Chú ý: Để đảm bảo quyền lợi và bảo vệ tài khoản của mình
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HomeToán lớp 3 (Sách Kết nối)Toán lớp 3 - Tập 1Bài 34: Thực hành và trải nghiệm với các đơn vị mi-li-mét, gam, mi-li-lít, độ CBài tập trung bình
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\" y=\"1\"><\/image> <\/g> <\/svg><\/span><\/p>","options":"","correct":["[\"910\"]"],"level":"2","hint":"","answer":"<p><span class=\"svgedit\"><svg height=\"120\" width=\"100\"> <g> &lt;title&gt;&lt;\/title&gt; <rect fill=\"#fff\" height=\"122\" id=\"canvas_background\" width=\"102\" 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&gt; <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_1\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"27.5\" xml:space=\"preserve\" y=\"27.12847\">450<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_3\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"27.5\" xml:space=\"preserve\" y=\"66.12847\">460<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_4\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"7.5\" xml:space=\"preserve\" y=\"48.12847\">+<\/text> <line fill=\"none\" fill-opacity=\"null\" id=\"svg_5\" stroke=\"#000\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-opacity=\"null\" x1=\"9.5\" x2=\"76.5\" y1=\"76.12847\" y2=\"76.12847\"><\/line> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_6\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" style=\"cursor: move;\" text-anchor=\"start\" x=\"27.5\" xml:space=\"preserve\" y=\"103.12847\">910<\/text> <\/g> <\/svg><\/span><\/p><p>450 mm + 460 mm = 910 mm<\/p><p>S\u1ed1 c\u1ea7n \u0111i\u1ec1n l&agrave;&nbsp; &nbsp;<span style=\"color:#16a085;\"><strong>910<\/strong><\/span><\/p>","type":"blank","extra_type":"","time":"0","user_id":"131","test":"1","date":"2022-09-27 08:27:56"},{"id":"3198","post_id":"6214","mon_id":"1158530","chapter_id":"1158612","question":"<p>\u0110i\u1ec1n s\u1ed1 th&iacute;ch h\u1ee3p v&agrave;o ch\u1ed7 tr\u1ed1ng<\/p><p><strong><span style=\"color:#c0392b;\">235 <span class=\"math-tex\">$ml$<\/span>&nbsp;x 3 =&nbsp;&lt;input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\"\/&gt;&nbsp;<span class=\"math-tex\">$ml$<\/span><\/span><\/strong><\/p><p><strong><span class=\"svgedit\"><svg height=\"141\" width=\"172\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"143\" id=\"canvas_background\" width=\"174\" 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=\"137.99999\" id=\"svg_1\" stroke=\"null\" width=\"69\" x=\"47\" 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\" y=\"1.00001\"><\/image> <\/g> <\/svg><\/span><\/strong><\/p>","options":"","correct":["[\"705\"]"],"level":"2","hint":"","answer":"<p><span class=\"svgedit\"><svg height=\"120\" width=\"100\"> <g> &lt;title&gt;&lt;\/title&gt; <rect fill=\"#fff\" height=\"122\" id=\"canvas_background\" width=\"102\" 