{"common":{"save":0,"post_id":"9634","level":2,"total":10,"point":10,"point_extra":0},"segment":[{"id":"8243","post_id":"9634","mon_id":"1159892","chapter_id":"1160152","question":"<p data-pm-slice=\"0 0 []\">\u0110\u1ed1t cháy hoàn toàn h\u1ed7n h\u1ee3p X g\u1ed3m hai hydrocarbon k\u1ebf ti\u1ebfp nhau trong dãy \u0111\u1ed3ng \u0111\u1eb3ng, thu \u0111\u01b0\u1ee3c 2,479 lít khí CO2 (\u0111kc) và 3,24 gam H2O. Hai hydrocarbon trong X là:<\/p>","options":["A. C2H2 và C3H4.","B. C2H4 và C3H6.","C. CH4 và C2H6","D. C2H6 và C3H8"],"correct":"3","level":"2","hint":"","answer":"<p>\u0110áp án: <strong>C. CH4 và C2H6<\/strong><\/p><p><strong><span class=\"svgedit\"><svg height=\"183\" width=\"512\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g><title><\/title><rect fill=\"#fff\" height=\"185\" id=\"canvas_background\" width=\"514\" 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><title><\/title><image height=\"183\" id=\"svg_1\" width=\"512\" x=\"3\" 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wAMMYYY12ImwAYY4yxLsQBAGOMMdaFOABgjDHGuhAHAIwxxlgX4gCAMcYY60IcADDGGGNdiAMAxhhjrAtxAMAYY4x1IQ4AGGOMsS7EAQBjjDHWhTgAYIwxxroQBwCMMcZYF+IAgDHGGOtCHAAwxhhjXYgDAMYYY6wLcQDAGGOMdSEOABhjjLEuxAEAY4wx1oU4AGCMMca6EAcAbNtb+N6NoU9msWDesMmqP01h6H+nkCmbtzDWrcrI\/PUghr7OoGretKmqyHw9hIN\/zYCzZ+d6iIjMKxnbLsp33bCeACJPo3C+b966+QpXhjB4cxz5nB9yr3krY92lcGUIg7fGkX\/ghyyYt26yNwVM2wcRceaR\/0o2b2VNcA3AW1i4fQpjjjEM9fWhf99F5N6Y99CUf5rGuGMMB3f2oe8DN2Z\/M+8B4LcIDvb04cx\/zRsYnkxD+VMGnnuRbfHwBwD5fBLhP05h6ESc3zS2XBmZv45hyOGG296Pnp2nkGxxUTgvrr\/yXTdGvrQgfG8bPPwBoFeG73YYlq+H4L7d4kZg9YitztMgyQNemisRUSlKDoBwNEoV836vEuQaUChUIKLFLPkHQBjwU7ZupxJFj4AAgbwP6jawxTR5RZD4+Vxj2m6152FSALJfU81b2GZ64CUBIMdNlWgxRi6AcDJh3ovz4kbQ84Bybd68Zcup1xUC7BR6bt7CzDgAWKX5qzYCQPZvVSKq6IWGk6Lmp1TSQwBIODtHRETZryQCrOTPLe9SmnWQJIpc6DSR\/cpKgIPCL8xbtoel8yuZt7BN8zREyg6ZnDfmlwIA4WiUGsIyzovrTA+WBnyUNpd720EtyDscJs6e7XETwCpZjwXgP+2DZ58IQIDwHgCUUTHXOB3wInzOA9+hQQCA8D\/9AEqo1nrKlOPw\/lVE5Kqj7mNMq4qd\/FsR1vNTcG+Tqn8z25cBOJDEma9T5k1ss+z2