfs2buCp3uBAeap8ETdHoSHEnpFEzIJsFR8YKQoZKU4EhHp5LgCNKJ0uhsW843PeMJDn5FlT7ytHQ2HISBnOskOOzSbkeeJU7nNo+cgQQHvaJq1tOb4EDvfEokJzUhczpt8ww4lbbp6fTsi6AnFGV0onqiE3p6EhyWTts8l3SWvuk0eMr7oiOhUzzg4HRuhiYLcrqbJz9\/K+ZTyZPgSEHnlwqdUvyNvHJA6NQ88m3TOckJPZ0JjppTCc2Tf8h3ROcz8BQSHCKd0lCpEzqdCY5J0DidFs\/u6FQf05voZAmO6ef0yGej8+R2Ku1FOkMJjvbpBJ6qU0mls9wDnYHmyem0I7pbExw56VyleYJO4pEvZ2+CIxudJ1+Cg79yAI886NQ98onpdCY4XHRaObPTOenpTHDIdJbu6Vzgaeg8eJ9xrtPJ16Iu6DwZp5J+Osw98sWb4EhMJ\/DUvAs0wVHO0QRHRjq9+6LdXqMT1ROdxKlE1iJG52joLH3TCTytj+5w2+kwpRN43pzgyEmnaZ5TOYdK3CN\/9ic4stI5w6k1T9DpTXD0ROcldNg+VTzB0ROdwmE7a57xBAfwzEmnbZ6OfRFPcIxCgqMLOtE89X0RT3CUqEe+eTpfanQGrgUhTqV4gqNdOl\/Wa54fJjjuks4JzphTSaeTNs8u6ETzjF8LYp1K4QRHDjrX2BfVExygM5zgSEynOFTS6dQ98mnkJPsi9VqQ+ANG+ei8Qs6KzVMZKk1FEhzChzzwrNN5HVoryLlG86wmOKBnOMGRRU7SPDVPN3\/ASE9wNE\/nldAZuxYEijI6UT3RSeJvkmuWP2A0CRqj89q2nOGh0iQopTOc4EgjJxkqSa5Z8oBRNMExy\/nUtpxkafeeDo\/mAaN4gmMzyzk0V5ATeJ78b3CQBIdzqGSrTTmvwwPkfA4nONA8CZ3eoRJAPQ8N1hXTeNCpXdSt0zm6Exyoh3FosqYQISpsQt7XPPKRV7Gnv39r+ji+Dr+GBmv8CjXDCQ6dToon\/su\/+6fsfvz8\/b3Br\/jh2+sFa1EkwSHQSdYiUps\/3N3dS1NhHAfwummzMV9aWVn2brVqKcwyMi1H+QZZYr6UpV10ExuEdyF6ZeMUdOHAqyYecuIaR5vriNsBmYjYkPKmdLuQsF0E0Y3\/Qr\/neXj27OG4DsObs77odG5XH77n9zvojttvGhydnbLe1x\/nwV2f50Q\/AiUHejG13MEbGGXTzgy76F+oewym0fwlwfpYl5zP7V9\/E1DWzB28gZHGFRyAqX0FR6qjabgpakO+KIbXhJ4efXJ+c9jtv+ZEcV8J4dzhatd4jby6nWpOdocPelaeRVRmN1ae9lTqlPO5w1HvqP\/1268AaBomnZ3EM\/sr27NtZyZD9AkB+j37DRZJdG+GhMrKSv1yNjmaGxsbf\/yRFbm4mFFmfQWHZjspaIY3dgU23hErwgfOnr2FRklyx0KLLyutOuZsanLUN95raGh4EStRJLLbqeeBbP\/XrEnrCg7ARFFdwZFSxbfUkQSevj\/PIkvBhVgo9N1qteqds\/lex8Ouzu5b63NSVEairJpZ\/rGdb6cpQzvz+HZiVBoe0oDo8\/KNslQysx5Jrlmteue0N9U3N3Y0dHU\/un3r5rLXzUSJpfZqz+Y18nw72RDFqJwkBGHmFRqDweDCZhIwz0Owp3457XYYnnC0d3W+AM6rV26EkKhkBlDCyHpp3vkVHHw7Vao4mNyAe2nINx8IBt3j65FI8vv58znCiYbnQ8rZer0l5F2Qo1EZSLlqatQzu3aSWxbWSowJTzRZzNDLVzM\/I5HI4pOTKDnA2WYnwxOOdsz54HrL3bra1bWthBSFlsJRr95DGifyWu1M3\/AMFTFiSviZwWLeFwyWuMd\/RpYjSeHsSRJaTxie+uVsAk4yPDFna8vdqrrqioprvqkttxyFmhrNcUbKKCkm49R8lwOGqvrOQO8VWoxAGXwzF1sHy5BwFodxouiWs60tfRddvXLlQet14Kytrrh2udxmGxDeh1FNo5JcYIzH45nPOilnpnZynOqgehpMlgKjjCm9QIksL+EgzxzhbCe7CIZnd2p4Uk6Xy2bbDaaBD1uz+6SoEo2KfpCMxzMPTnU7acCMdpTdGihkoaVAliQJDvCZGKFcEc7hUE4U3XO2t7epd1FVFeEEzKLDLkCFuIYCU0tht1mKejweRfH7C7njnRaTD99Ogsod+EAOxfZLEOjk+OZ6aJlQlpWVXbx4UcUJ0TdnzXa7iHCC526cItfQ0FC\/DVXVNRAQ3i+FZxMFfo\/iQVEGBxFKaoQiWrjPqfL5Aj+A7vpFEaYIOBa7AXIjOT82NjY\/H1oJnICUcZ45xcmGJ9tFtWmczBRQQRWnfCgQeAd9DScSCVEUPSSjJJOD22ZydFJRULfRgpNL3Asz45uxxdD0xBiV7D1z5swJFad6eOqVs6aGDM8OeiLP7yLqyUwRqtPp7O+HB2lAOSAIwhIkPIuSyMcjAG5gFhSgoHODYvyY1+vdXNtYm15Z\/fgJghynp1d8gWcXTl+4AJq9vbnL+ZZy8sOT41QHJqmrH1BxhkEWxZbmW365HKcfZxhnZGSkorq6ura2rgoUJyYm5pGjz+frO4py+jRoAmfmdqLonBO1kw7PTn54ZuZkXcWu4OUcdnIZHgZDEucIykeUiWma1VWfb2Dg+CkcrPlMzck8+V2kY863NXe230V1dBdphTUW29I6cr4j5MsAzInXr0tLS4+VHoMcR5x9fbSchDPlmZucd+7UtHMn8mwXgSfmzD5Fu4twDpMcOnwIcuTQERSkSTAhuJzanMQzdzj5XyrxuyjbACOPSXKEYvKcEMqJPf8Pzr\/UmrFuAkEMRL+BLm2SOkpFg5QeacvolFS0iP\/\/AXxeLaPDZ2DxcfL4E57smVmvr4N8VpzvDechK84qnvt5L\/oO4NwA51g+Tq0rnOBp30WJcZaiOE2QhxctjNPyVJj3xJMIp\/WiXcSLPJzg6XrR7WnnwVm9iEA8R5yJragIz+GXz4uyduexzAX5HZZKcZzWi7SAszfIp8eJDw77LorxtDifC\/JsOPcOznh7LuZFJDgHg7MFz7TimRVnqd0J7Zxa0Vo4pSxOqfkPDgaczdmnMf7rJUG+z4ukDM6Et\/H1kYl9fGtOpHjgXMWLrHhyaefpByuQ\/7+LcmLUpbph9nvRxwXnZ8VJakWnAdt4HfXtVkc9QBMwHZydVsQU4+VsASkJPjSOuggnaMals9\/ZCVcgeqOEF+YkJEVpCs7No80p5TQn1fpYL+i8kBSF2bNRAs1pc5L9ZNb7zqacsPXlcXbShK0zHdXgXNZ+FK1AUwo03VHnOUjUY24H5xKu\/mZxusI570NUB4nozld8YwJn+L1Ocsx9Zud+XtMIojiAQ2oSo1ZLiAo2l1L6Q1JoV9KCB09pTgoFS+mtVBZUBEX8eQhoEQmouIJh1YvgpRfvuQR6L72E