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&gt; <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_1\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"30.5\" xml:space=\"preserve\" y=\"24.47222\">235<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_2\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"6.5\" xml:space=\"preserve\" y=\"46.47222\">x<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_3\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"57.5\" xml:space=\"preserve\" y=\"64.47222\">3<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_4\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"30.5\" xml:space=\"preserve\" y=\"99.47222\">705<\/text> <line fill=\"none\" fill-opacity=\"null\" id=\"svg_5\" stroke=\"#000\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-opacity=\"null\" x1=\"7.5\" x2=\"81.5\" y1=\"73.47222\" y2=\"73.47222\"><\/line> <\/g> <\/svg><\/span><\/p><p>235&nbsp;<span class=\"math-tex\">$ml$<\/span>&nbsp;x 3 = 705&nbsp;<span class=\"math-tex\">$ml$<\/span><\/p><p>S\u1ed1 c\u1ea7n \u0111i\u1ec1n l&agrave;&nbsp;<span style=\"color:#16a085;\"><strong>705<\/strong><\/span><\/p>","type":"blank","extra_type":"","time":"0","user_id":"131","test":"3","date":"2022-09-27 08:32:41"},{"id":"3201","post_id":"6214","mon_id":"1158530","chapter_id":"1158612","question":"<p>\u0110i\u1ec1n s\u1ed1 th&iacute;ch h\u1ee3p v&agrave;o ch\u1ed7 tr\u1ed1ng<\/p><p><strong><span style=\"color:#2980b9;\">914 g&nbsp;&ndash; 129 g =&nbsp;&lt;input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\"\/&gt;&nbsp; g<\/span><\/strong><\/p><p><strong><span class=\"svgedit\"><svg height=\"149\" width=\"179\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"151\" id=\"canvas_background\" width=\"181\" 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=\"173.99999\" id=\"svg_1\" stroke=\"null\" width=\"104\" x=\"32\" 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TGGBnC5sLR5vNwUoeRzKAoQJZRC2vIr2OK71vjDiuhp4doIVVvfp6teM+8cCKe3zndj9rILET7wOwfU4WWjw8bDfN07ENErDLSiviU9iO0vbnVeBJvGE9gMqMb6Qmy+ovciki6nPqUcCeRP9ClPBPGyVKPMn96lcOwrBSAkr00AZPe\/Punc\/\/cjx0HSPoVN5yA2X\/G85kNc7j4gToO8vM4XG2VK8XL\/iuMHInQeM8kJRY4z0hV\/yGor\/M2q3OQ0gS5r1tn7wGesXHp0Tgi9bDuVix44N9g3v4eABg2oX8Pfe9aSfyCnrYedKvFgOt5AgzU1fi9fceYrFk6nj5KIuNj2dEljhlFqUUkBOUhP\/C+M5wcHo+oDstW+6dmAeoOYwqQ9edc334Jy11muHZo6ZJ6xanMgBz9ouYN59mwHSWI\/ULtrpcxcQu8dqnS2KM\/2mR+UUlT9DrBkLvxglf\/vdTOATEBfmroW9\/OoCfz5HRXeig6fcBZeFA9AHqgLECWcW0hy4O71mr8muPtIQl\/QvhJ9QorgYGzp8glny2c4KNTZdskGUwl\/5Gmlf0zjdoQk5mHjgvTUijqxqDbgvxQAu2ycE6LGf+8wGf+vWr3\/3n6tME+p9uFhlGS67ujT+UcJW1CAtXJUQcPETNoAOOA\/aBIm+Dx9CX06A\/SVUmLHuAacr5wBlA3npKfEf0Ul\/PuLGz36H5JYSE6DxYYhUT5G4gDv6Ib9b6lGcU6Uifd2QoBW\/IcrXfz\/ycBG6NjgZEPVQ4RknwkVpyX4IsoRsCqU+Eczdpw5wvZgYmgRPx6uJfTvAH2ViUWZbqRfF0GMp+rsh7QyfvH1w9Y4ewjJaeOKw8mWhCj6pxgy39IY+0MgEKHLQo1\/Vf9gDey3C+PGQxWrwVIzD5mPKdIfffEAiMZ7Jf6zCv7IcR\/P\/AEsePd+lMYum4GDoiAexi19WV8SoZwpCAj4P2NV+\/\/y0ThziLFbedddqRIPl0xXwaOWQOwuVDVRRqvyZ\/DDOGNcVIkfAfrTQpF2L2OoHa3\/m4CUbVTEFf8B2+d0H0zj5hFhdIQ+56qkiUs1lpsNBMQsomokyq1j+Xle+l9c2uhYNPBefWaRDeWtIZ7ji8zXpD5\/99Sv0v\/VmcxnOHZbIf6Oy1MF+rnP26B4fnJ3Ba9NQ2Hc0mIE5UX3QksOlRwKoda6JeSw5FIKRYkobRQUy247VOnFrq6DFmzFOXXoQT3ZqXOMDRm76U6DOYb2MHrxoLCD4p\/il67uvSTdllQynd9tXbv0\/fK93\/d7v++9zElAyfjdHvg\/SjJW+n9\/wOlPrB4DW6gHuitOi+0RfwjUPh30ZO5hmUP\/xUI\/nPGXzM\/xM0McjT5Izh6C85+2GfYVQHd74P\/Ggj8XP3v1yMEHUI+V+PkB6G3Zc\/8Oz\/zTNsM+FkScf8Q65X88GaDxjxw8\/QD6TwRa9QRSqTn2lJMo44cz9cmo7jpHtUiPCkBYqPhefp3wT0U42miL3WEd03QudqjR7+Afe+HE\/7yFfvDFNwcNPzht4HPSTs+yE\/3Fw44+DAz4v8esfsPT+A+eO\/DF1\/QrDjGUSBuwK\/5T7Fw8ddjR3x6aI\/\/Z53GQc5T6eTW+L2B+1F1i8c850GcLh1LvO\/Hnx1jH4BZjtPgfjLw\/WPp5Am4DbXO+dnzBkQJ\/6Na6JKwNjIcjjuEtx6zpXznif5Dkn7D01pNjz236zDTH\/wv0AdxOC+OonX4KwKyU9zDhO\/vT692LCFH5wRN1RsTB\/8A8OwO84xjgI55OfxTxf+MDgX+KXu\/CRtoRuzSYO9yC3x6plLP8PuQH\/kr6wwkimWxtgKVhDEqTrb2S\/C\/KLm2\/OcbIUrKaYQbl+weF\/9WzcYr5B+wLLvAaplxTD+ICfzM45BL\/2FN2r8UXww1N+Iw+OcAlYEvdZY\/aEuOOe\/RFoT\/8GfuPfQUSRNf4P2LtrZdCkq6+CweT\/sevTgwhas3nqLvsXMot8SMRj8q4D+iRI\/o5KcAJ1WF3+APFci9YR\/WlrZ+hieP+a39g\/vuU7GECyTd26rn+kHebjdjY0usB5A17xGGOYUQxInQjIooMAy8ir5MAG8qKjN2qnynb\/s\/r7BSV\/igQ8fOxGwT+M\/SCd4Csdwknup77jLBexgLnBXuM44JsGAviyWvV6jeIavVaQVww\/9FRHGNPdwAFBF1xf3VHjWMXLewfmfAdfqC36YsYMZToBOa3UqJ7ow0JVVVfc5t\/CDIcR4y6Ufi2tVFrSNpOSI3aRuvbGPwqgjEXQG7nnlwt61V3+BOFR598ocQnE+CG\/H\/owHGys4d8Jacedjv+LU3bkJEr8BFiIrJxrTWrlcu6pkqhkNKNUEhSc3pZT8x\/K8Ak6LzV1eXrK7q+Uh8MuK2+U3b2f05toGHw20\/+w195NYjoHYUjdtXjHn2Av61JChaRi+frcxFZqG7VAGXVRNwe5msq\/LLWuibIEc6N4YFEQ5I0pY7dm2+PbPQzQjUeGTT4yu9dJ3B8lFad8aSN+dnPhZSH0ic0VEUbFbh9T4CiIaPQqmm6JtHQO++BBG+ptQpvkwMIPrY\/9yiSbrgt\/Qzxtgj783Gq7yK\/9xv+8bPAwUQNPO2r7pL8k6SQ1jbwfgd\/krGFDU0HwnERkqprxxYupwb2Ww0gY0NTQmVB5AL9V983PGEfBF13X4svLLmgxUilwyJrJ0MvXg\/DmYjqVRnviX6KH\/vwdQbS3mU0ZprH742RBwLsWvc1eHNZdA0\/A9\/kuW223+Vp7Sn498gx4jQT9KfsyfDUk9HJmdmvAP0yaI9uH1+4NzlZnM+7RT+RbVwITk7eK5jnmPYS\/W2A31P2Q617PWLT\/g\/BeCbOwyd\/tee4wNCq07rghYNzMXjZE\/cDAkq5Vce79jr4x89u3QxGM6UvM2rCFfz5xulSNBy8eev14z02teN6S4c3u+N+0tazpT8sfeniKy74uecHGuyU6hxIIpvbQ1rQbpXPhpmAij5qcGiXRvfDW5PBcDgYDla+59IuyD+Xb1ZK0aD5mclbY7FdJgDijOGyqV219fqgp87jMnvdai+mUgR\/PORj0\/3ECXrFyxCrk2yA8ea7YGFN61RLbdRAXE+f99lqBrCEiEYrpaaalRJ78k4uO7s0Htz+RDiaWX3We4MpChhVEFGdmWdgT62vONF6xPgkK98zPsIPJ4kwolSnfSIukzrkUvlwSiehVW2tLjpgGOALpyH1g92IZoqnm+l0KLE7+PnEj1IxuvMJmAAPoOXsuCxm6qOq2rmwhALIW+PrtW3Qn3miNhAW\/Hzc4XuZSn7+qf2LeG1xIWS0ykon\/\/UVo44xQrTiuTw2eRM4ZCei4Uzl9PxMvvcNSKgzuY+lYpCgbzLQzcnCZUs9QgHMGbDc7aCv6FteDddU\/LNt2FOU8+Dr0zaunolTsjO5aP0eI6T77970qrd1ZRsIrSXLYoDj0G8\/g19e7aY+QTOaGS81c2m1B+enlc3x6XA0aI1wcHV556GECHEcI8rymlbevqjWlgMk+hI\/p0B7WjbcHvEtnryiulypseennN03z467oHTxV8uN1rAsgw7EGHNc\/PIzQjwkotHMdPRlLW0pAgk1m53dLFWCNPiEgF7zDOCOIUTBkIdbDV3roh9iBOR52yFv20r8okCvfH172AMYDhGaey6xp7z3uJz4D66XFcUEI6Rpars1LNTrhixEYjdWAetuhK03oJj5MZvOS4nf4Oez899LJUI73crbjeDqs9iQCC51vQ7YtyVdC3UnnDLokXp6y+3lJFV8Bb\/YB9pcccSQwzc27mELfZ2jQIK8Ut4hE1XXtfWVVnU4df52EaIyPT1dKZYyJpg7ZQAYplS50Mzmc9tKM\/cyWCmFqYobDgPomVL308Xi7XcXxeHq2sq6BH\/+t3iVyhuCgJF3+LvdVZp9KOmfmvDnSW\/mQToRkaMfBeI3kC\/RR3BifXRdM720HdesbFrKOVObJBq1+ebLH0sXMuY9AFDJFBgvbc7mstnc7I\/idIb8Zhv5UunK0o+XzflaIwEmkKrpehkCLtK9ClxEqdZhON7Dnngg\/RGlfUSfbE\/oMqY4hqpAfapOJ\/5YFtbaOjGSuxY+RC4HAKfT6ZxUa24ulSolyw0oFpeazaViMQOJT16Gd\/3cbNaUHHwum4W\/oEJ0uwPdvw5zbH1NJEsNj+zvoF1KcyA0dN8n+D9dpOF\/wToKUL\/BgRqprkgkPS2RMO8F3IZs7eXp8QrRNp00p+eEyTmVcSjMOUDdRDyRSDi6ApIGl9mogsrivOY+ER2fbZvKLCuvdz7BvyByzA73xEdsbf\/YH2xrQxyGigt10fTrtU62Sk43X83PJDYzlLIP0xUBfoL5sNnI59VeNrSkSqpmNgzWt4brdQED+P0GE7trYx+y8mKQP0dN4cnwSQ7ZjlP0PnHQJwUh2TCE4dGtlXatsU072XQ3sjk1BJmcUGBd+\/IKsE3QGdFgMfyxkc+GEuZbpVy2+9HsNgdJjfX2xtbasAAXCWD8Z1s+dx88g5jkCR\/SH6z+X+ydXWhSYRiADQPhKMd+xOjiSBdBmNkfXfRD5DjaoSy1SWTi6aAhOStZ\/9QGLbKfZV30Q2QWi6JIBS+KrkyMqJDGglg1QhYxFrFdDOq2m95z1vzO963a4HwFxV6o0dar5zx7z\/u9f9+nehcvYQBmM2S8WgXCfYgPly\/emuA+Fvr7P7ysVqsv4e\/s9a4OfzjXtEp2JoGm6dXduwU9KeDzqw5\/QHY4q5pyYb+j63q2+lJ5iZcf+vsLtpYLG5fLaQULybXWHUf2beZflj0tG0\/+EfzPVPjt9stmPO6hMdGspKXOGWm3Xu+W5RyKeVvXfngdyIUDK2S6HQUyvbVy52xt4HUcEIfmAnderm0NBsf24bjd++C19O707HUW1gJ1De2CT9dAoR2MD3Xc\/4zz36+qODhPwwHYj0dlm1L40IgfVdQ32xKcEj8mjcD9h+gUSVe7\/E1g4IFcdt8+NX\/OfTgb9nfAoxFoy6Z1ijQ0jSElb+PSNlT90STgeoly16UzTtW052n6+GG+567K98y9aH5sziuy4\/FjWHyoDZTPvVLmgJUQwj+veOx3cLTaBo7FEe4SdnMqx6OHZpjDH+7IHkX\/GR31F3QL8muW0QyMZu9DZF6b5qpOGbtLs+qJTkpVVxzOAvy3H7LZbL85ln+MQi+tYl8n6K1Af6+OFIUq3FZroS3n7\/Avsx3mxujvFjr8HYFcWyGJ0OOyF\/hbW2yd2hcoFHbj4zWqss+WP+H8YcJE1dO\/nK8uC4ebmsLhcNvnfOQmHfyQ0V9IA33OiEyfEJnt2q7wqkC4MGr\/Vm73R4iMwm1HlZ\/+QoIc8E9fcNLyPusx72O+p+r4LoF5E9pi1G1dxxoaD9\/Cz225gEOR6f7ca\/NpeHs6j7XQAiHkb6f15EfgZQfEkv0Kf26fDYJLRz8Jn\/z4VEgXEjZK+Mkhg22XdtlVzn8rfes\/tMjOosfr3WpwwI2stKmNnWehY\/xX0hPRBwH34s76w9Nt+8Ck3QIE+9kkgv9r\/vr0GSdroLPd7jke+aFhZ3ANR4LU8R9eaGAbHfKVB1atUOejG57AmDiNm5LDHmEi+jLpIPj7nOOcnGx15aYXlO9NIK0Clzi1eRYl87+H41d5X9awECJm2isvBD6NHSmrMfpyx\/rpcQsN499VtgqtusnIXve5bK7rHHfoTu46utsJ+FvLM6h4SUh8kfMn8x6Wpd5ygZy3MV9lWf5+tEGF2f9K7e4HjP9iWQhN0nGGuMOFcDX4Ifdh995J3kRIKG+iESOgqifqc6vxz6Md+kCnq5M1\/DD+afJ4Aon\/0XJW8z3ZO8GXB8c5evQFMwgOQp6uQsfH3VajaVIqEP602DbTCZCdZy7hVTenau1dR7vjBSWHMetn5+1c\/ZOK4goYAtfse\/anfxLwm4zGGET85HflWN6tr3L7wFuZJqMCkhTSu+jEaHYWr7pE0AkW0PG6Txu\/adEc1tDYEzF9vKw+tkDz4tu5KTHOkmPFkk\/KSJ5SMU8ihjYLlHMEN6mSL5Y8oOIrVWLkk8RRC\/3nEmUfmPRHNWfaDUdTcOECyxj+Rz\/Fv3OeZu\/jPNGc1OFSSUm8x+v1eiSJKZK2zCn9dPJ5KTINlZ4KuWA0n+icRkXIku96Nf5FdCNPCPTuGn7gX7L8KWX86DMpBUGHS7fEM16XGBddXp9H6iZdudJkCZoIFc+oCjNOxQTmb7MbDHTzXjL0MVgW3AhSdv3n7GOB\/RLa1o9W3v0tbtxpljKeHs\/X9qHBoXbAmcqUdJi4gT8XQv8mVEQXw2QI\/vpmDU1R4rDqmeRwdyPwpzxqCGeYyIHP73z\/qpULtOJ3XmnZi112JZOqmCL1aK1Wiw58EgFmkSik6fUCrlLMMHlTZOCHStzHZCrYfSSbtdZH0LjJTGKXHcK\/ju7hejDl4ATfM0Hko73c1oIlvDEPXzIFddkm+fWj0cG415PB6wgyfiNWl85I3Saj7o7foagMgQpjVKu0tmhee1Gze6Z6P61T1e\/tPE8ZPxrsZw0GunE\/ep63J4KEFy\/BXbwOKJWlZa8+iSm1LwHqHCy95FohO6iuVaM2UfskeqUitl4kLmo8bAVtqcVmDc2z1jXwW5wPKDufhxsbtSrLlheQ9RKyYck8i3b8aVUMaYz1eBjpS+H6j00Vjuj0uMvHYNclT\/tgxu9hXNL1gmL8ikqfyPA96t5LML2dRs8FZP42vOiJEgo4WvIaZfz3EX526d0+v4Oo+byHmo9W\/J0nkuoQPu\/xiUMwpjD2qDlqQ2DLEfVVuTkOq1FEJK84GG7yNy4s+snl8eXVyUKSBn50mgI6wmidyvmgc7Wp9dlRpdZy6204qubv2PBki4HVjt+WNBEsh6Oqd4nWcVdi0oUI\/EUpJdbVlxYdFL18RJ0+Jk90zqIZeaLIB162gf8+ZfxHIOlFlbFnt\/3ABd1kHzoXhx7+CuCvY28zIKZI\/EISx8+IA5iK\/BvD8Z+igx9OmDEj\/jMjpzH8z6jjV20oZfcU2\/tq0WXKFN+qaLT+dRf8VHssR1o\/ib\/+E\/yh3+MfHmf9NsBPJ\/K\/CYsvdrgJwn+EMv5F6lNk2D1XPeJgX\/QVSG3ZwFC8HcIh7SMmS5pDGH7eJw6qnU9tWGSkyu98fwWcz3BN7XyGRJ8nr8YfElDgqbVGchDsXxb4HFAWZRNy1eFP4+cZMT4yNDg8+OlrXPS0z9KOn7XDfBW29KY8rnZ1iFsbcXn5GIafiHzyvFdsV+Ff5mh3eVIxrE63doadpTSVAZOWETMIfKTyKH1U9KGMf+EclsDvlQsrcaW0QgX\/LOeZtB6r33TzvjiyZcer4biXx8sOEPdbsW\/08N54\/VVDpTYYZ\/huLIOxptE2EK0ya\/7cC2fvnb3J4tuHDbMBv\/EP4wfxygJf6eCHASsBS7siEuOKD7xa5lCGZmt9cag65LG0C2aCBB3msDIpV7yvpszjQqI2ACpSHku7hPIVCpEnOvFgPgjaPP\/38COhgx+GpstE56QkAcz6q1fRKCwzddGVknqwi2qFogPRmE+ByteBUZVaPe6CMh3RoylfAPz0DnieBQ8BunuEn2rF+a\/gP5EmG708vE18ZLivo68+EncxvC9GtHsBP94hgDoRPDIjdVAZHpFt34ebkVtIb6d4vrHB8OOvfx\/\/5lMJjsNcCay+EtTu47KIXkZK5fFK1OhhD0SriwEVUVFxySoxHe6uuPQJevgV9vBi\/z5+GG1udlvJvm2+lOG93hSIl8+U8sTgCKcH+lwrwb8HVBQNWSVG9odh1G0z5eOl\/wP8BsDfIp+CQa46lVQmI0lSRi79E+tRaBQ\/OZliLDJjKhESgrwLr2WzAeM\/hV+Z7lxStuqRLSOJVbq7u4tkJGEC4wf8oAEqJlKlCCoVpIL6M\/Iu9077FP5x+GHCbQ3AdE943Sjn0jdb9c16tF5PJEZQ0a8pz3BO4f9J1lUGOIr3J6nJf342Mtj8prf3TTM2lkiqkJ5f3mWxfwo\/EnQ+DeAHOoJucsJxb3rfjoy87X3DcZN8YATlDeTAfwr\/uKnJi2nFlwtu3WTEvab3LcQ4fKbnbe+axKRU9KNrRRp2AqllCr8Sd55IWIGOVfblE0uod803XrkInv+2pjc58e2aIFBS3iCxnZi0msL\/nb3zCW0aiuM4mqJQNQhZg3+I9LRGPGhqFWNBV9IQhtI\/ETQo64ShtF1bNovSOkGliOjwKjgPE3ZT0SLsZlV28KDuMNoeFBRBXG9eBBmo4O9Fa9J2fU+6XGL2XRnZ6OvKJ7\/9fsnre98fvOiNaylEB6V\/Msx0tfgF3kIEPWTpC1\/NEiu1prAspeO\/unX1ur9dOxmVakrRgBeGJMR+Y1LOuUGIf06ebFTThCFhxXj5w+tXc387\/s2q4c6ghI+h2YcuOqZVvw\/LLW9guFHVNnQOMbaWmuizKrNzFX+HTUiKNRs0jHWN4zGqWp90t2myXkVDNi4\/JEsplIE\/1bbOcBU\/4L+ebLEMg3XjQM4c0HCI4lhTgsXhNvhQA4b5IGzFXnbIBrSr2hCbBONfs1bxw03vLcBvlqJoY+gMwANJP9pwTOMUKjgvuTv4S9+rlMJpxzqGjGkKhH4LftiGaNIqfoT\/aCt+FioAF06PmVaojaXDnMJSwboUiXTwj0j1IMXpQ0w3v3+GsK34H\/4n+HPwZQn+PgacshWzORJChnCyYS2dzWbTWpjiQBQF+BdhtWEb\/YEzi\/UgDNGf83cIq48w6OsGTAp4azPmNXk2xS9LIDmyYvx9NNj43HuSHR0dB2AmVvo3TtHFcc1fqrXGj4Eht\/EfAEdDAz8aNbXJmWuOYalW+Lq\/4Wj22j3w9TGcZeyJX5ZfVyoPHknyyvDTjNe\/ewQsrCamp17taHGqYuFh+gn0+6D0zbOITkAz7w+5Fz3fSsbTOl\/BcIF+NTU9MfFmdoSJ+5q2SrbEL7srhUQiUYDlICvBD1buvlkXmKzp7mHCFHfBiH8Du5kp4v\/Osw9loGbe2ed5V8IPAXHszR3ggY6cxeDPBWa9Te9yW+KXHhROgNYlHskrwE+vv\/zs4KCATGyRhGj0OTKAxwqqb\/Ds6fLZyBmUd84cOVs+fbaG6itWHHX+OZxf1x8Jg+JI\/HcCsiP+SC6x7gRa1554ILl7xk\/7\/HN5IWBaSSjcnRkNk\/irNX7v\/nL568DQ0MDXcvnQXrVGog97UKfvCi5DASE\/G9cbh9gRvzwPwa\/jf9o7\/j5Ev9228+RMOMxSBNUaW\/q3l\/ctLvaX1+7dUoeyixcXDk+H2o3n83NxtDLblvhzBYCP8FdWEP3xWdgo067Qwk1s+DfLb\/\/a7aD+TZ8aJeLp4m7OhFwdgq4B8Cbshn\/NnuOyW6oknp4AQe2VP2doDH5sw9Jlm9\/cIfNXS4+39K9F2vKtpBLpn7+zbOejwZd+xm74Ef\/PsjyfQNm\/UJGPSEsZupfU47+Iim6nhLvUOIk\/y9benQb+m06\/q5Fjf1y561pOwkFwYrEdfjrzU8pJ85VCIfEArkDlc5meTDsvQ8+uZfuAhGYuEEspVeP37+\/v18suQSx4LsFutE7pnYtshx9m5zOXpJws5eZzcNc1+bOn4Gfiz\/KBbp3P7o+zFJF\/3bN2radIpE+x4++NstvGPz8SZ+yGH1pjA3\/ZHYEpB3l4aRvd0zWnD1oZdFF0YZRcfdVSw+NplNR\/yD0zMVcXCQLMP9gMP0o\/maVLEtLn2xm4eeoBvx9tD+4icZdKEcVSpcffyPRBRUHs2uUU+jX32Q2\/Hv\/07aWln6f2ZHpbMgmNwkVXV0XfQ\/ElKkixAJ8c\/B9Crq4SX3htF\/36\/sb1GdCeNXRP9MEaYtDVXaEpyD5kAX2yuAsLptTfefFz0UvbDj9a2E5v3rwZ05aYUHjnBgOYrqPTWY6ySFx2ItYdfwDuvRj74QcB+d6n2ryiiMEvutKQ1C0RqyZFTJoLiILffslnhWL8I3lc\/2MxmrIMf4rHtzrNQ79mp+HXuwVidLKYsgg\/l\/yIbbUcGJy77DD8MNEMF\/1Y\/B9TFiV\/NXkf8GMkCtAy2VH4Ge+BfICA36LswxLxB\/K7vYyz8OuWTDiFitbh\/0jC\/yzuKPz0GuRGiZMQTfEW4efxpRd0cC7uqORDwy2vQMjHmlX4VT4ZE10g3I3vetpJ+H278fR3xSayRavwF9NX4LYLK8bnKPzeiwfx+EMLFuLPzkTx+GHewVn4nwF+nELPNQujH6xA8fhHHIUfOjAQKm\/sfsq63J96HyXgf+vvcxB+hnThI15J8dbh5\/ldIh7\/rMPwv8Hjj01pPE9Zg5\/ieW0hhsf\/xs84CH8f9qMWNN\/8IcnzLGUZ\/lfY2gsfuHsdhd8XwOIXXCkj9VuR\/HmRkOt+sW\/2Lk4EYRjfhYMpNgwyirCCkELILksMKxaucoQFORAcEhQlpDyLfEAgHKbYs1Ewhi2uOLjm7rizSHd1BCu5ykJsUlgq91\/Y+o4ad83HiDCE2Zl9CLnq2M1vX5555t13ijqZD7oc+Lzibx72IpH4nd5Rk1f+vm9qhB+X7nD7nX6z3QHvEYX\/quO0O9y2jx9UkE74d3n4vXA8iERZPwjwR4+TAdvlw24lrA3+K8XdB7xaDC+S2CnIfdpnoc\/Dv6sVfu6UQ+2omxS\/qPLvTXlbrwe7xSv64L\/Fw+8HZ0nxCyz\/eo5\/tuv6wMFfG3edZM8lqvyd7ts6B\/+zHP9vhRdtljqF4n\/kRI2zkIf\/Vo7\/d6t5ILD4k52vMxiHXo6fjx8yf9ROnF+o+1808+rn42eZv5\/EHrHhpw\/ZP8fPxR8EURJ7BJd\/56Lu50svN3jWoNOcFL\/g8NOY1vLgycVfvxDu\/Onsn+PnNR288KjnJM024eGnNw29Vfh1ajqswO+H7bTziy\/\/TjNvua3seHrNI06rU0T4GUD55\/hX9PuDesfhFL+I8OPUAu37\/Saq+P7S4R5Oq1NI+a8Y+fF9pNHbLnjXuxEse+PqcJxfVPl7y658u6QV\/uLLRQgeFD8n84tqfB4ucf\/gXKtX7ZeXDZoEG40Op9cmqvzbQaD7nM\/SMavjr+D8jzj4hWT\/qPfp2Fsc8NcM\/+KQYe3FgLPjErn38uqLQ4aa4X83j98Pv7Y5zi8w\/DS+hZqP2F659XEef33MWXfF4V\/+2vHuB60GzJfM99fPOL02wa2HrzW95\/sXTrd4tWmX4\/yC3b87rnlan24p3QnmXjE6bc5Up0j3YeUfNecWnjuqn+1CaeHS5Q3\/75naQcQy\/xrEwufg74lb\/zYqYZSWUvgZcEwwSal4vuElCjbA+CHzr0Vs79UJAi+Rf14kKWGC2cNQAj9G2CSEILdqp3XzvBkmOoaDdM71e2sSG\/o5PE6uXmt+vmanVXXZLZvIxNnGjxD7qtqUxpXW6CCl0+\/vU5pubn7ZXJ\/Ytabp638\/PUhpdKkSU2pXf919ZvEjTIhrx5XRybCxbRkZkrXdGD4cXY5t1yQYZRM\/0C\/Tyt6w8ZN8gS9jzeLeC3xAVmO4F9My8M8efnB8Bn\/YA\/YW\/CTLKhiZUcFit8zuvPfqDq0SE6Ns4Qf6VbozgX\/MEvbFxwBfkxatAv8s4UfEpTtDyyhkmP3Mowxr2KLIRJnBjxD4zknfyD59EPsNvYfgQAhlAz8yCa3cVwP+7AFMKjYxURbwI9OlB9tGpoLmv2QZ22+YAcmPH2E33rcMRSp\/JlgBHlKEpccPt0i3DLVqH8R+0D4lGEmOH5xnYiipgjFk\/iM3fjd+pZrxJPy36BWpqx+cZ99QF79xQgmWFz8mN06Vc\/20rDc2wbLiR6TcUi7zzOWfShkjOfEjMP6GyvQZ\/\/vUNZGU+E2InOolzvn8uU\/lNB9klkePDeXV36maSEL8mKia+OfTP8Hy4UfEfqO28f+WtVPGSDb8CBPa0wF\/wWiw5oNs+Ik9Un3dnfF\/ahPZ8EPsmeiCf0JNyfBD7Gn1dfAehr9\/CcKPXPiJ+pl\/Jss6odItvbEGqfOP+8RIruo33VZfk+IH9VquVPjB+vd08R5W\/qdlE8mEn9wY6rHw\/tIWJTLhx4Qq3uucM3\/J8KN4O8vThP8dPWMTy4Mf4eolfYof+FsVFyN58BP7QCv8xk5ZKvw39vTCf2ATmfDTE31yJ8O\/R+XCv6VR9Rcs44lk+JUdrlpe\/fuS4X+e48\/xr1COXynl+P9LOX6lJDF+y4IP\/AEpuxOQF\/9P5v1ut28YCp5xkR0\/AN88HL8AjQ8jZR+AtPiN12\/DsB6A6mH4IlL0qIWc+H+wdzehTYNhAMfji5ZRqQgqqK84P6NYUET7+oGEas2lg9CDOFQa22J7s6ingJdZEPFgb6OgglB7m+t6kJXCPMzLFJyilw70sg2HHxPFgaKI+rbapmq+2kbSvXv+p+00+OXpkyyUhI46fUyO17u4mtcbunGdze\/cdiI\/3frnbp9cXMWvHYCTt85ySxms4\/gvc7Tbh\/95KvZFjsk6i3\/Zlhfb15+\/flLjfRRPj65nr+131iz7\/\/zq4jDjDz75Mrv5hub7QD7PbmauLw+Dxvw76nQty3ON3TTh\/zAxeSu0V8P\/wMXJLuaaMOVvnP5WD4HSP5otFgcHB4tjF4IrjKd\/Yjak\/VKg0Jcu5jLhXx68MlakasXscH+slSOwVBnN5ISIIJBfrTq+c7kx\/+Rnyq9V6PbkbBdjmfHvPDVNqgnCalJKjSpN8cvZdCJCeIRRLQv8tw5Qa83tsxD5V3lqdJgnkUQ6K1v9DMipEiIYNcZb4L+ox+9d2PyVMMGllMsKfizFE0zxm+Wf6Nutw7+4i7ma5KdhTHzpmCl+0SdU7IHfZn4aJvygYrx3htStY9vy6YPlUz8ApWED\/eEcHX1Nfjj12sBPExJFXf0xAWPUMv\/n0F648DTmp2GicwZYmoqo+C3s\/tmDizU7uAD\/7dLlpwlDiqY+wah1\/oebrt0PebV2z6NNDNYGP9b0H6P6rfLTv7fu2caNDzT0vdHvG9nr2SvK0SI\/wmQo9tfoc4MCRm3wH3o3Hfn2I\/ovf\/THt9XMFZn+urZlfppA\/f\/Q7ycItcV\/ZLUH+cpR79\/6ZZ73sNeqdW3xYyHDNaaUsA382Df1+A9\/7+PyW8RgbfLTyGgjf0awhz\/+\/EG0YfQfP48nMGKv9vlxTlb1h30Y2cGPpPjLqd3RWuXXcT8P\/JqRtHr7s0SQLfx8jzscfvlmqtzXV5568zIcdrt9wK8Z5uvrZ1RAtvFLbn84\/pEWD\/srvwC\/TiRX489h+\/hpPb+iP0t+4NcLR7K\/h99nJ78a8BuGf49\/GiPgd4DfV93+\/Tngd4IfkTRHKxIE\/E7w41w\/veGQBn5n+HlS5LhYDgG\/I\/yIZOjqFzDwO8OPcjEuK8D0O8VPXFyKAL9T\/JEsN8QDv2PTn+JyCPgd4x\/iEsDvGD8ucR7gd4yfT3AI+B3jRx7gd5IfAX814J9HAb\/NAf88CvhtDvjnUcBvc8A\/j+pwfjEQEIHfSvbzU\/xkPj8eEIHfPPv5A8kBWVHke+MB4DfLfn5RlGVXb69LlpMBN\/AbZz9\/YEAe6a0k3xNh+o2zn18cl0dc1XrlcRH4DbOfP5BX+fMB4DfMKj9qkR++329cI\/8e\/TzW+HGPX0zKva5fVZaPhFjMEr8BJ6rHkXqCQZb4UWHGLwUGlJHKARiRB+ipd4bF4bfCP23EqZpzmVStT9\/P6Pb+eHClBf65sEQvPJURmiInRSk8V0AMZsa\/Inj8vb7l90918gyndumYft1Xt61cZMqPC24\/vfAfUGj33JXLfrQQp3\/Rym1Xuw0w72o+KfXEvm7dtu6yws8XEnG\/JJ525\/PJ0\/SmQ3yuwCMGM+ffv3WJruWSyw3otSr8S3Szxl9dP36pestNkvzhGSZXjwX+DZRft32Un1NT+bvb5a\/60w+AJPW444wu\/nb5u\/8jP\/UvzElhmnsGs6rfyfw8LhR8iYQPFzCTe7\/D+SsHAFN7dvE7nJ\/9gL+ZgJ+tgL+ZgJ+tgL+ZgJ+tgL+ZOo3\/EvAD\/\/wN+JsJ+NkK+JsJ+H+yd8esbUNBAMefDUKDJSFamwi5cF3c0uUhEFgdgofgSauFSfAi0FAoBDJn65Dv0Q\/huUumTBYaPBkytIPBGLx4ydRLKfVQ+WpdSIqf3v8DBPPz5fRsObFaaf4qaX610vxV0vxqpfmrpPnVSvNXSfOrleavkuZXK81fJc2vVpq\/SppfrZ7If6H5Nf\/xpvmrpPnVSvNXSfOrleavkuZXK81fJc2vVpq\/SsfB\/0Xz\/8+33G40\/\/\/865apYWj+Z+fHpiX8lhiC5n8JfhgKq4T\/sqf5X4K\/d4nYf2eBAZr\/ufkRuSVKS\/T0v8T0J6KslphHmv\/5+aO5aJXyb\/T0v8T0b\/bwL\/S5\/wX4YbGH\/waAz9\/R\/AfxA9wgdVnnCXv6fc1\/6PQnQ1Fa63LO539TL\/4ln39+2Srnt2bA5l\/Wib\/ZySWXH2bWHn6xiIDJLyedsFmbQm8cOzx+iBYIXd40Y05\/O3A9Jf9Zdnn9NAjazOnPpmJfVxlr+tHflP1+bcY\/HKwkDj9v+rMrsbdZBDx+19+m9eFPC9\/l8UM0E5bAyk\/+icHlX6fN2pSe8fix5Gbv6reESJjT35bLOk3\/MmYuH0gemfeO\/13E4ceC8W1trr3dlRugPoc\/ukPk\/fxTAB6\/GReDZj0KB4U0efwAU0Te3yiLWPymI8\/Smrzwsr0H6TRY\/FE2EkSWWACTPx7fNmux\/cPmrXviMKd\/gcT7a4nhN97ycUy\/qMf4217howWLPxsiMdkMgLX7XZl\/rwf\/97F0TQ4\/wEzQWWKasPjR\/35Vh7NnmG7vUZ\/Fn0zFP2qJ3GDyy6VXA\/6uN5EsfixHXjpLDCl+2r+owSvftKD0af4p8u4iPvDA4XfiSar+S6\/bSezw+HcfcaAPPwkw+LG2v1b9hrvtnfl45ufwQ7I79pBtDBa\/6ZzIVarw90Whfrr1A8fk8W92+mTDDIDgp296qbx+wj71vcU0P2RDcVCWuEh4\/I+33L2msoVdj7jFTvNDciGsA\/nFnLX70d9ReP2H73Dxv0Z91vTPhWgdOv7DiMOPOYH8oepnHuzOWgZOg8efDJH1wFpiYQCDH2sHp1tF90+nOEV9Fj8YC0Q9vNFdBCx+s\/3h9Ien3nufuPfXp6ZjsvghuhuJClniPDOAwY\/+uH\/WXl+xBWT3vbOvAerz+LPz0uGn73sBwU\/6+286ar35bKedpU\/ok\/xA3OMi1n\/C40d\/1x9vva4qGyhsdr3tJ99FfR5\/smfx0\/6bBAh++vwv5TpNQyV+A+xuensmpWuiPocfoll1fVz\/V3kEJD+9gCaFl9pH\/wTYduoVEz9wEZ\/FD1F+hZgM\/1FmAI8f\/Z1Y5ttO2jzqJ8Bupp3txI\/buHh4\/BB9GxHDT\/q30J\/ip18Au\/J+UqzSQb\/7zg7Do7oQ4MO134X9QboqJvfSdXDx8PjByEYIyaolzucGkPz0FcCR\/qcHfAa8dNAN7SMq7A5SD+0fXF+6xNYn+KPf+ufIyO3P8b\/3keCnnoBASne5LkKvc1R5YbHOXSkDh8an+fn6u\/0ToX\/U+\/iW4CcuAdiH2D\/1T8b58s2RtMzHjw85Nh0M8Rn814\/8EO02D3f\/jPIEkP+a4KcvAab52nWdIJb+0SRjnHr39a8H32DxZ8gPSb676vL9Nzj\/vQz5uZlY2z2q2ibWYIb8CeDsbwj9w\/3FwgBI3ppO4wmZR1bjCTnm2wgAFoLQr\/T+T2YA\/tSG7jD+V+1elE1L8Jn+n+\/w6KP5D+V\/\/7F3Rxx5GBeAxfVJu6H72Z4ZozYMBFH0u5pilyFkF9SqEzYmMnsB92pFzuATyAtpXRgbH8CFCW4Equ0r6Bg5TKwuiEQyRKtG847wZngjtM9ANvr4arI\/JLtS6vMczOUOA6O0nzPNhF6I5x4aw6Jxd0b0PwEZd4bG0BRlasV\/L2TTMlcaw6\/\/laX+vfDLNcTyayBOZP3705OUCKAfCudM9Pe3J2uWPwT5MpLr2w2ZyOcIxOlC8vHZBTFdtgiEfuTHyPXtsD8z2Q0agVCor5KfDv3pWw2lEQ7vjPTnr\/IY56EQDo3cu1T8\/24\/db71uBjC\/9UwyQBaENlHeRr7ofFZasV\/276xmUd4+wo4X1ZyANrZX13OGInTckUygJ\/yabU8QWEMtEZRuSw1lmjiEaIGa9LM3YvGy2gcaxfNjWWmqc6AHsyYrZnHriowKhrYVot4nRBby1P8Ef0Qby1TsnaL6ggojIrSQHGrF\/EhihKiyflnoiSKDvGi3hUI153uASDf3qrP\/eZ1aneY+HWzf69uxxz\/kv8NQnLH1EErQJ0AAAAASUVORK5CYII=\" y=\"-15.99999\"><\/image> <\/g> <\/svg><\/span><\/strong><\/p>","options":"","correct":["[\"785\"]"],"level":"2","hint":"","answer":"<p><span class=\"svgedit\"><svg height=\"120\" width=\"90\"> <g> &lt;title&gt;&lt;\/title&gt; <rect fill=\"#fff\" height=\"122\" id=\"canvas_background\" width=\"92\" 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&gt; <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_1\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"25.5\" xml:space=\"preserve\" y=\"26.47222\">914<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_2\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"6.5\" xml:space=\"preserve\" y=\"35.47222\">_<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_3\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"25.5\" xml:space=\"preserve\" y=\"66.47222\">129<\/text> <line fill=\"none\" id=\"svg_4\" stroke=\"#000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"1.5\" x1=\"10.5\" x2=\"76.5\" y1=\"77.47222\" y2=\"77.47222\"><\/line> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_5\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"25.5\" xml:space=\"preserve\" y=\"102.47222\">785<\/text> <\/g> <\/svg><\/span><\/p><p>914 g&nbsp;&ndash; 129 g = 785 g<\/p><p>S\u1ed1 c\u1ea7n \u0111i\u1ec1n l&agrave;&nbsp; &nbsp;<span style=\"color:#16a085;\"><strong>785<\/strong><\/span><\/p>","type":"blank","extra_type":"","time":"0","user_id":"131","test":"1","date":"2022-09-27 08:53:54"}]}
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