Yu55HrGTVpR\/iGAWVni\/cEIy78d5cX39dwreu4Djr1Owb4eqf7NeGyYvOYB7ZzB137yR1TFHBGwV9CYA6WSifaRZi0j3Bym\/SERUocRJmZyzKtEdF791mOQvWAmQKVAwb9lOKhQ9CgIcFH1l3sY2T55i3\/jJ87FEwmiI8iu9kXJeXKPafe+i2EppvZVeRckJEI40aZ5lSzgAeFuLJYodF8l6LKoXJK1UKP+NTOJ+v9ZvgIgqSQ\/Jh8I0T8SFjtniHHkFEPYGVkjXbeCOiwCQ7er2awftPiqF9oMg+iht3rSE8+KaPQ+RHSAcj237B2tiAgTYKFg0b2E13ATwVspIfipjSooiO+sE7udajlEvXFGgZLxI3w9g8FkKhdcLiP4zAZQicB8YwciXSQBVxD4fwRnuuQr8FEekCsgu59YOs3t8ESM7LbD09aCnpw9nmlUlHh6HC0DuVrLl9Wcbp3x\/EkP7TiH5GwBIsH4AoDyDaIte\/JwX127hXhwZAK5jDmxl7X\/19ilYdlrQ\/4ce9PSMYKbJqA7HUReAHGJ3OXe2ZI4I2EpKlP5KIdvZGOVVldRimByiV3\/rqFDFUB2szjpJPhyi9HOVVHWOfAMKhc09lLbLW8fzGHk+EkgQJZIEgaSjQUq3bddoo6LS3GWFRLgotsq3eK2DlkDelHnLFng1R973tU6ezas7VQqPas0A3Blw86XPCoRemXwPKoYaACfF9DxWebV80d6pvLioUuy0jQRBJEkSSNjhpGDmLW+wFfNiidKXnWSVJJJ2iCQINnJdS7do0qx1et4ePewrz0OkAIQ9LWoLVW2kAncGbI0DgFVSbygEoH7ZHyKViBInsdy7OOMj0byf4KU5w42ave4h136RAJC430WhTNOnzMYrJcglgsSJGJUWiWgxT8Hh1VfDz3\/rIEkSSZS034SWhU4r89pxt8sDtRgkm+H6NqMFLCDXHfMWtuEqeQodtZL1Yxe5PraSNOyikP6grI3Wcc5W3q28SCVKTIgE0UUxfQRM\/rJt1X1iOs2L6bMiYTRE87Wf+zxKThEknW\/WkJIgD0CQfJRu8l2brja643NtdEejLPkl7bc3GRzKOABYX5WncxQ6LpFyvdXjYnta6nT3yLAyrrVvO2bfpiBMaGOyWxQ6remf2yYFTGXWQUCrwlBT20e+lDdvYlvpRZYS5+0knG197balR36yAiR\/Y7ifanMcvFWHtjZ58ZXWidkVr1+dvyQ3f2g+DZKM7fNGXQu+HTdanU2txmJ1wVM34T4A60jYPQSh3Af7voaBSNtYDtF\/FQHIkHcbVsuDkAEkbyc3b47vZwXkAGDACutWtv\/rcpkUAAHjh+3mTUuEnVYIAAqPCuZNbCu9b0M\/ynDYreYt21puNoIiAHmP4bx7ZQzuAXA3huR6ZsYFFUUAs9\/PomyYzbT6qgQI\/RDMM5wWsigAEAasEE2bNt8Csj8tALDDcajV2QiwDggACshz9myq4wCg8PcRrcNF\/0FEnpSRuTKOXRYLLP096LGMIfLE\/InuU\/1xEtNCAGc+Mm\/Zxt4UUVwAAAEwPnR79S4+jwooGlZvKL2AgdXSOJZbV\/3vJHb19aCnpx8H\/1XQpnjd2Y\/+nf3o6enByJUCquUMpp2DS52ELI4ICubCDED5vzNw77PAsm8MY3I\/LMoUki9rW3NI\/FAF4IDS+vkPSFZYASBX0M59BQvfj8PS0wPLZ50GVmUkP7Wg7w896PngDFIvFxD\/bAgWi95BUZ5EivurNfp1Br67Tkwda3UnbU\/FX7UOa0It\/2n\/g9ALAAUUfjWsXqvdDjgHAPzgRv8HbsSfVYEn0\/D8bQG2b7xQTEF48UkOAGDdaanfsKSKzBe7tHvV8Jyw9Pdrz4k\/jGD6cVXLs7IFlp396OmxYOxfzXJOFcUfJnFQtmBQGcPIzn4MnYigUMs0r1OI3wewZwxKm0ss7dQCqdyTZsdgnTUBvIqSU\/RQ4pFeBQSQ9WyC1MpyNdJ2qRZiq1Sr1jNXEbZa35E21Y7t6M0OddWfdfLkHxDIk8xTcK\/elrvbSwlVqxiNHdfX9VrJe0eliqGKvn7a3grlL9kIEMl1S9tvaXy4pE8RW+tA1Kb9n8hQPTsQoFZnbZQ+p7fJ7g\/SfCdp88hP1v1BmtfTBhBJuZalyiIRPfSTBJDYpomCvUvml+7r+mr5Vus7sUJeLATJ3qvnG\/3+ct7Ma\/eXidY0AHLeatEQ8chPVqHFc6KWT+rybItOhYslik2IBNgokNOPVZt2vdYMok8D3br9X6fnG2vLMqW7dVYD8GMCyeMuOMpF7W1wOIjEVQckAYAgaNVBxQWo5s9tkcKVEVh2WlaxDGLqJ\/O3bF+\/199XfKa9YdTVRBg9SyK+4IHrUBnFZwBgQ\/BuCA5Je1vS3pIA26UEQkckaLdnY\/Vg9d4ZjHydg3A6isgxbT\/02jByAMDCDKI\/AdX7caQAyA6lZW0EYKgp+TXftJbBzH5VRUlVUfrR11EzR+FuHJLLjb6X2puhOBFF7KxN+63v9aEfQPm37ZLzGv1e79Wad\/737fYgcFY25Lky4n85g+iz+t0AoFjQ3qLrayeWFe\/FoZ5s8ZxY+owxz9ZmUq1X\/IeC8e\/KsF+Nwf+R\/jnRDmUvgLtRRMtALhlDFYBjdMT88Xr676qdOzMxRwRNvSqRWqosRYB1nS70t5DmNQAVmr\/lI+UjK9lGXeQ5YiP5aIhi1xSyTiQMHVpq+9nIcdxDrlGJxB1OCnPHjY3X6k2\/1fqOrPDW0cL8Ze3+atmhrlIiVS1RpRDQzu2YcTKSPAX2oGEEgdZRSCJfZnk\/\/wBM68jwNqK9ZaXPCh0OR3y739qpSkml0quKXrtRf86tOimqyQB5DlkJeo92z7kopf9jWnc6bPpjOGacJzdfqzf9Vus70eb+XMxTcD9IGA1SvkKkxj0k12oDBBclTDNcahPrtD6HSkmte07U1RTU8mzdc0LvpW\/s9Fubwa9hJFCtR79MgUJt+G0HwxH1ybpwPGbewlY3CmC5R2Xw6fLaWqHd8JfRSmny7weJ+\/1LVbRERKUbDgIEct3R1y3mKXxIJPFQkNKGP\/yi3URNxupuEdSqrzZh2VRLVXMtAoBWY2zbalPotLFiAKDT\/toXSL5smIGv1hRVN3RRLziNQ75qBZFpGBhRWpuBEDIFHtUKm1bj\/43e7reujmE4k+EYWoHcPEjR0kisG9OuBQyGvNfKNs+T5vyykctmqzVjNQ8ATCN1OtL6\/tSGNJv+4FZlnsJHtWYqc+\/6lQIATe3hXP+caDpaRi9j6qrxa01d5qa3WpMcnBR7oef1TsomDgDa6qwJAACQQuouAMmBkYHauiLiNwsA7Bg\/IqFaXkC5CuBNAdOHRnDxpRexe4GlKloAEA8okAUHxvYJWnXTiSGceuhA9JYPdsMffpGPuiEjhenvNq0LWlt6sLQpy6bqtcIqAUAZpdeG9eUSSgBglWDpoKp6M2UzKQASHAcMPaUfpJAEIBywL88g+CyOyGNAmHBgBFWUX1aBp3mts96oDUPG3\/VzArEqgAEnHGIWmQUA+xWMlOM4deCiNjphq\/yaQnIBwGEFI7VzfpNE9DsAghsOO1B9WUbV0ASRvp8CBAUjhpEdqR+TAEag7GtehavZ\/nnSnF82ctls1gGtwalcNvbsLKP0EgCskHYYVq9R9n4K2DOCEeMf3BKs8NwIwgGguPA2TUtZZO6bnxO1e0+Asl9eWle8HUEBAtxHRoDXZZRfLzcDSgeG6preak1yODIO5UkaKQDCqB3y44sYcs2C+8G+nc4DgJ\/TSADA6AhspgIW+8fh3FFAwGZD4Bdg4Z8eTP4swHU5AMXcBPueDPd5j9Zz8\/4U3N9XYftrAA7zfrri89VP4\/jOt8utYH1\/nw3u01YABSwYp9N8XsQCAMfE+KYN+ekTW\/UuNsohfQ8