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HomeLớp 1Toán lớp 1 - Sách Kết nối tri thứcBài 29: Phép cộng số có hai chữ số với số có một chữ sốBài tập nâng cao
{"common":{"save":0,"post_id":"4025","level":3,"total":10,"point":10,"point_extra":0},"segment":[{"id":"3918","post_id":"4025","mon_id":"11246","chapter_id":"11381","question":"<p>S\u1ed1 nh\u1ecf nh\u1ea5t c&oacute; hai ch\u1eef s\u1ed1 gi\u1ed1ng nhau&nbsp;c\u1ed9ng v\u1edbi <b>6<\/b>&nbsp;th&igrave; \u0111\u01b0\u1ee3c k\u1ebft qu\u1ea3 l&agrave; bao nhi&ecirc;u?<\/p>","options":["10","15","17","20"],"correct":"3","level":"3","hint":"<p>Con h&atilde;y t&igrave;m s\u1ed1 nh\u1ecf nh\u1ea5t c&oacute; hai ch\u1eef s\u1ed1 gi\u1ed1ng nhau&nbsp;tr\u01b0\u1edbc, r\u1ed3i c\u1ed9ng s\u1ed1 \u0111&oacute; v\u1edbi 6&nbsp;nh&eacute;!<\/p>","answer":"<p>- S\u1ed1 nh\u1ecf nh\u1ea5t c&oacute; hai ch\u1eef s\u1ed1 gi\u1ed1ng nhau l&agrave;: <strong>11<\/strong><\/p><p>- Th\u1ef1c hi\u1ec7n ph&eacute;p t&iacute;nh c\u1ed9ng:<\/p><p><strong>11&nbsp;+ 6&nbsp;= 17<\/strong><\/p><p>V\u1eady \u0111&aacute;p &aacute;n \u0111&uacute;ng l&agrave;:&nbsp;<strong>17<\/strong><\/p>","type":"choose","extra_type":"star","audio":[1,1,1,1],"time":"0","user_id":"119","test":"0","date":"2021-03-15 04:57:00","option_type":"txt","len":0},{"id":"3919","post_id":"4025","mon_id":"11246","chapter_id":"11381","question":"<p>Vi\u1ebft s\u1ed1 th&iacute;ch h\u1ee3p v&agrave;o &ocirc; tr\u1ed1ng<\/p><p><strong>73 +&nbsp;&lt;input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\"\/&gt;&nbsp;+ 4 = 79<\/strong><\/p><p><strong>81 + 3&nbsp;+&nbsp;&lt;input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\"\/&gt; = 84<\/strong><\/p><p><strong><span class=\"svgedit\"><svg height=\"240\" width=\"262\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"242\" id=\"canvas_background\" width=\"264\" 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=\"231.632\" id=\"svg_1\" stroke=\"null\" width=\"248\" x=\"6.94119\" 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0z9CPdo\/0Ogy6z+jbTia1J0aqTYF2MtCNrL2rzYZ1LpPVVneX387RbFYks4reHcw4unPZjXiwG9kQu2zjFZts6i7bUJ\/0VyNBz5bL4splWNlyZ+NV2tM8QU\/nLZM1dD996nDjR4qLq3M19tM3qra5ykr\/qvId2e2tnaFq5IzciX29zpo5GBnqGblOuqxQ2th0qQ9\/d1WZOXKWxo8wR86vQAe9LNBBBx100P2rGfRlhVLQ7dYIejrztmjmQdPHpUAvd7xaqDPcHDmmQJutAj39pDhHTi7OVJdcNLkiN3uHZiO97NAdrMGt1ef1194Njv7+OTFygmaebLgY2U8P49Zq6y8wWkUfm4tbq61A59aq7hTo6bm3Klu5qpzNWKfa50gWBPqbibVPwx7uHYY9zHO6z+hcVR6ydqGzIvc70EEHHXTQQQcddNBB9wCdR7bftQzd5Bw50P9mRe5u4vPESHf5+07NXkSyINB933BZPUUz9tMFut61pmvL2VoNBL16jtwK0WkX27ifbutdqx6gzzgvWx7XjkkUPqL\/VJ8vi3\/FoKGA0Zkj10r0kkAHHXTQQQcddNBB92COXFmg66CnBwtd7YButkr0Ww9FN\/dWM6aFOh3bz+nZaRGv89CZI6eP7jJZ5YLtu3uD7Z8\/zA2XxYqV33AxN4nCCrrLbohmZLV32bjLls8bdG6tgg466A2enJmyUDP+vRtEzx5vX6taJAN99OjBPrLlAh100EH\/XVoMdLs1gp5+eyL6ttX0aVjQ6y\/DGt9lA\/1fN1xu3hKd29sxvp8OegsPUYAOOuig81420P9lw2WWasciGegG0FdPVszjF+yGjT42Vzhbq6CDDjrooOcCHXTQQQcddNBBBx100EHvBTrooIMOen10Geiho7v4wH1RBrqv6NdEp2vPlnQx6D\/YuX8Qp6E4gOOVn5D7WRAcxFHJE2PEd4eDgoPiIFkEM8QMgoMYDIYOGYzg34jeIifxD1rjHw4VVGhP7nTyKIV6oODhcXegN8gNoi6ODg6OvosK0mttX5vWJn3fqcmS4dP3GvoeL4HonOdLVCfQk4leK4GedvQaZ84I9LSj10igC3SBLtAFukAX6AJdoNdHz75+UtXr\/QI9eeifM8s6WN9xw7Ky6T0bNrXo7GyJZY4JOCa0VgI91WfO1E6gC3SB\/p\/QX67jbJVATzr6oY\/39nB1dvsqgZ5w9MsXMpwdE+gCnSeBLtAFukAX6LUT6AJdoAt0gS7QewJd2ri+YUMb3aihod83JE70gRYS6J1D33hl6\/n6bWWdv3r668T1sevFr6fvfohufBiS+NB3ruVup0DvHPrQiUz9xicujuiGZWg6pVRnnyztzGhx\/LbtSjzoa3Yd4W73WoHeffS7Y+ccy6AywlKICFGyqhn+9Ks3BVdpGn3Tjgx3e1cL9C6jPxg1c7osR9rwdxE+IX6FzMyz8d4k+pYMd6cEelfRrz6nBkUGDP+I+IHzyrWVfkfPcteL6BM3cyqJxBuEbLwvzNuK1M\/o2f3bjvK17VavoR+4pmkyNBuiH3xatN0+Rh98nOHtaLa30K8ZOgJPiITN8gW3f9FfZ3g72DvoBxi5RREQeCMBeWcrAj2B6JmiblaRc4z2\/GJBEehJQ7\/rGAgth6Tyad6WBHqi0EctGariHu3fbFegJwf9BTWh3RB9\/11BEugJQb9oyRBDSILpOVegJwDdPXFTg5hCUnlVkPoAPQxDz\/NC1ob\/hn6gdXT7XSBDfGHwyXVTju552anZcqlUKpdnp6Yedxb9YfHi8I2RMzcdcBwnn8+fOXfj+bWxicn7rY90qTBTQYgz9AP2y55edC+cKlGTqmQpWaXU0m8UxzuCfufRsJ4zTFWVl2JP+xPVNSOX0\/PDTx9dPc6NrtjTAULMYTBtKylF91aWKSXAwqjok6oZzrPjcaMXRwxDxd9PAvzTr8ulkKi6YWjOyNOHdzLv9zWLrriOD7GH4MMbN43o3sqSqVavPkZXsp47dzo+dO\/SqKXJDdY5EX\/Ry6qV007++H543Wal8bFw7pzPYc75PmdLaUMPvTJV637RQTWcyXjQvcGSRqvAG+Aj8YMA2dYW23aVf5q\/CQh0KAwWbCVd6N6Uqv7LAYFYI+Pto4dsOiEROUf4Z6mbLLA9TfVXu915Zt6x0Hfm3DShe2WzkQOCag23iR56s6YKrUd8P4CZRdd2pZrjvEKgk5Fg0U4NergSKDQTNSfbQWfTCYW2wmiqZ5sY55ZvYlTmfAIdDZH9UZMS9HDQRGguYo22jB6GparntAFfcao2MTLzgECnw2ChkAp0b5bHwnSOt4buDaoqxFU04J2ZvzYtS65PoAsF04Xkow8yc+BJzk1yole9NcQUMvcK\/B7vkmQ7PnQl31kRH\/pAVNfRv5Qp8IXWGD96WKIQewjED\/LRpmV7wUfoTuTk24H20KvNB7qM\/rNdO1ZtGwgDOH7wLf0o9CFO0w23d+2i9YarhtJRk3E3eygxXpzNUOxih9YGg1281DF2PDV0K51KSiEUshX6DH2CnmSrVmSrleU7U6T7QQgJyRD\/v7vTBb\/LE8MfHRj9zUPOIKJ\/vX\/5\/v7rKzgZfHnzImf0qO+DF8qDm9vPodubm+DLk0UfeZCD7B0Uvf7JQzAHnVdgeJ0nq9++yBs9rH37+cevO3wZd\/fzx00Y3nz0bs4abjN79OhJ0RxEhJPCl58f5YmuYv+8uwsjYyD+J6gZgLsgvOnoSx8hH9HIHF09wkHRqOqPSWa1wYdZ9\/xCeJvYkCIM\/\/OWGDWWCHmJdrboqjmHAvKm5N8G4+XVeaPiSd8VzEHIQHWvdGvEmIGPCLl57UzR6x8L2RygOklf2YvxbL5qiGrVdzmjFCGQ+cWmrNpfEkMYRTiC10uJXormAP5u9cHZbN5rVISUrti8uojhxyEQgbqsZWS5XzCEo7ir\/dHL0RywekbWFsPJ5ajXF37V9zilUW086ibK\/F6H6DYSCEeS3b3Ry9EcAP3pUu3iTriwOYvt4jogMLfxgWg1lQhH81\/vi170Z7gtKQWjDpq5OCIi9ds6sw8kaj\/XktHr34p3V9uTBsxBpG67Q3SpUNSzw3VSo7\/5VILmpiFSeV4jWqwEghaOrO1Et831ZmfVLtFgIhE0oZi20gWCpaU6CLEkR5MOaMMbe6PXmW2uDTpuf0iO0+OgkXe+J3r9IwNL69E+OnJzB63k\/H70MlzWTg6RizOSn0QErfzZvej2Ic4IdGST5NXTf9r614no3B7o+iEyd0ZyOfNBO6wu4tHrQMEyAB23USM5cAdBO8etbaPbA92IaLFPycG6AsEAKv5Etwe6SYiyp+F\/7pqv68\/sgW4YF2NykDY1VUQ0NtHtDd0wdGSLHGDqIpgi2iTwxG7uxqGoDHI8xZngBdfIp57d3M1DKqckoythtIjoE9K0T+6ngI5ckUzeeg4YxfsTH6xTQBSVGslgxcEw6oJ1KtTPsMUPqmAVCKLskn9pUvuMVSiIXoP83VDa5kWDjHXI3zTsQi8e\/PvBPrYLvZBQtuxCLx302iTFtb1AFxXytBt73y70wkIqO3sXumubFxc6ckl2te1CLzSUVyRpaE\/0gkM5sv+MKx\/RJPcM7IlefMgvSNzKvm2tBJCJGtnybfMyQMoXJNK1C70ckPpDssEcG70kHHccvQXWSYMZwF7Zfw2PZ2c2K3T8CQk0ucO2eIyI8wKCJ77jpvDEPXwflkDTOGuZC\/9rMko8cIj+kvzbU+X589papzNc+xAah66vz3ZMlsvlTHmtXF5eXinz+byrtFojZaWc39Nba260A41QP3BxAcEUBmMmFT9QTeGqn3ETwgH1toTiCZ6UdQw3n+Ki7yUcPyOoQbz6a1JEg8FiseiEAxoO5nUwlhNlOp0uo2mMuQxcBeaBbqCljEKrQGIQgyncqGxtvoxe3WAKNnvnel90FRmNrNyVmNII52w\/mhxPRnfsjF9hq\/8Hniq1yCCyWOvERRvnetdUwp0yNA0FY7l3LpNG8U0zsWH2QxUFQL7+DcB0C51s74sdAAAAAElFTkSuQmCC\" y=\"5.72122\"><\/image> <\/g> <\/svg><\/span><\/strong><\/p>","options":"","correct":["[\"2\",\"0\"]"],"level":"3","hint":"<p><span style=\"color:#2ecc71;\"><\/span><span style=\"color:#9b59b6;\"><\/span>Con h&atilde;y&nbsp;c\u1ed9ng c&aacute;c ch\u1eef s\u1ed1 h&agrave;ng \u0111\u01a1n v\u1ecb c\u1ee7a t\u1eebng ph&eacute;p t&iacute;nh&nbsp;\u0111\u1ec3 t&igrave;m \u0111\u01b0\u1ee3c c&aacute;c s\u1ed1 \u0111i\u1ec1n v&agrave;o &ocirc; tr\u1ed1ng nh&eacute;!<\/p>","answer":"<p><strong>- Ph&eacute;p t&iacute;nh th\u1ee9 nh\u1ea5t : 73 + ...&nbsp;+ 4 = 79<\/strong> x&eacute;t h&agrave;ng \u0111\u01a1n v\u1ecb c&oacute;&nbsp;3 + 2 + 4 = 9 ,s\u1ed1 c\u1ea7n \u0111i\u1ec1n v&agrave;o &ocirc; tr\u1ed1ng l&agrave;:<strong> 2&nbsp;<\/strong><\/p><p><strong>- Ph&eacute;p t&iacute;nh th\u1ee9 hai: 81 + 5&nbsp;+ ... = 86&nbsp;<\/strong>x&eacute;t h&agrave;ng \u0111\u01a1n v\u1ecb c&oacute;&nbsp;1 + 5 + 0 = 6,&nbsp;s\u1ed1 c\u1ea7n \u0111i\u1ec1n v&agrave;o &ocirc; tr\u1ed1ng l&agrave;:<strong>&nbsp;0<\/strong><\/p>","type":"blank","extra_type":"","audio":[1,1,1],"time":"0","user_id":"119","test":"0","date":"2021-03-15 06:14:11"},{"id":"3920","post_id":"4025","mon_id":"11246","chapter_id":"11381","question":"<p>Vi\u1ebft s\u1ed1 th&iacute;ch h\u1ee3p v&agrave;o &ocirc; tr\u1ed1ng<\/p><p><strong>&lt;input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\"\/&gt; + 3&nbsp;+ 82 = 88<\/strong><\/p><p><strong>94 +&nbsp;&lt;input class=\"tim_x input_number\" tpl=\"dien_so\" type=\"text\"\/&gt;&nbsp;+ 1 = 99<\/strong><\/p><p><span class=\"svgedit\"><svg height=\"249\" width=\"250\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"251\" id=\"canvas_background\" width=\"252\" 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=\"238\" id=\"svg_1\" stroke=\"null\" width=\"238\" x=\"6.67526\" 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LeZqpvL6QELjSXUF16vYHrHrSy4B56op7jJzALwqY1n9yBODhTq22OdC9fJUGYGs28aTHw4RqeQCffJxKp6h2dKd1BQJ4krUoez1\/arUPgCEzn8pNzqkdlpO8PausCMACrnSLey+CILNQ\/2lYL6v\/wY8wUy5\/PqgeOfQCZvKkU90GAEkPZ21PzhlWm5Oc2\/f+JgAvubhTq5dBw00I4GE5Oo48TqVbUjORUAwV97zz53oEcLX8gPVRN\/GkC7HQMFLgS7d2deoJxVOaRl7z8LLJM0eNnVw2fGDFdTEedNIaR7rSa4ECYYFKejK7+MJs+LiGpfgxJg9RuHZCQ8pvxJV+HVCJwArUU5qy3EQg5hhJj80ZpKZvmYl06wYsEgbAT3uhu9ChGaoXAK9k86V7oOFSE+m+qvvCAYIOVYN6KNHdpi+dTbgMlU0rVFUBWC40oJPhQm\/2Kkc6w3YUGhxL+E\/OxCNZfY97pWx1HQKRJyhLTKWX9Q3QlROO9CGaXnSVyYRL9i0YoK5EvTyaovdqh12zgZWlXOlVQOx2QcX1gNdMOo0uATCF+wWGd6PJ6MsOxUCZ0HMCZNYJwvbyPEG40esr1\/RXqvD8lu5c0e3mTE4ANth40vehn3purVKeqNFInwGgp9mEyyrthIszROm1QGxylppBZcAEnvTEFzD1UnRxMI7ENgcCSZCnYjx86cuAFHUXPoL1clU86QxxLtvZ1LJZeRULYyobGtI8xQ0NSXfWDCmflzewbCmA9jFkMZJ+rfJVmt7XXn1j7XRViXTYe7W9lU6\/RjCTvsXR7cHd+1OAHam88N4TRWUpgc+JaGrwufIMay1HurilFSgbFKArGbDvH0+hSB8AfdJ4fbrLAz8tzUSjW\/VrDSn13EQuH4wJfSSKJlRCYbKZdBq\/CVxamHMj6axzRZ4ymztp2NhdN0yY0nRN8pWCzNWQ+NBMuu0dMDx9JGJ6FXgg01rKkx44G8ke8H8Y3Rkrh6n5vIcoiqGLY3cGBS99GIxI42Tv1rmZUJAr7JT+sl4ldob8DWKO9Cehx2KudAZF7QQHR6HIkz4djPjK4pQE+IlNkF6JVZIKE+k0uF13tzaRJ124AV0s1wnuylem2d8G0plzDwyw786mYKXnwJg0TnHG2viMAwD7syeabA\/YoWEA++GOU3nSp0OPKXzpDBrtgTGH6\/hfYJwNLleaSk9fr3vdRb50YXIJFIoNnn\/fJWcc5QbSSSz08AoT2RSc9BzwKOFMuFiiG29v3\/s0UBxHom4hPlmec3mIJ12YBS3eSVzpCrbXYQgbrXGlzwSPAsFUurjWCw32Pbw+XWHV1LsEALUGNeih8oinSV86iUuOAGbWzaXngE+xoXSm3To4O7r10EYruVZCh+1ysvoAV7pQVXZTElTctSs3qO+ni6qpLq8nraGhwa\/hxXQT6R+Cx1Uc6cT+SIiud3a02+Gn5bOv50YTkfIBQ+mMqXJw7wsd1snTVA\/qS1e1c751vvRcmBHf31C6cnZRLiu5t0GPGXJB+zurrvT+nZf\/3rE1UFNcntuzszDPlW7dZAcmLB91m6BmxNh5BUCJy2z5EfCYbCidxPTGtvpGp6uwce2mHSVQYV95dHVGIXunvt7pJp50BaPZxT5AP13pYtsRmGDfZCNT6XfClLFBrDnT7IUe78nSX9eTPn9Cire4oFevgljoUDKh16IGT0LaukmG0inubiRcK+gxnEUXE+lJUEjLn91v6KXluy5tGtqvjxcKw4ykU13bl\/H3lHS89VZHvB0a7A72jscb3\/JpnKn0edBjqSx9sa5090cwZUW6ufQbYMoornQGuZ82uF8MW\/o6BEmWkXQ2Uq+Uu4cr912WPGjszL4Daq+9d9KrSpe10kV86dcB8NysqQcskCvwkwykU8YmB4JjRaGZdMNZqhigRl\/6GzDlpWMmPepu6PKgkMWka\/v0cgRNb33plPg1gJRKTzwCSIj3VIJN85hIb1LmfhlVC94rGzWsWuVC0JdO4tkOBMstTuJKHwV95CNYd\/xLZ\/OM+kyEbiKXg+CJN5A+eCV43G7jSy+HRJ+JveLhJ7ZyykTwpLs6EDwb3MSTXgN9KnsBuC4y6ZH36febShevAAf7+Zrwvgh63BkLPW7Ul+7kC\/imjrjSx8IYr4F02wbocc966NFaypWeBg7TONIj79N7wozFgql02zZwyPxE09JHQIdLhelJ0FJkVJHzgMe7iXzpQiwMGa6Vznl4o2Tu5wcc0MAe+edJB48K\/SFb4RqYcGitSEEsKXZtbz6CuXTr43tuNeYFm7b2PhLdmS33qckT0Z1JBtLFtSsdMMKxM8psSbGqAhgw0PCryto5JXvxtjiRUusPaJL5HYOJKz1voDF5w\/SlU\/RZ53M5q85Kx2htWLLWJXKwqKVrg1tCzMKKGapq0fJnK+FnlvGKkc76xw+sL+6u4VDHigObGqODWDFyxmJoSRo5RzCUTtlb1Tta8+LW511uuWCTumTj0fa3jvjNe+P+jWVCySJyOZYLAhMXPelVAGLz502e0VPQZd+gZfOK5GGrRrq6IFgXNcZVf\/amOw5v2\/ruu4c3v31RvSsuLr3OZglybdg5N86qGDIxP6ZXUf6d63aNHFtrsigBub4A7K2\/\/H7H6sK4uKgMm0jUtex7atyYuG+vOPzyl17AsdpKJ8Yq0KEs\/V2NaYIZVagxW\/qbiN38Npvbnei2WUVReYX+tfXeKe6ZQ3Nd0m0lahebJvlgbBlRW3Ye2l9HJ8jS3\/\/pb3Y4Rov8U\/Q4kYj4BzLeZaUTZb33E+LXefiF87yfOIv8\/83encW6EEYBHNc5xM5niK1pjGWq1FJrLUWoLbXv6+XWHmti3yKWhBAhkfCEB+HiqYgXffHigeQmIvEiJW6iT1ckgojwYNcZ882c75wZu573f05uf3dm2uFO\/wt0jyl\/h0sZ\/R9DB\/8TFB0I8+d9GV9QdPA3PxC9SaO6\/qcqGHqQ1ZcCrT7bIsDqFsHQ6\/nfXP9aCf1Wk1t32jTxN7detWruf1qpF\/ys1U9vBVn9PNBP3fm3rG71\/unT5iX0+vXq1fc7jZrXCTKN8M346rOBVt+sH2B1g0CrmwVYXXXrx3yVduO2Id9Tt3WdIFMXAqxuGOyVDwVYHQy9UYDV9ZuU0cvoZfQyehm9jF5GL6OX0cvoZfQyuvUN8Lou4Oej81cHRw+wOjg6vvp3okPYgGZVuiHAJ3rfpT38oQPEjJbNqmLYahx9A7IaRQdIKFc3UKw+7hMdskbdS1UJIwT+0IdKq9noYF6\/r32cXMss+EGf0Ptj3OuyD3QA80Th0+p8OAF+0M9\/Wj15hg90CMWrv6xOx8AP+uFuH+Mhi3yhL3z8efXLaAx8oO9arH1avT8IOsSL2te5tBLI6NJ\/a17uA918862uigEbffi3eLAPdPPlt7pFGNjoY77Fk\/joYOa+1S0FH\/3qt3iff3RI12qlWSnY6FY8losOyRqrjvKPdCu+x0WHzGurNthH+gorXs1FB+NNKe69ELjop63V+\/0f6SnNmposMNEv22r2kV5pi2uzwERfb6vZR7phi58lgInezooHcdFFzLa6OgFM9C1WPM83uhCaNTmDi77cVg9noou6tjhfyUUfZ6sXMNHFJVv8LsNF72+rh+Lo+DMAixku+nhb7R+9kWZNoQJHx1\/5qzg6\/srfN7joXW31aCa6bn\/lcxEueh\/k9w1Bl\/8y7WAlF30QF9110po1Lyu56Pts9XHu6X2lLX4T5aIfpp\/e8fPb6yQXfTe6GkfXm9riJ2ku+tofgQ6RnFaax7EQE72fFfdmv5EzC1ZdHQsx0Uda8RAuOmzubdUvwiEm+mor7s5Fh4U2tpt6iIk+w4rH+UePVWnfpuPCEHDfvXcv1XPZ6Imb1urNIeC+e19Sqkex0RPW+b3wlv+RbV2p7sdGT1db17S3ANyPbJNL9V2\/6DAsW7T+Or+2Qgce+twhpfpoDx46JGNvSvHDZ3EBPPRFvUr14hU8dIiKg9bqx3HBRJ\/es1Qfns9Dh0zdl9avenVcAA99+4BSveyRP3RIVWv2eSjCwEGf+F09m4MOxuPv4o4rdRb6ku\/qERx0MJ99FxeSgoO+a9539XQOOpg138X3U4KD3qmX9OAINjpkX2iOyQigo69zxGMxdPks5xiDgz7IEV+ko0PymSN+aHDQ0Wd24OgQrXHEBQNQdHz1VR\/oIqs5502Kjj5HqneR0UVMiospIKNvlOqhZHQhpPhJFMjoF6Saji5aSnFNEsjou6XaB3r4mSZNjH56l+OZVHTI1sh1VlDRh8rxbCo6JJ\/IdZR8pM+X4xlUdEgVpbibSUZfIa9exEYHI69Jc0Knog+X4\/FkdDMn19d1KvpoOe5PRo\/fl+ubOhV9jBwvJ6ObHeW6Sqeij5TjwXz0Cpcfv3YlFX2rHPemorfc3FGuH4ep6Hvw1Th6RTe5fhGmoh+Q4yHk03vKZfWJMBV9uxz356PHcy6vfIyKvkqOp1DRYWEBf+Vx9IFy3J6O\/hA\/v+Hoi+S4DxUdIi7o18noF+X4GB89WcRPdDj6AjnuSkZPvZPrZjoVfQNyjpXQKRe1KkFFPyTHhxF09UWtrqCiT5XjCWz0kH5dkyZJfyM3T4pHUNFD4RdS3C1D\/8g2Waqnk9Fj1VL80KR\/ZJsi1fvJ6NlnUtyxgv7uvbdUb+Wjh4wC\/glCRsffWDBuzlRKJ9naNJDRV0u\/MYybMyn5mpYFMvo9Z9yLcXOmUr6mxejoe+U3znx00J2fG3Nxzh25U456NAM93MIR5+PAuDmz3FF3oKND7JIjfmMC4+ZMf0d9nI4OMee5tci6OTPeUS\/wdRs21jav2ea1yfsHl8tDbHGfQ6zbsNl6361+YvLuvc\/uZYu7zmLdhk03ta\/uVhMH1r33vT1t9bgFrNuw0Us5W9y7poJ37339AFu9dpO\/e+\/DMrX2S9t1UwAHfWofW72vDgt9WLLGfmm7Ka3G0fsdkZ6kS0ZPZp\/YV3eRVuPoq+bZ6vV1eOiJ17a40FRajaM\/mCzd9eaiQ4Xz7dR9PQ109LWOeg0ZHUILHzviXDYNdPSujvoAA33zM0ecT9Kv6fLDrOeS0SG0udYRv0wxrunz5znqPT7QK15q0lQbQEQfI8f9qejCzMv1i2lARB8lx2uJ6CAMt5uBKSCin5PjnUR00FNuNwOjQERf\/SPuyJk5zWVqDSCh73eLexHRpxXc6scRIKGvdovb09BFpKNbXZ0CEvoMt7gPDV1EH7rVJzJAQh\/rFo\/joUNFTnOdZxkgoI9xj4eQ0OP33evqKBDQR7nH40noRsG9PjEMCOjb3OOJJPRIR\/f6+kogoB9wj8dx0CFaq3lMIx3U6F7xUTU6ZJ541S11wNDx1ZPU6BB57VUnBCjRN3nFO9ToEH\/jVWcEKNF7eMV7OUd6WMqt\/yunRj\/sWa9SogvwjO+bavSdnvVwJbrewjPOGeojfa1nfUiFDuFLnnHeUKN396xPk9EhUtQ8pzoBCvQF3vE8FToYB73rE2FQoPf1jo+o0MHIe9c3dRX6Ge+4qxLdyHnXzYQKvZ93fIx+pGc0DT3ecPQ5SD1agS5iSJwzVejtkPqMAl0AEudNUKCfR+oeCnTREonfRUCBvhypO+Ho1K8AaisU6N2QeB+Crv5GwZhQoGPxHAV64hlWp1RHOhaPxdFh2BOsXqhAv4LFF4noEC1qyLzQcfRNWLwOR4fKd1h9Ioyjb8Dirjg6mHmsvhnG0adi8Q0FejyH1S0Ejj4aixdT0acVNGSeZHH0cxo2CvT4QyyuXYmjr8ZX4+ibVV\/qhqLPwOLeKnR09eOVgKKvx+J5VHRDw+blNEDRL6P1aQU6GhejgKLPDIKeQeMnaRx9GVrj6EKgcU0aR9+C1kR0kdCwyVXg6PiPPwZFFzE0zlfi6IPRugd+Ta+LxgejOPputL6NouuX0LiYwdHXBkC3RmjYFCR0ziu\/CkfHX\/mcgaPvROulKLreVPH7hqOfxM9vKHr4Ohq\/S+HoE9F6FxG9pYZNRwX6DbQeiKM3QuP7CvRxaN0PRQ\/fROOcAr0\/Wh\/C0V+gcT6Co89D605E9BB+pC\/E0fET3VYcvQXvSGcdblNx9Ev46giOPg6tZ+HoJ9D4peJIX4LWm\/760\/s0HH05WncIdHpP4ej4hfV4oNN7JY7eHa0f0dCF0Dp6z8O8iaPvm9Leewb0Q9FDLdHVBzM4+pZeyOpufVF0UYWufpPE0Q9jq7UVKLp+sxu2upjE0Zejq6\/Q0EGkIsgkAX7eY0Lx1ekQ\/LTHhIKOra4c9hMfEwphxWr4BY8JhRA6EPoZ6PzVwdE5q38sOmc1QPkp0OWnQJfRy+hl9DL6B\/buJiViIIrCKI0JqRSWEPzbfQ0lY9fgJLtx0AtwIIhDqdvQiudu4ONxFvCgQ4cOHTp06P8Lvb7UVgfXsl+rrY6vhb9WtyB9ROk9uPru7SLo2Z5r8i02Sh9JOvyfvgXpOUo\/bMPdeX79+0\/zf5D+jU\/zlwx9OH26uX+EfiX0KUUf3QXRT+ML0acgHaIH6RQ9SEOHDh06dOjQoUOHDh06dOjQoUOHDh06dOjQoUOHDh06dOjQoUOHDh06dOjQoUOHDh06dOjQoUOHDh06dOjQoUOHDh06dOjQoUOHDh06dOjQoUOHDh06dOjQoUOHDh06dOjQoUOHDh06dOjQoUOHDh06dOjQoUOHDh069M\/d1ml8LUNP0nuU7luQ3jL0IP3t1+pRyrmM7tzXYEcZ3\/GepHuSLlF6vU66P619\/UKf5mV4NXulXZcg3aP0PgXpEqVbcrWn+Z7mQ4cOHTp06NChQ4cOHTp06NChQ4cOHTp06NChQ4cOHTp06NChQ4cOHTp06NChQ4cOHTp06NChQ4cOHTp06NChQ4cOHTp06NChQ4cOHTp06NChQ4cOHTp06NChQ4cOHTp06NChQ4cOHTp06NChQ4cOHTp06NA\/2Lt31IaBMAqjhRUsiUjB5EFWP2VQbdy7UeO1pEnhBcSVF6BrGMOcfwMfw2HqCx06dOjQoUNvB33XIvpUD\/3wBOg\/87T5lo\/suyXpEqVPU5DO0M9Jen0IenbrErzgHKX7JH2K0iVIz3OU\/k3SY9uj+VOLo\/m7z7bR5xbR36FDhw4dOnTo0KFDhw4dOnTo0KFDhw4dOnTo0KFDhw4dOnTo0KFDhw4dOnTo0KFDhw4dOnTo0KFDhw4dOnTo0KFDhw4dOnTo0KFDhw4dOnTo0KFDhw4dOnTo0KFDhw4dOnTo0KFDhw4dOnTo0KFDhw4dOnTo0KFDhw4dOvRW0V\/H\/fabMvQg3S1RuiSvHjP0IP1yvKMPZfgqw7Yrf31wlyG4MF2i9KXaq6+bu9db+o5+3Heb7\/CWLYkn6RKll277jX2UnpL0+qDR\/O9qo\/n7eqP5c73R\/PEJRvMronfQoUOHDh06dOjQoUOHDh06dOjQoUOHDh06dOjQoUOHDh06dOjQoUOHDh06dOjQoUOHDh06dOjQoUOHDh06dOjQoUOHDh06dOjQoUOHDh06dOjQoUOHDh06dOjQoUOHDh06dOjQoUOHDh06dOjQoUOH\/s\/eHZwACANBFEU0LARyWLR+j8GzDXjxkq6swZ2Ain8a+CyvgAUddNBBBx100EHvgj6P4cnP+OKT0eNpE9GFqzuiD6D\/DH1PKVlwrqEni89FdCGdm5SuSroPuraz5Pg2Kd2EtB9SelWuLlJ6KeFurs7T\/Iee5tvnn+aDfht9Ah100EEHHXTQQQcd9BeiX7zYyWsTcRTAcfp9\/0DIrTqGIExNo3Gh0bo0Wpfa1kq0bhiX1opaxVZbXKqiteJeccO1KrgjWiwFFxQXFMGD+4KKHgQFxYMoHsSrycyktLe8X6Fz+b3DDx4zn3m\/92YkdfUAujZ199GNU3cfXZG659FFfDml5eXjfdLj6CL+ZOpgLEt6Gt1LXT4+S3oeXfyTkqljIt1EP1CTWLh4rAm6ZAVP\/9s08tODXTExQr9UnGje2GhW6fa77cnUb5ZViRH662iiuXKYCbpk2X8Pp1LXDRYj9HXR2vCIIiN06f87mbrlRWlIuoM+OhcASkzQy78DgHU3R\/ToebjXEAN0KT3spf6aL3r0pbhXsUmllx4HgMDVfNGjj8O9Nhig++quAEDhtZiYow8Ahsy4AITV6GIfA8rqm8F62lu06C+Bfk7qqBpd7CvAlvUlYJ33q9HzgGjbbqBGjS52C5CdXQvWK79o0dcCNW2VwEY9evkmyM3OjkPgjk+M0WtgVmpNwDQtuv88RJyjEk7OU6OHYXpqjUODEl16v4d4asNE+DFPtOhx2Jpc2iMwTose+uwdi02wLahGHw7nksuSQTBBix666dVmPbQsMEeHXs66EqJKdMl\/CG5D7gd\/\/Vp0GJIuu9ta9PxbkJd+dX6pKz19rjdCpRJdch7BTmdHgsBm7fE+M32zDbBGiS4Fx2G\/9+oEYsbH+6iOu4bhWvSCHTDT2VEGz0JK9FOwu0Nfi77gE7g7KuG6X4meB2VOMBeiWvQ+renUG+GJT4n+EVY4wQQo1qLbtenUR+CPeU8H0s8hrEXP2Q7rnB3N8LS3Er0dhjrBWCjWouc8SrejWnjlU6KfgrgTVMA+LXrBmXQ7imCpB7mpkHCC6VCpRQ+2wFqPzQqZo\/fyGmsY6rXog29CxBtOAqXq6T3Xe3gl0KRFr94DI703JrBa3dPx+tJIGKNFr37huVVA4V51TweWer39gLanVz2AsDdETSk3R58OU5JLEbBfPb2vDsA5l217gWjRJ7r1NgxYpZ7eSwPuDBaBh\/lq9BWwMLmcA9TTu2+XBUUu25vxavRsiLrPHfX07vtiwWi3Xu5ViTF6HtA3+b\/AeQrKSq\/+1gLZ7tt7dZ5PlOiNgDsE99N+sknVt1a3OYL1e75PlOgNbuotBp9sEvu2zTkdV4H1d36WKNG3Au4UdFuLLvk3BkKDMw1af2zjSq8BDqUGujBwWYUu9t0AxFNFuhzYdDYkGvT2qJdxTgnwWoUu9ocAlLS7xwWtm3uLBn1OGLiUmuPiwDQVutj3LBgyyn1bubLMLxr0JQmgIhkMiDiBBl3s55Y3eLYBZ+r8YoQ+CHInuGETcFGBLgWPgUXOBucWCu\/4FeijgOE73bgeKFOgS\/AtHSPIy+FQeNYvmaMvAaaccuMyoF6BLvZ3p0zcATwXCpf5JHP0mcDAvm58FGhSoMv8R8C6jj+KnKzziQH6ZKjtctAvzxzd\/xQY2\/nIOLlXMkcvgXCXn6IVGaPL4IPAsM53MTCoqPSBEO3SYxozRpfqm0BRx56FsC2oqPTczl8Ls4GijNEldg8Y3bFnJLTaBpV+H+jabQZljC79T0Bbp01D4WcoY\/TGrqnHQCRz9OB\/ds4iVoogCMPw9QkIyWYTDrDDQggOi\/vizuLu7u7uFiS4a3B3h+AQJBDcSSBBDpAQCAdCgAsSaHaGaRkInKjbvEy\/em++qa7qv6unLlR1F8SPI9bQe7hdN4E69pFeP+aODOBu2Br6JrcY0gia20d6v+XuyAC2h4NDrwnpPe9hWRvospCMu\/+hh9mELfRp0NSzkJliCz183QHPMmBJZmELfZSneAH62kIPXfK4bgoLEsIWeg5o4ElxLW2hh7I65Eq+aTwcriQCQ+8FE5KvS0IDW+iR\/Q69k2\/KBC9qWEOvDoWTr4\/AWmvocx1qeVzXyWMNPQbXPFsAxWyhR57CCM\/iZ1Jra+hFYYpHJOlmCz3nIalgyuzwME9w6EU8mv8AaGgNfZ5HwSwUCHopT3jVhh4W0KXrzsk39YV8ra2h54dCydedoaI19INQO\/mmKbCslTX0\/JDXA8Ae+j0YkHxTZdjVOjj0kh7IbWGP9fR+3SHmCbdlM62hd4ZmnkmnsnWkr3PcabgjLM2mha570h2gni308D6YnnxTFVhdXwHdPL\/VgWu20MN3PVG2FhYngkPv4WmdALpYF3Izl7sfXh94n90aek+P1A+0sF6y9Yu6OQ2AU5WsoTdxS\/0jAetCLlQmCo2TbloPVwtYF3KNYEbS5Wzp2ianj43CSHeIvor8xpINGO8qMxbaV+\/FTwGPkvtBnKMh6+r9IrDTlVdH2VfvicOupzUBnCch6+p9JK7avzest4YuMi5wFeBzILomZA29C665tS4Mt4Yu2i2GUimkbYHo2NBvQG8IUofMFAMuBhBn+i0HxsicDKcTAdbpVUGWRJWLAkEUuX7lQU4zi4Dz2QOIM02Bkj8UglzStRX0lN2jQGWZH+Fe8QDizHiQr1gFoGgKe+ihqVHItfL7LSOAg5UCijNyTib\/j01Gis4OoshF1iyXck4GcE5nCyTDDufHArmBlKlsFbnI0eU\/5Jx4XXDOZwskw9aULYFbgFIjgyhykev3+b7oeZQfnCvZAsmwi+D7ymO+\/CNsFbkC6+4DxX5MGdFD9cXvae9lgY7fF845gm24iEofVkORH+rim48praBLq\/xjY2+WlKmstffsH7Z+r+ALgfN2kLCCLm3IjxKioIx5a+299IfR3yv4ehBNJ12bocutnizfi7rawTZcRLsPpWD492Ra\/nUr8XvQN8jp5hGQv5k9dJGy9dPlUlzYCSyoUUAEgD4KGP5TC69oAV26bnVwucxFA4DJB3IKe+iPjgDjZCmV74QNdOn6XhSQT8953yoi7KF36SXl875AqbJBpvdBV6IyIcwC57R0HQT6A5K31ooQoJAT4X5LgFojk6qD6L6EdfU+gSSlf3ctYIYZunS9FSgSlxUNlF+X3bp6bwMw8fvFwOkEKOREpPu25L7pJkD568WFLfQ5gGwCnd0cGGALXeQcOwk4kpyYl68qI4JC3wLkW+F+GhnsoItw9xfuIrhFDnDuZRN20PsAGQa6NFyq20EXkanl5QsjwTnHMgs76MOBDkn68TAgtx10kXNNFJiY1HfVHJy57YQd9MHgkhLnA0XsoIsCR6O4tI2+pSC6L7sIBr3Jr7uKtYC4VaR3Lw8lVnhfY85nFDbQdwLjvLoFWEEPfWHurft6AldKCxvo44Gq7k3eUhCzgS7CX5n3Hul9ihxKCBvog\/FuY7aIQSk9dFm6RmH6r6uQx8VFEOiFgSbeH7aFUhbQRatJUNenMnPmFhBm6BX9NnF7QXUL6GJQHajjU5k5l3MKM\/S1wEQfja6gTaQfqAvNfRKVsy4izNAbABN8ev+r2UR6jRJQ0CdROasiIgD0or6dMgthvBG6qHTPt2G6sOyP1EP3b1fJAU2N0EXxq5DPtx4vP9Mi0v037jtAVSN0kf2C71Zoha+uLaBL5t7G1E1a6FKOyu27FIjVCBDpNxTpBGihgy63djP5DJ4PkxPCBH0+dFa4jpugfxNHWvornLcSwgS9EUxTuNZCl65b+C\/7bxYXJuid\/Ku2gYA50qe69rFdM\/OVMsIaen7Yrejbq2mCHjkE5xSdIdGpxkjPr9DAykFTA3TR9bhMSh6DaPeQCTqg0gerGqCLSjdVnUWwvIYx0iGXSo9vaIAusp9R9EvHYfkBa+iVldJALkoYoIvWoyGu2kc5FDFA7wbn\/F1DzAS91TJIoapLH0cM0MdAE5XrOiboeepCChW3uxED9B6qDvs45DZFeo0YKMXFfRFb6H2Ube79YaUh0mc6qsMZLWQPixr6AJ9JUgr4U\/TQQ2MdVQtlFliQXeih11a6bgtZ9NBDex3S+w+eLXtY1NBLyjjxKaPU0GWrUB\/lyd9TZYQl9CKgPnfTUw89vB0mKkYX5H4rA\/SC9Faro0O10EXOeeoTrh2IDTJAr0sHtTpaQQ898hKKKY8JTcpjgK4+NTYHHiihy3RaTzEaHma0hR5Ty90wQAld5tVCisEDcLobpneYoT5N2UgPvf0V9WmYaZQ\/YIAOi1T96NBEC12UOQ9xpaR8v7UR+njF4L7QUwtdlDkMKlqzKJHZFjqcU\/2a5nTWQy\/+DFSDG0DqkAl6E\/XptrZ66MWfq10PgwL6nD4SGqpGw3o99MQniqoG74R++pzeUU6OChY66Jm3qo8fjZdRZoQeh6rqZvgieujZF4DmqNL2iBZ6Fs2T78ARPfTEYnJp9q\/ehrTQp2iefIwZeuilt9Jbc1TpdUgL\/QSsVUNfpIfe+rb6RHE5yo8N2UEfqPn4w0I66KGX1jz5lbBDD70Q7FGNrkYRPfTSq9XvfBV4F9ZCrwzd1J\/FWKiHXn8bRTRbtWn00IdAR\/UxoxkG6JPUZ7knEH1iGeldYEb\/9L7WqDfVjdDzN\/UfPLy2EXpfKKlyXcoEvd1W8u1UuF5khF4YFg33H70zH7300DNvI0Mj\/8H9S8Jb\/fReDGoqXDfNxQgD9FI0V7meYQ+9BToraIB+Fp1d1kPPi856GSNdZ3f003tZdDZCDz3jUnT22hTpOitpjHSlySY9M\/SRaMwU6dkXo7O7euiz0Zgp0hNbUZsxp3dEZ9UMOX30n0AvhsaMkZ4PjZU3QZdWL5PaOvbVQw+nzqqxzQbtPa5zXbaQHnp4o871SYMMuzuQ61SBXIf103sLrevGeuiRtPr\/+l98JlSEwjr7a58JNbv+a58JNbv+a58JNbv+\/xXo\/1+B\/szeeQDFUYVxHP5PxxnLeKKOwh0HRuE44O4IB4EcoQQ4IAihBZIAAiGSKJhEakgCpBnRSJqYZo0FMcZkYktiiS0aHXvsOrax19EZ2+g46r7du+dxu\/t2D+zyn0lmJ4W9vd++733v+977vnHo49DHoY9DH4c+Dn0c+jj0cejj0Meh\/8+gHz+WbrEnjA36sWO49Rh7rY7h1kcfO6Zbf37s0aPWSUcx6Cd+\/vmvp5w4Op3y9aPHj16Pstv+9bf+fCy3\/vZve+rPTztztHpU+MWg33HMUaPW0SeOrZP4UaPXSdeO6da3jOHWx46tf\/oJY7n1mX9Q0\/zTBXM\/3jQ\/kFv\/fU3zj\/7joI9aY4R+FBn9rccMffQaK\/Qx3Hoc+jj0\/xp0cjIh5F8JPS0obRz6aKATQ8qH6+6ujSH\/QujjIz1Q6OyM\/0dZr2XZ90eSvx46IQajMZiMEnp5AYDOZePQA4ZuuC4Log40kNFBX2BbHSB072xCghuu3\/f2Oq+RISQg6Esh6d8FnYQYqcTS+EYjuybSpYH8FdBJVC+QumQpWLulQKFnAJaAoBMyP2WONLzL1gDIuo1SJ8SYkmMg+qGvAjC5LRmoDwQ6IezLDyF\/A3TSsPu9TZs2vfdUoTCtClf0ercw3BreEy9fnk\/0Qz+iH7r8vLdVOs\/5QjoJGPoTV6edCyB+wgbd0EnMhQcPfLZceDoS\/QMwFAvzNLFf7isH3n+5kPChywsn24AAoJM5cxJCKHgS\/dRthSQg6BGLZwmqo5fZN8xi15Po9Q19+qCTuBch6WB6zpXw6PGUOb0QZboxh\/ChV2\/JW3y1t37GooChs4rxQ\/RnAR+lBA79dXiUrBu68fksAGZap2SamZbiTcLB+cL1LtACXZFEL\/QBoFqqC7tMN3SSc\/iFL29clxJMCvfDdDiSBADdCbZfd4\/PjuUqSFqiBzrJ8TJHWMfLJnjk+JBdm+40aIx0CJpdJ1Vxw95AobMuWwukR3p2fuDQu+CRSy90cncWYLEiSxjey00Qj2WviRZbCk500XPeeqEvBNzUo4AjSD\/0hh0Ash5ePuU6CNqfTnRDd8OrmqBkdn1NUBg8auVDZ4c1sKUis+JSXHnXF8BNxZ2dZ1vw5l1fmJCX2V1uB\/YZNaGvBRB2A5AKXDo66IVrgKS+YVbONzDoNd5nXqENnQQbhF\/G3eK5U9p2hMSV0LI3drpJf4oZLfT8+NZoIlpfogn9agAtfflAWwDQU37AWrG450Wg9C\/UP9IrgOnlmZl5wOoHbLCc3dlZvAVomRSGS0WIyNcFfTss3qK8UrlvZiuekM483a8F3YVr2s8GlXCJ0UEP7kiFqBfOGZX3vtEBYHO7tiNH0i+MuTCdxLwjFtmw4N10kv4CqMy1JDhFrEdQh4saiKHhkksaDETTe18BUTau9y4v0n92UEsJBHV3A\/tjCCH6oJcD7Z6ant6KYDUQlScdON2sE\/oFXi\/UW91nMSSEOqFbkDhBhD6VVuPLHg306EsOvAlRu\/Z3hJBReO\/NoBQ1oZO4V1NNtoNRhhs9I\/09Y3DIkwCk3gBldnTTVdjH0SHnbzObt19vJBrQy4s80NuW6YdufJtCt4P6\/M8B23+prY0OCSa6oEvjEmAFJ\/cC8DbLytcNXbIIzo3NzeWeoeIWrodF\/hN0QPeM0QvaxSnHARTNjA8IumHdYROApRWhdgCvPd9AAofeDVg1oLPW\/sDh9HN2AbEA7qNlXKyA2F+KhL8BhFlhus+4PIsdE+JAz7ACaBzcmcSdW45VatFKZauT6rl98pr9ilciY4gu6BPEyO9wc\/NGt+fYcblw7