\/B\/9C3rqm12XqUxsunmrzoQu\/gUf3vh25n1nVzLGZHdEZtu6yNl4i+du5jXZo2OhsvFsHpHno2OO\/zvfz83d3kAeUYAMCOecos3d+OX8AHv2GSfdFlmfAXl4ywyI0Nn42fnc+jMgT+5GNn4uA7L6XgSedyQb\/+6abDy3Y0zOOP3kcblcG5A+FjKPyAfnTJF8YdC2BXdy3Vs0zG0ij4jlvOlFnv8wt+4IjESRXCL1HbUaQ3X4PTI3Fn7Lw76I52y8XpCbpBq3CWOg1Ryqg2KpMumMlVrtW4TJI74WII+4Dk4K6XQTx8bp9Lx00ekqtVzhS75X77fbox+E0zijEyAb\/2g9nLokVKTb7g1APRLHMTBWNcbRWSZbLsuJRPwyEuWjF+3fwIkcveEl4eMPvhaBnHQVUo4GoywnwmFJkmKxUCh0eRw13Yvwf56iZOMJ5YZtD2rS1xxOi5XOGAoS6lF3TMTDM8XQvdlDOOmL\/Mf\/2fj5qrQ5nB7vUUMFSSWnVaQGOXOkjHOc9JKr1otEeJFfMqe2wAllazgoTaAm86QkDUijHtnn63HK4BTrRX6JnFCX8P1a9+4RUJKi7PXbuiRbkUx1RlN\/z8a\/XC\/nykM1fhdYbnt8TbU4GRPKUSYLzUZiIK+vTsIZ4W3AgcjG4+vSaQ80BpVuTaOEomQob+RcNOB4xe+AYwmcfmg92x5iOc5V67DA5bgElFTyXziTwCnggMNyTihMh9vbnGqWUJaJsEFphjOVjAp5yZXhRGPueAKnpa5uGaeUZjmNP0\/6LaX5GB2fAw4mzI3DtO3YW9OKUui1GUvznDwMOEz8eTKc+Mq0NweTWrV\/Vk5QSwTnwkuuvA44rOP0bzo8rUEnl29n5LCEsCScyXRq\/ZdcMZz4df4goF4AZlYOx4glmpOTQyUTvYhyoktzz94oKVWoTIlg4jlhtQs44KCcOM0dr9op1CkmnlPIS66UE6W5HThX8qNymGLiOUX84MIh5URpFmu9M1liMFGcAh4q4TmhCzl8xVo9E6elieZMnySTvPSi\/RVz2uxTpZ4NxxgVDCeiF1l7qPTYRC\/Cc8JSdzY6+UwcStN6TvZQiet9kRWctt1iYZRgahPPKd6AwwJOl6PV6WWlkMWcQvai4OEVmtM5VPoyU5x4zuSiAYfFL\/Lw3K4XHSyDc9Ot5kbxkLWcJyfpdFK8AQe3nJfX9SJ+U7NGL+J0seucwg04gp+uuGxFOqdgAw5LFrvfdh9elKwozxD5UU7d848bHPwNOA7mF3vw6fNf\/LzGh7SHcvIy4FiQVKLVqWt+Dr549hNA8JtMVSFbdjyn\/hic\/A44frd3J7EuRXEYwEXQKh20WtQ8T6sKi8ZOTQsrYqeoslAqKC0iVVRRU1L0iSh9CFWCiCJFzISY55jnIeYpiCG+\/\/+0bqvma3ikX15KRCR+7zv39PWec27+zM6c9r59m7aVr8lXT1Pql3wEgsU2+GrD7ztzOcvEDQ7yLLx2QhMhzQFNj40fnyWR\/3Hnr\/iAzgJPXizy\/sizsvYZXeEpAVI3W\/S1rxj1XMKU7WmKxnxht9yCtqEFimLJyPsDz5A8zoK56M+c4lnIyZoSZsu+9n6TN46WPOR7VtaH4sPHzZZ7262NFZ5WK90iafP+wNaenTr1IM7s1P7nb3DU4QhNfo4JRcK0YwIaZV8xeZcBCr\/Ss5I26Jnpi7hkgrYhS4uVFy1a3DsPPuzR4+HD27