AFIwYRlvkHiQAU5tg4eaMVsAcVbSezieiKFusWsEi9tf9rtSNaSxAhOvaJGy51FL7v3A\/gki\/3tO\/HaH++1p6U0V5QQ+UO1TNpJADIB8YWT7GvShmAQgTTihvZuH+oxvRpQAug9RtAHaHoYe0nm57jeuaWOc8ub736vaz3r\/P5vLACqBg7NdRG6lzxI3xFtfkbVh2SMCTJn1XevsaHtYA0C+2Cxx1zZ4TS3nWOKKmgMi3BUBwwzkKzJ7oh\/uHMiw7tJzW32\/8oQuIXEtq\/Qcuu1DKpJba\/3O3QigPyCvmPUFcaY8uZa4SaKVW7VpX1a\/PxCR\/k6dS3EXicJDyi7Vq18Y2JDOtSqm+qqimdrztOKmOGveQ47CDbIJA4nCAsrVqqFKagscc5BiVSBCs5Jrt4Nyfh0nZ6ulH9ZkAheMxrX2uNhNg3d\/7rlDipPb30h03V\/pdrasd26pV1000TEGyrGnv\/GZtgrVZBZ0Ue5WnwF6RXHdKy+vfX253VGedJAJkv5zX+hQ8r00h6iKnKJI31abKvDZb4J5VjgIYDbcfXWDQrD\/C0kx3t7Q2V3HC8Bcp9WYO6yEPeU7ryzEbCQCJ59qPGHjX8uTvLi\/WZgIUXBTTL6g2E6CVfEuzE65TXixFydkLEo6El2cC1JsAxKPRhlEqS010xqY3k6bPiWZ5tpZvjsW0Pj2iixIlInqVII+o5Q\/t55co\/ZWNAIk8cT1BHnhJBEg+7iJbr0KhNn\/sp5ZPVmpW7FYdBwBz50RCr0JhY2Iv5il4SCSIEsnDPkq8oOUbztyGo1Mzc5R\/RXXts41Fkj6vt+Cg6HOi\/FUnOc\/7yLG7w4y8kZ4GSR7wan9NrDY05WiUKlShxISVlGvajZb9yro8LXBLJb1fxVYXOst\/CwCCRJIokvVoffvvcue51teW\/uMjaYdEkrjchgpBImmHRL7\/mHduotahtK5zn8l\/tOE\/ynVjIZQmnwjCoXBdoVW64yGrIJK0WybnNf3hTkRUmiP\/qEToFUkSRRKHXRRK6cMBa15kKXErRnOFlmeiadq5qTV11kVSb4sCuSmVwodAkLw0ZzyVUoI8uwUSJSvJR+v\/DG5n7f8lSpx1kPeCh2ySQv6MHhx1mCe3hd9rXqz9LYBeQZvOd7eTgg+Md9c65sXncxScsJHYCxJ3iCQIVnJentOG7pnU2vHbDambOys0Pif0qZjr82yJEqetJIgSWfc4KfTIcMBClFzGsmjURzFTPqw8naPYrQRlm52oQdOO62xJxwFA5\/QOS81uzFKUnHt8lH5Fy29tvV4yj+QsxV0kQCTlep6IsuSTtLeO\/CW5ReG0eWoRpf1b1dAx0knRij5PtqD\/Hv1hZr3Quq91adZBkqhF8lte6HTilUrZWQ\/JHb7trlrtTWGjvn8j6LUWK45HNlLDpJg69K2n2HEQBCdFDRlQ+zsVCoVrD+9SlBwQyZfR9x8Nk9pxntweOC9uYF5sRh97\/y51qGvXUZatqhNgp2w4840C\/DSFgPHPcr5M4syRKEb+PQX7ewAgYfy0A3gzg8jd5d3KP01B+SQF24UYYqdlrd1HJcydFpF7WADstpXbYzeQ9VgA\/tM+ePaJhnGsZVTKCrzXffCcd2AQy2O0S69bNPaW4\/D+VUTkqsO8Zft6T4IMFYV9NtS3Dq4TaQh2CcCT\/ObNPrhGxWfa+GJl35B5U2uFHNL7R+o7Ia4bvf3\/I6V5+3+tE5noQoJKCO4vIJsBxL2DkDrOk9sD58UNzIvNfDQCBQAe6eP8t70itOH\/Cmw28zYGoPM+AKtToflbHrJJIokfOchzzEnOz0OmKmVtv\/wNF9kkiWxHPOQ6YiPliJ\/CuSbVNQ+8JEkerZ1ou9CrHaWThvZXXfYrK6HXTsGm46YrlDgpk3NW3T5\/grQTi1pbets28TXShkG9O3+8Y+l8Ox6epVU1O2bNd8zaqXf8S239GFDIcy1N88kAeY7btb+GJ9jI+VWsrmZOva6QsD9oGE61ijy5nXBe3AS1uTY6bb7aYrUhzp0MF+xSGxQArLNSgjwfeShRmqfQYV9D9eSWWCxR7LhI1mPRhpur8ihAsmgnf8pcFGkqSQ\/Jh8I0T9vob5B3QOtspv\/J4A1S60T0brTZ6c1dDXMKtFEIkG04UNdmv2UKQbJ\/HKR8JUHeI513Stx2OC9uGq1DqtZ0tO3pTT+rap7rMu9AAKD32hYlknaIhOGgllm3VIkSExLJ5xJUWqxQ\/j\/Z5cKzECT7DofWqeV5tkknMpXCRySSh+1k\/9hO9j1ar3Bpr528tV6u3azWD+BdaGdsNpHJu0LvbS1IEkmSQDjZZuTFtsZ5cVPp\/QDehV712qgFbv9v5x0IALabEqW\/Ush2NkZ5VSW1GCaHqHdMfB4l514HhTIqqapKc+ety0OmKpWmf2DjXXrr2By1zlzbv5pRK2DMUwqzzcN5cfPptV6b2fnwregjWozTDLMGHACskjZ9pmFozdJQHH0oWt22WvSp90oe0P\/SnC573UOu\/dpbh7jfRaGlcb5dLqW9ZThmt3N66EOxOv2rfmzdcV7cGuo1OwES+R+at2wjj\/xkBch+devri7ezHtqK+S67ThXF+xFMueJQcnPwtJuJjQEoYvrDXZh8E0C+4N+8Xs6rUL3rRv+f4nDGVUSP8ixj7w7Oi2v2Ogn3H8cwezSGyqxT+2ua20oVyRP9GPvBiZgahZOzZ0sbMAyQNRJgtQkoC3YMcYHTASt8\/\/bD+mQKgdsthm5tqSJmvp5F9UgIM0e4dHm3cF5cs\/ccmLnhAL6fwvQT88Zt4NkMJr+rwvHtDD\/8V8A1AJuiitRnQ5gZTSF2nEudTuW+3oWhvzsw9yoEZUPGzL+d4t+HsOsLC8IvEvAY\/5AKewdwXlwfZcz+qR\/uFyGoGW\/dH+7ZWkVM79uFSUsYpbgH4jYqN7YjDgDY9vWmgGn7IKY+iEGdda74Bz82xZNpDMkByPEiV\/2z7lZOwm0dQ+7LPPJfbY+GusKVIQxekhF7GoWTg\/MVcQDAtrdqARcPDCLq3AaFTDkJt9UNXC8gckzahm2fjG2yl3G4P3ADN7a+L0z5rhvWE0CkEIHT8CfoWWscALDt780CMj+qkA\/ZtrZK77cMki9lOD7a2oKOsW2lXEAyJ0AZtW5pULzwUxLqbgds\/ObfMQ4AGGOMsS7EowAYY4yxLsQBAGOMMdaFOABgjDHGuhAHAIwxxlgX4gCAMcYY60IcADDGGGNdiAMAxhhjrAtxAMAYY4x1IQ4AGGOMsS7EAQBjjDHWhTgAYIwxxroQBwCMMcZYF+IAgDHGGOtCHAAwxhhjXYgDAMYYY6wLcQDAGGOMdSEOABhjjLEuxAEAY4wx1oU4AGCMMca6EAcAjDHGWBfiAIAxxhjrQhwAMMYYY12IAwDGGGOsC3EAwBhjjHUhDgAYY4yxLsQBAGOMMdaFOABgjDHGuhAHAIyx7a2cwbRjEknz+vX2MofIFwdhsU+jCABIYtIxjUzZvCNjvw8cALDt7c0C4p8Noa+nBz19Qzh1e8G8R1PVhRziV9wY6h\/B9DPzVgAoI3NlHLv6etDT04OenQcxdW\/jSvryT9MY36kdy+Ls8KHyporC\/RlMKrvQ9+mGP\/6W0sTyhx70\/MGC8SsZdHKa+C2OU7Y+9PT0oM92CvHfzDsAC7dPYahfT+u+Ibj\/XUDVvFMzv81iXPai9PUUHOZt66qK2T8P4dTfU1h4XVvnwOREGk7ZjfjL+r0Z+12gjlRIfRgm\/xEbCcNBmieiUiZIzt0CASDscFK4YP4MY2tVosSESOLRMM1XiOhFjFyiSK47JfOOJgnyiBJJAgiQKfjUvJ1o\/qqNABsFchUiIqrkAmSDlfwPzXuug0KQbL028j8oEVGF8pdshOEg5RfNO9abv2onaYeo5bGJhHnzustfthGG\/ZR+QUSVPAWGQbbLefNu9UoJcokiOW\/MU4WISnEXiaKLEoZLVEl6SIRIrlsqVYioosbIJYIcsytcx8U0eUWZAptYtiQmQNirlXE1pTsuEgf8lF3hejH2rukoAMjeDFLwpFUriPYGKHbdScoRP4VuxShUWz\/gpxWKCsZW55GfrLBT6PnyqsqskyB6Kd1JYXzH1SIAmKfgXvNDtULRIyD5srHoXw8Vih4FCZ\/PGdblyT8AUq6rhnWtNDvXDfAqSk4I5E0Z1j3ykxUKhQ3pb5a\/YCXsD9HyL9F+r3g2vbSm2UM1+5W04m\/KfmU1pdvGa3auRERznwtk\/SprWsvYu62jJgDbhA++S34oAPAkgeyHEczdCcB7zAnvjRj8EoBf40g2rWpl7O1krk+juHccjh3L64RRB5RyBNGfjHuuVh\/EPwJ4kEbuTW2dCrUoQrFb63ddq4UoIrcB52HFsFLG2BEBqe8T6KxBY+MtfB9BHE44Rg0r947BIaQwe6\/VWWYwc6UI2emAtLROgHJYQflfUWT0Nf2iADxO1TV7qL8tQDkwtLzC7PUsAn+rwPepMd22jvKpD5W\/BTC71DzA2LuvowAAACBZtEy+Zxye\/aJhgw0jh7R\/VZcK09VJntDbBtstH9Y65pi8KSDiGILF0oMeeRKpx3FMOoZw8JMxDPb3Y+iz5LYpZNfdkwjGbBZYenow+GUKhduTGNt3EON\/GkR\/\/xBO3d3qX17E9IdNrqV5OdGsfbuIdKYK2GTUPZIlCyRUkco0vRs6JMF93gPx14sYOjCNQrWKwt\/ciJ1II\/ixed81ymWQgowhuX61tNMK3E8hW796DdaS1kA2kwL2DqH+NCVYdwOpBy3O8tc00lXAtqc+aJIkCaimkNZfCOx\/CcCGJNzyKcRfVlG+fQpTvTHETi6HDWbVu1HEMYaR4bq1KN6bhtvWh1N39X4FfT3o6bFg7F+Fhv4ik\/dNPRheZjDt3KVt7+lB\/77m\/RWaGh7BGOKI3u2o5wJj74TOA4AVFZB\/ioaCyH23\/gHvvmv+HOC4SdCbI1ovj3z1DwLdwj89OLMjgOK3LuDJNA4eiGHkRhpztxKIfWlB7l9jCNw3f+r3YAEzJ8\/AcqmImeNA4cpBjNweQeTBHGJ3YpiUcog4A0iZP7aprPA9anItzcvNFt27NrCsFQ6HUZh1QvxpEoP\/Y8HUjjjS52UI5h3X6k3FvGaDrDGt3yZ4f9PhJdrtQyrjh20hgnFLH5SMF+kbToi95h2XpX5MAnvl+oDkv1MYcU5i9pcqsrdnkJVDyL4qIXa8jORnbox\/E4PlUhaVRRWh4RymPw2iUPtsOQn3BwpShxMoLRIq6hy8iGB850FEOgoCZMh7geSPW5ujGFtP6xgA1GgFUWICgP7mI38oA3AhQYToEfP+a1FGKlOG97iC3P04AAGe2QicklaMV1+VAMiwWIyfySHy2bj+5rALY5+dwvR\/M5j9c\/26iy2rPaG9ifwwiYO2IYy5TsGtWNC\/cxyRJ+b9NlA5hXTZC9doDqnbAAQPoted0H56FZUygD0WWJoU7OX\/zsC9bxd2HRjDKddBDO6bRPyHM9i1z1DL8qaMzD\/cGLGOYOyzUxiz9aPfNolUR93C3w2CdQjKMSfsKCN+YgRnzG+MbN2IOwYxdMwJx\/tA7oqivbG3tAD1VzTW\/nwchPooCBmAfNQLxx4B6BXhPO4EUMXICS\/s7wPoleD4kwz8Wly6nwtXz2BW8CFwWobQCwiSgsD3QchI4cylTh7qVlg\/BPCr+vutUWRdZwMCAI3jJiExUcDkBz3Y9SgIomjLYTxv3wQgwjWbR3C0gMQPVQBOOA\/V3uGKSN1dACQHlN3Gz9jguT6JEQAY9SNyPQzfx3a4vp2CQwSw14vQ9TD8h1tUT74pIPK\/Fgz9y4LAj1kkZsOIplSk\/1zAKfkgIh2VDjlctFlg2dnJMoSLP5s\/D0B0IVoIQnmcQKwK4