QwKCDr9d6papgM6qB6rZNdU9TzossXTdAALxZfMHUard9eSQKEPQpC9Ugu64UlgdfwWmM8PjusVqV5CR\/9FHoeVFB4CvdydHn0IqXMzXLR0DQf6QgAT54qDYyWA2XqhR+6AoHsmseKRVPY7I3VB58X+LtAJvZfWUuLFHvZrQJ8FFDzAKhzBanUwc6MHOkn5ygzk7\/V5LOxYFyD0xyBpLh86LVlC7ZoVl4cEfyiO5TsMHgam64Srsjcg6IooEn4GuuhRQ3M4B\/p63wqtNRMB5OqD3mH2KQRRCqvVCqqP4gxa0FuAqZzMjx0WPdBDnsxSr1xDXbrtORrBmXsApS4R6OZDZ8zvlL4BpvYwIOxuQyDQswF78yRKXgN6wqtiHQexdV3KIwA9QS+g3gZBBuGWZS7pwCspu5JOmDdgehmDrtg4Ms2vPut5OqAT4255rcrSiQB2TTNordOTgCpOP3ZE6ArOxFxiAzaqxpUPdWiEYdMUe6MWUYOtAzqZ\/5TZ23Ayt6Wb3TZsGtENnRXjywTyeNClINCMB+rF08TG9yDokWhCom6VRrrUEAevdRBSuA2ou8GBNSmq0AtYP9ruFmlGvR1Alw7okVsB5aYm9rs50Fk9sh7VGj+2J3SGYUPW9SqXOa+2A8\/GEQ3oeUCiSsuAFk3oRPyar2FmhTW6wLY4ogk94rzXxbhrpTcm4fElrp5aPqtS2ZGb8hCozML0aXwQKKCtxDxz+o0hwcZNsDbi3jhC6zJKU76qIzcAnOtfLqkUwDxN6PSZW5XtFXqjiDp05r7Yq5W7gxTpT7gEx20FwmL9VcQqp3OhOzAxyJ2UPHGv3OrDqQk9ajuQzeYr+BiKV2IIF3p\/E6hSQ5cFRXiLCofRYlgVs0Flm6m4ZIs8aPLUDQg5y4QWmK43kHVWrLQL0zwpuwIFK7F1CiHh20ARqC\/ZunwSPEAmc4GQrwWdpLxAX41ie3KfQvLmUC3hQGdd14tkuMKAnoBSq7UPQ0lm2iNBA\/pG4LkqCKpUqOQMLeh0idzpqe1f0Qms3ulxL4ArI7kjvRNMVYneUkmxGGi3gcmtFJyJ\/o5S\/2KO4M2YkQEcjKGtj+qS8EwCbfLWvVSM\/ovtp3b8pB6caQQ8o3tnM9BZMcx6s2VoQKex\/slpEDRTqd\/v\/hyilWVzQlEzAsqnE1K7BtbWc33V1gk8JTy9FnQXZrcDDJ0gNqtZgc3q0Fn0dYL3B4k6wkqs3mfgQI8FsHnxotzhRgALvE5JAaZDUPHr\/RkV9Odly6DTdpEQVHIOCbnFBGGGdHWE3AjEr8THUwTrDsGhONQg1jMHPkhRDcPWsO\/4CERNZ0XSzuZDJznPAk\/Mhm+d66k+5aHNlxg40FkBk862EbharSjWn1plpYWTZfVgTDTtoAE9G3igBb4l7wDfrvB1fOjr7KwsmIiLGcp+4LIYdehLwP5fqQssMAKqNp8lxDyFhMv5dBDjYAqd0+l9Tk34QriYheSO8B3IF6bGe6Okjmt07KtBr2ClazMhys4swHQ+dDrQm+gnbXyLuf1gNmk2a9LLg+6WlzxPRusooDtkVeBMt2lDX4uwoLmzOxf5lDLv9I1dOPjmvTCLfdbXu1oB99RE5iq8mEPUoNcAqSMtfYm3VQOcvnPfUjl0EnUlClwwLZ\/\/CkDdgDUda2AJaod52nITnIKN2RVXuwsYAB4MUYW+hz1Z4ionsKTrdRYxsHKhk4R9NJzQdMFi30K+vk8Gmu7lQz9PnsN2YMlfBb3Uv0NB\/Iilqg3I40GnU+c9vr0GfMsKPq4OfSYwya9tyw30DfTLe+QD7XLoU65Acj9gu\/t++sxdMH\/YSz9lCe47QN3fboT98iLQ00Jbh6pCX+jrxACZPjExBx\/6OSXI9x849SNKh9ujgv\/R0Jf6Z5fqYfXLc3PNe9yVcPhGgnwd2aeNqubdghL\/lgAQ16nJ\/rHCXDn0hJ+Bygrgok9RJC4U9pkowFDsT0auGJDZRF+ee2C7UD2fvhHoU6xwa8UCHnRifMXf1XOObCpNh3rIPxn6PFmBVWZR2RQ1S8uR62dmY2OFz6KTJtbVoKciSRYVaKNf1wZ\/b2uxfE43XAe00KFqwoCYXTCL8DNwleiZxMNkomllYFs4UYV+ta\/rWrGx1KeJeBsXetQuFMnW12+NNFu74sg\/GHoxUmU1gFf7jbVYFegMwJByjK03kqhClweTAMgDlGlAnRx6cNRrtCzjEm\/McJXHD2jy0JC2FSwDDs5RhM6WDyoNAip50OkDP8Cv\/g6Y7jD8c6GnAUf8okX+z2wF5nGDMxf57fBhHvnbnOBMAdbKeodQyUvPOuXQSdl2uOic4LVCVZ7y5vCaEdte+rrSQqPq0JsB1zWyPw0FJvKCMyRqm38urgZ+uJYABxPIPxb6CkCeasz1bwhSzoMecp0JQFJoy1Rn7txFEaXOrvKFkyFoVy0nDLtCHvqFQrD\/XPpQcuhzXpA2M5aKk+uG3L7mvD3nhq44MvX2xHaaO+uRjJi5g3CgU68R9i1Vdeflll7Tn5HrnpXXVgBB8TzohvtMfi0h+qYDW\/xnjoui\/rnQgTx\/d8rfS5kL9HATLpEfQUlmOqOrQp8nr5tbL\/++lwGtShsjja94gzl9rQU2jND0zd39nlhR7zlc6JVQVCgv4UJyHoJrxA9ZAMjaJrlgvvAfa94nASP7sQCNXqeEqQTgp1Zre4GZM+stFkts49oiS9E9bRWNwKYcbpatFciVp5jkKRHF3bCGS0x01TR3MpRlzxTXog+lc6HTCaCopTjfYila2zjRYknaMjiDxuO50DuyMMtv68dFwKCsN8Ru498DfZEm9M3YE7G+hr34NMXVKZtXm4AJXOiGdWbs8e\/k8WIU4efTZYidQJJs1q1QhE5q7UBLEqhiQ4fdie3Vy5Ytq54Q0de9ZzNE7bQAr4RobIEOhUPWr5e7iYKIcd6h1T7fTcnul02ok+3ifziFaEBP\/EOgpwZN8FV1hhb0auCJEq\/D3C9Fuu3okXfVq+NApwiy\/PdNA5cZg\/nQM2QG3t+yxrNMowx6ygFIxKcqtffqBsuq8qEPAml+iy8rFzrN3eVVsYV8EkwHOqY8C8i7LrwRqQU9on0ErqDUUUCXpdmkDDMP+izBUfVuGtgL2KUPs1ieEVrBHek00dY9vOSm+vWWxtj8pqHihZOKsJ070qkeG7k4nLQFSK66emT\/2HYF6Cz8ztmiD6pNc4gG9LUoen1h8VBTfmyjZX39TUuGM4ENXPOecxXeOtsbf+uBaVMkqb3K10Kx9UM417w7OUk2\/dA7tkNBP0cSDnSa\/na7vWmGMI9Hq9AhpokLPf1ZyGWaxoHOQrzlw0d2Vs3oHLC44JGtMWly6IyFVTvLe5hxl0MnRnGHTOzgnuLJTUmxjWGpAKyp9oLYpKahtsFWsEbgXOhQUB4PuuF6MzKD6rwpG9NXKST6VWCWfAOaebmBB30nFJQUEHQSXCswb74mY4QqbwJeDefl02fDVS1M5gNOujz1eCCZCl9NARd62S4g7J6VO8tXdZWWTurLbu5eT8eZUQv6IvjJJm9EojbSScKTJnB1iLrufOh9AJK2rGhZnO2c6+7LXlURagOSuOY956CEuKqVfvx9heKK1aXUauvmEA70FqAzcSSt\/mYgKaCR3rFDcUdfJ7AvnKhDrxGfWuBdKv33CMWNiSVwcef09Czky5s4HYjW3CO3Hl4VrB9auKomaO7g2T35