dvd7l7l6b2P76DI1+TOHmcM6Yd08+o3n2BeQbVrFr+ly4AKV\/FFPL6h4YZVIaolZbS4oXu1V+f92L6zYcdOsPz7t27mNovXWp3+PAfunhKb5QQgcmWAxA7KGE5X2COx7sbVQGJ7HvDBlsy7h8aEetpfn5+7+5gUF7C2D085PHuG7e73r57EbmEHD58eN26j6eiVvsdnPnl5GryMO\/XL88yMd++\/+QjzfhllRSaClUZ4Vcv95qaTPt942a7ZS0EsThEQyGKIe8KpO\/sPX7xLkDxxLVLeMLVOqR9ezwuB5zs80veyBdqDhsmMFFMUPbLoYRlYtTkHZfXj1+wXKvUVmbM3wGqtM31xmjJl6xlSlYHGkqiDhS9myP88k3J2n1PL3a8BNAtC5cuXb16zhxwjhlci2DYVB6npMlhTGpm\/\/5cTMZkS1Cuml+aWDV5x\/mNigUrbUGzVlX1d62HB6jKYC7xTPMHxpHoT3cUDXV2J9HuDhK1OCMv3wQnPTq\/ac+lPfS4q0PwxLPI8DzCWhDlZKy+f7QT6OeGOjWTNfszJlOyJFMmMpb3F62ZkAyZdRV+D6YEWkmnD87lJZ4QdVp\/tqTdrE5HVpR+dc4LxN\/ZQLpjC54hRk++GjRo4sTaxEGoglV09Wuuhd2EJqfAsg+SscxSls4\/cfLErvWn17yLjvBMUKvK\/0ZMaTF3ZYNpQtI7A3sMaLeG42dJLVlRK4larQ535GUapBtLTy6Zg9CzxMZOmTIl1xRfefkSZz6mVMxhSF4vmRKSoFx1YlXpxkm2d2\/i07who6J8xe+9ZsrfaqDQQnTEND\/2EoFU2mrwgyFJB4vS1IQXpysSiL15N2n9sYS9Pz1YDKIwRYiFWGtCimELVQsxWVK6XhIlImrJlqKUifmrRs0vfbQhlHwTmxnzhvSKCuUr\/lgx5YsajFNDnvQM3ggjWvozpm3EcLeSKIIXx8jZ417G3szdtv5YaYsGderVncKmzIoQK2AFay5pjiU0s6UkSJZkSJYUlCdWgTKR6IWU7lp8Z0Qc23H901JTtZUr\/UFLSRSjXof9MGJvEbUU19KfM+3GszxMEYEKU1f4ycuY17P20a5eDZu2qoOROjabevWEKxVQ6ipe2DI7k\/PoZshsJVlysv0ESfYSSVze+3im\/+XLwHD\/DM8EvU5VCRdMGZjyRKmkauzHREv92NgaEabZvW8\/1lIrEIWlNRuH0\/VgHFRnPN57ubRtw+YNWjVuXKcOEeXWtaYIIHMlpUauWLGiXz88opSuk2179+7Vq3fvti1PnDo+cPsLn+\/JkyeB4bF0NKjXKKpXqCjbUv7G6+ogNQdDKYwXMh0XxiY4Kio3FflRUwqxcixId6f7wQP6b79+dfbK+RP25q2bNmgiZBvVr09dnfgxzMyQUKQ20kdsdL4hDNu2bGHfcfXpzYObd4bDkci4WU8CQ2LpVIlNb6gialmjDJydwnvZMfCxbZi3svt537BA5feXP9bVNt0EqsQq\/gn88fXr110PHoQBceHCvRunru6Y3K9pA8iClnDFj9\/4IIM+xcjcMGvYsJl9MhnePLr13LW3LpfrwbzIuCe+4UNmxkdES6aalRqFCq2sWgYoJVIa+BVw0AKZhqLinIVAdls7dRUqzEr5XlVcUsHqpEBWgiVay3WRkSPdb99eu3bt3NatR3OzdevWc7cOvH379v17JzLSje\/DA3wfyHFG3OuZWxI0q1HKCuXLFuUnNa1QvbJOizMXgOrx8qELrBoGK7eVXdmkjcg3WdnVmnUdWaCbHwvCExpZM+I8avNQ33BynJYe4UmWBG1GdFJIVi2Dkvmm4kQQQrXhSBBWRVfBOlS4cl9J1sEiTMK6Ur4MK8mOzIubg7E8G5k3T1wboRgAoz\/jGJow1aTXArJSme3kl8Z+pqlVNKSKroIVlwByzcDyqTVky7hUupwZyPKtWBFyZVbhyIykSIyBACnGpsW9I1LJEPpo0isNOkD+A5X86nFK4jwlYjWabUFyTdGRSpCdSbRkO3QW6UbgC2AIw5jj\/kxcSLaDVEL2Ez3kIsIQVfSO8EShOGEqMWo1VSpnHMvE5C0XFaqCtXpluBqUBDs1OKFE0I7wpuPToBubOdMPYAjDGPEhQz+JD4EbycFuCOmBb8a0eNoLwVQ0OReGQZvZpFdrDTqhWL7i\/+D4+bKyK2ArqSCr0xi0sDWZbaQL3tDcucloNJXyeKAM54+BFgdoFI8nlYpGk8ALlYAvOBWARr1aqTVoqigqq6pnEaH4vzF+jpVlBS1sgVtdBV74Atig1SqVSrVarzcajaZPYzTq9Xq1Gn9DCzuNrkoVBfwIEIIglAz\/\/mmGfzywlXTZl1I+mwoccCPZ30MNEXQCLwP43\/dQju+3U67IV0wxxRRTTDHFFFNMMcUUU0wxxcjPBy8g65AObN6FAAAAAElFTkSuQmCC\" y=\"-15.26347\"><\/image> <text fill=\"#4D2425\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_2\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" transform=\"matrix(1.6129262888138953,0,0,1.6129262888138953,-66.40368291504834,-67.82140570977978) \" x=\"95.12683\" xml:space=\"preserve\" y=\"107.00078\">548<\/text> <\/g> <\/svg><\/span><\/p>","options":["<strong>A.<\/strong> 4 x 2 + 210","<strong>B.<\/strong> 123 + 414 + 11","<strong>C.<\/strong> 20 : 5 + 434"],"correct":"2","level":"3","hint":"","answer":"<p>Th\u1ef1c hi\u1ec7n c&aacute;c ph&eacute;p t&iacute;nh :<\/p><p>A. 4 x 2 + 210 = 218<\/p><p><strong>B. 123 + 414 + 11&nbsp;= 548 (ch\u1ecdn)<\/strong><\/p><p>C. 20 : 5 + 434 = 438<\/p><p>V\u1eady \u0111&aacute;p &aacute;n \u0111&uacute;ng l&agrave; : <span style=\"color:#16a085;\"><strong>B . 123 + 414&nbsp;+ 11<\/strong><\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"128","test":"3","date":"2021-07-30 03:24:36","option_type":"txt","len":2}]}
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