LnhVqgSdzWfvQVSqZaCzLfSxmYMrZrSuLB7avACibqVRAg3oK+XdOS0A33uP2w4sKLahWzDhW+PIyR\/agD6lgXwnB3o5UKx4nm+9fujknFtZ5Er2WPsaOHvk4u2gmmqV3DcAbqWmnslpHOiGk4HGXO+3l\/ZWdXz\/7UtY\/0ge9Axg6Dx3jdL5MrcbyOcfYIx6mHYGUlIi7U6s46jyRKCi0vtoe5fVJJZW2IF5\/I2RcR+LJqaVbr03kMg1wGTF5pvvqUMvZy6rbKLP1wud1G4DItS6CVLqnCybu9u9GYKkmQg3KW8On8eBTpt8CbIJSrU6HFbvUVkjHzqV9K7JivykSeAqONCppjmAGpXmxG8nEG3ouRDkKBE+uMPqsFohakBrC3T4Hfv23Q9B96eTmN0AlCMAlxnVoG9U2GbFkj336IJOgs8RmA87Jykqoge4f4rG+fT10gBfrHKYbDJQowideBS36dYzIGp9KqiSSx65fj7xiAO9Xn2b+zDQzodOGg6o7FK\/AKYLDXqKElQvaUwG1YIkiHJtztY87EDL24Q\/c9Vra4T1ybos5Y8wCfgsRgV6HVAfoUzLOQw06YBOCGXO1\/3RhH+sKS2N\/gYVe7EFuFoBOgmeHx0dnZOenlJ4zrR9vZR1hHTE3fTicR1R0Tlz0lOiC1OMRB16JsCpD8E5n8724T4nhWs3JJa6nRGV89K8S6n7+NCZsld6Qv5uKwDLar3HmtKjY1IICT8EFKsY6ndVoDdDQ006oEd\/BE3dZiQ86OxrPlulyzAq5dDJ\/POf\/XjrB98fPvzIjhKffmSlDgjK6r3ioWce+v6KrWs2xQUTNehdLBi57Brnedl9k9y58Wy0FqlDZ6kPhCYtwEjZYgeagBdSOOY9u3PpUPGMqseGiiAq1\/NuU4U1rVyxsO2mgZ48HnR6Rp4IWVaTyls7FXgoQRG6G5oq5kFnTXotQRM4CgLeSdABHWrDzqIEnaQ8ZYavZlMftqqGWuYSMEknfYgK9BoaGuqbsT4ZvgrrzFskeI\/FfOgk+gDUZZ6mPtIt8JU1lDq0FPGiCzBCXWrQmanZATQrH7ZXhb4Y4NOyIF8H9B0CdK6AT3VAzwNCVUp9AfH+0EnMVyaISrYvsCxtW1wpBRdjpczckeKl+QUOSOpdp3rCBVgARdkd2KOj\/AjQFDpYscqdm1sqdMHLzXWvagkdcABs\/4QC9LUe2DbX2s2X5jml9L402ttnPTZ5c5EdHrn50A3LTWolcrpVzfsNAJ9WES7QB31vPEfV+qDHqlabsQIbZCP9wiwAeRv80xWw5Y5wFpxLAXzUQNSgS7KFFV26csaKwYUzQovzw1IhKpMPPeQp5morxTivDFeBfi6Apc6R+REr\/BNlV+dBEBc6SdgP9mbK1+mfqUKv5tF6Qh\/0W6EhXeY9DUDSRCUlwW\/Jxjq0ukd808UArgJgqZNFYJ40qEC3QVCz\/7or\/iYIuoELnSRcBjUnZJ4VKClThj4XfiGQvTsbAVgBx55E\/zenhwt9yjagoGiigizTVZdsddBUkjb0nMehJfOTIZrQ+8GRI8gfuvFG71nyxP7crorO2dL0\/eNtos21NYXWZVQmijCXAvYyNfMeCqAnTfHELmr40NMPQzLvmauccyP6FyUm9l8TUdrVvKKzQPwIaiO9wONxblg094FVrZ5p3BkkXRR1dp+XWFnpWTPjAS70Mhc4UgnOREBTC3Ws06Me+uZiru79is5vGtBnOcJU5YqVhWFJw4uAY+aAywqmEiHllBC9zw4m28TQSwHTyyGK5p1NsCWWzpmDLaubVw93D86cUT\/bCtCdMXzoITeawdHWQhXoGwBcujI2FWBakhY0ckeGw1U\/0wHcxJ\/To11h6vrkNpWI3ANNk7kaWKHrfHpOpIaM5I8vE0ruLgGTyVzyxuGXa410KRNT+\/wXW0tMPkQeDpd770yZysOlJ1GzjlzCJc9sT1YCbzbZPt4UpbpkOwJfxQ6t+j0BExoLX\/G9dxIcFceRkfy5ZUI1FfwnQKdZRpiy7LceeHb30cvLwtND2N8kFDacf99tB98\/9FIWgN7f5smM91CCfntvLX3khntfiJM1MceECiTKJtQvW7vn3OMdhxesurX+1oLDzw4+Pnt6U6asjTSeY0J7wPM0hksamgOKMY\/oSW6e3OiuCy7zCXXZ8IPheAo0c\/pXmef1gVtV1RKFBJBPXoawBYQMzBNiPNfKtYC66YTPnNkQPSc0X6c\/jfA5cij2CAgIaSSamycoAHOdqoKNmrlzOtg1eE+BVmcKIOTNfncmp8F9CjTdIx3aVX+oIYCUprEezJ04X1aAmbTz3q3xRTrhHEfMee9GRLgiepAf\/U3nSEeUr3isQahhHr3ZYeAjnZ\/CK7oosHreaKQPUKT\/p8gFrBREOrvYwEX6F4qsXkZJpB+hUqQLM5MLGNlFKIx0gmAwXsbHfpKynE6+1VTL6bvJj3Rm9tcUuUCQEqspLN6ZKbCag7KcToHVglSK9Hfc5INNlJWxmyixmpOykBelwGrKcrogBb5mp06kj4IRBUYjfQQCYKSz\/GUbBSMK\/GVhEGZnHQUjCrALAwBSJQ8qqBjs3wAAAABJRU5ErkJggg==\" y=\"6.78495\"><\/image> <\/g> <\/svg><\/span><\/p>","options":"","correct":["[\"3\",\"4\"]"],"level":"3","hint":"<p>Con h&atilde;y&nbsp;c\u1ed9ng c&aacute;c ch\u1eef s\u1ed1 \u1edf h&agrave;ng \u0111\u01a1n v\u1ecb c\u1ee7a t\u1eebng ph&eacute;p t&iacute;nh&nbsp;\u0111\u1ec3 t&igrave;m \u0111\u01b0\u1ee3c c&aacute;c s\u1ed1 c\u1ea7n \u0111i\u1ec1n v&agrave;o &ocirc; tr\u1ed1ng nh&eacute;!<\/p>","answer":"<p>- Ph&eacute;p t&iacute;nh th\u1ee9 nh\u1ea5t:&nbsp;<strong>... + 3&nbsp;+ 82 = 88<\/strong> x&eacute;t h&agrave;ng \u0111\u01a1n v\u1ecb c&oacute;&nbsp;3 + 3 + 2 = 8, s\u1ed1 c\u1ea7n \u0111i\u1ec1n v&agrave;o &ocirc; tr\u1ed1ng l&agrave; <strong>3<\/strong>&nbsp;<\/p><p>- Ph&eacute;p t&iacute;nh th\u1ee9 hai:&nbsp;<strong> 94 + ... + 1 = 99<\/strong> x&eacute;t h&agrave;ng \u0111\u01a1n v\u1ecb c&oacute;&nbsp;4 + 4 + 1 = 9, s\u1ed1 c\u1ea7n \u0111i\u1ec1n v&agrave;o &ocirc; tr\u1ed1ng l&agrave; <strong>4<\/strong>&nbsp;<\/p>","type":"blank","extra_type":"","audio":[1,1,1],"time":"0","user_id":"119","test":"0","date":"2021-03-15 06:46:13"}]}
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