JgTjtpPf5ZCfAGQDiuQjW9ZbxYw+4kF\/SdTUP6Vx\/yDBMKzc8j\/A\/B+MgPhE6dW4JZTOCP3w50bR7SQRuJ6GIlcERF5Bgetk0ttuytbW7V0O0Kbt8dOlO+6YT0tIHgrhvSLNPz7i5hRFEw3DeI6+x2DVxrv0Pb6zCvWoLNzfJu0xlultbD8uSfTGPowAeeNGBLPVUSPCUh9NgL33VYBVwXlF+Z1a1FE8nYReL8fxsZL7HbAvQeoPsg1KVsaCb0AXpSxWXU6jG20DQsAAMBxMwEXAHwXbTuJx1qaAAAAC1lkFgAcVjBSK3SexRF5DEgT47CbC7AnKaSqgPXjoeXOS7+mkFwAxEMjrY+DMuInhnDqoQPRWz7tbUMnH3VDRgrT33VSlNjgz6lQn3eyZOGvawett5DLYAGAY3RkaV3xdgQFSHA77YY9y0h+KsP94yDCd2PwfGSo7N6vQIEVzkNW4E0BFw8cxIwYROK6E9al3UQ4jzmB8jRCTZpxmltLtbQVI6MCUCjUF86\/FlCAgJF9ra\/SygoI\/mUWlhN6wCPaEXiQR3A4h8lLze7Uzn5H\/nyTc9qnQEEBhaf1qwuFAjBqR5tucKvU2Tk2T2tg6IACPC4sV5kDAAooPAYUe4uz3D0CRQAKz+rv+eKzAiCMYGQA2vj6ryeRO+KG4z3t7dx1q4DEBDD7daTFg1fvpPmmowaGzr2pmposBO2hvpp2nz+K6xq2MbaVOg8AVp0Zi5j+cBJDT+cR3DuLsaZv8Oujej+OFAD5wMhShF+4OYMCrPB8YkfhbyMY+9fyq\/nCgxQKEOH4X9vyd2RSyEGAY3R5XYP7U3B\/X4XtrwGttqCJ4vOOqgDWSRWpuykAMkbsS78ckW8LwIAH7uECLtrHtDbO+1MY\/64M+csQPHtMXwMLlNM+jO\/V+lRMPRbh+cZbX3tgsLCwOb\/R\/okH4s8xJA1ttNVMCjnRA\/d+456rVUTxV9M93SvD+YkMlMudtWt3ShqDaxSI3jVWM+eQvgcox8cMvee3lnTYBQVRJI39ZX5OIwEFrla1YbDDfVpE7paxo20Vmfs5iKfd0MJPFepTc\/khwnHMAbwstZhoSIJlAMCj5Sr8tdGDyScRRB8b15dReglYDzvaBP01RRRyAAb0ztCM\/R6YxwW2UrnjIQEgwEEhVZs8RduQJt8ACADJ3+RJ2zJPwb3G8df6WOYm42vXQ\/qsQKgbw6wfT\/JR+kWMXKJCoeLy\/rHjIAg2cp72kEdflAEQoFC4zdDsxETriWXU6woBnY7tXi9p8gogCF6aq42LfxokGSDpfFqblGU0RPOL7c99mZ5ugosSr8zbaukskveBectG0ScCmohRaZGo8jRMTtNEQOlzEgESeZpMDlS55SRAIt8Dw\/2qbaHESbF+IiC100mG3oI+EVDgUYVosUTpr0wTAT0Pk9ILwv4mkwMt5imwB4TDYSqZt60zbSKgAOUrRPQiTX7TREDqDe0et181zPihTwTkimuTHM3fcDZMBKRNurQ8ERC9yq44yVBl1kGAhxpmCsj4SALIcWP5AKUbDu06Z5Z3S5+XCHBQuLZbKUrOXhCG\/TSnVrRzve4goe5cSxQ+rJcb5luGEuQByDHbsIGxd1ZHAYD28DAtEwl9ohXT+r1f09d7a\/\/WHvjzl2XDPq7GTL0m8xTarxeehrw5f8NJkmgleY+NfEljoa4\/NEfDhslLsuSXjAFKiRJnHeS94CGbpJA\/UzI8HL20PMVJjaqdg+CgaJtJU9ZdMUR2gOyXa4EXEdE8hY9KJA7IJA\/7KPFCW1c796VAwaD0KEHZ50RECXLBnDa6xTkt3Qb8lF1slj4bZDFP4aOSdu8INvLEjWemP8h7RRL3G4NL\/fea71ejRZVip20k9urbRfN3r69Sykc2QTuWdDRIaWOSPQ2SDSBBFMhzx7C+IX+tFMCtVYnmztm0QL9XIuflNBlPU3uQCyQKpgdzIUzOHdo5Ch95KNaQB0qUvuwkq\/77IVgbvrvBqyg5IdXPzGhKD\/nyvKlsAbnumMsrQ5o9j5FnWJ9ZEQJZjwa1WQ+JmtwzpnLqoZ8kOCnaJDBm7F3VUQDwu1IIkAyQ9YJhVq+iVgAvzV5WipIDIvkyem3BaJhUUik8CkKvl8xzk5XiLhIgknK99RvN1tJmuWt27rSYJf9+hcJPaTk4qpvZTZO\/JBNgJW+q1CJ9tlbs8sbULm2qQpCCSfPK7Sd\/ObjOQXxzWzETYCs8EyD7Peq6AECrqq+f8lSrbhTIdcdcvadN2VoLDEqzjqW3jJpSxk+2XonsF+bav9FstQdeEs1NFJU8hQ7b6958s19ZG9401Vknib0yuW6aA5z69NkyhRAF4ts69TtQosSl0Pafb76UoMC1TXoQLuYpOCxtTLPMahQCJHc6\/TRj75DuCQAWsxRaausXyHbMR7FilsKnPeTYrVX7WQ95KfRwOQhQrysk1LXLVih\/w0U2SSLbEQ+5jthIOeKncG6LC6gOlR4EyblHJHGHQq4JJzmO+yn21BT0LJYocUEhq2Ql5biHnKM2cpwOUsK8X9P02WwVyl\/3U+DOVtc\/rNHzOQp8FapvFtiG1P8EyH9thar79VZKkEuSyDm7Nde49MBPNknhP3bGfpd6iIjMHQOZNnZ55DQQ+VHGzCcqpu54uPevEacP2yzlDKZdMcjJYMu5RDZGEpOOAsZnfVgaZMPY7wgHAM28TuLUzjFEBQkiylg4HAPd2NyiZ1vj9GGMsXceBwCMMcZYF+p8IiDGGGOM\/W5wAMAYY4x1IQ4AGGOMsS7EAQBjjDHWhTgAYIwxxroQBwCMMcZYF+IAgDHGGOtCHAAwxhhjXYgDAMYYY6wLcQDAGGOMdSEOABhjjLEuxAEAY4wx1oU4AGCMMca6EAcAjDHGWBfiAIAxxhjrQhwAMMYYY12IAwDGGGOsC3EAwBhjjHUhDgAYY4yxLsQBAGOMMdaFOABgjDHGuhAHAIwxxlgX4gCAMcYY60IcADDGGGNdiAMAxhhjrAtxAMAYY4x1IQ4AGGOMsS7EAQBjjDHWhTgAYIwxxroQBwCMMcZYF+IAgDHGVvKmisK9abj39aPnRNK8dRNUUX6cxPSJIfTtm0bRsKV89xQsPT0YvGJc26XeFDBt70FPjxvJN+aNzGx7BQC\/xXHK1oeenh707DyIqXtl8x7NdfC5hdunMNTfo+3T04ddzmlkGnfbZsrIXBmH5Q\/aOQ+diKBQNe\/TwusCklfcGPyDG1tRXG1n1SdJTJ8Y7Lwgf7OA+BcH9evQg57+IZy6vWDeS\/N4Crt6aveZtox\/3+lF2wTVIpJX3Biy6Pmlpwf98kFM\/lBEtTyLqb8XARQx\/WH9b2i1DF75\/1rv22\/B0IkZZF7WDp6E27xPi8V9t\/60l6zmWqynN1X0ywLKP29hofG+BdVcDlXT7SQeCaNwxwX1ZrwuMHhb5V8imFQG0V9L477adawi9\/UUkgCSJxqv2XJ+an6dW17T9dQrw\/cgj+DwLKL3zBtX8DKHyBcHMWh4Tlj2uTHz3zKqP09hqtPzfzaNwYbfP4jpZ9rm4pXBhrTp+bA+qNs0tF08DZININulPFWIqPTATzaI5LpTMu9Zr4PPVZIeEmEjf0qlChHRqzyFj4qE4SDNG7+riblzEkk7mi\/KtZU+vRYVSpwUCaKLYi+IqDK\/dM75RfO+Js\/TFLsVJe9eEOCihHn7W5un0DGFfDeypFbM2zq3dWlKpGZiFLvpJRkgTHSSMhVKnJRIGvVR6FaMopddJPeCAJByXTXtW6LoUZkcpz3kqS3noitfrxWtT7qXMn6y94Kw20PhhypV9POqlPKUuKCQCJB8eZ6I5il4yEnhp8sHm78sEyBT8Km+YrFC+RtOUi7lte944CMJIByLaXlM3y4CBNFFiRIRUYI8w35Kv1j6WkpMmO7RikpzX9nIFV\/eZ9lqrsVGSJCr4\/tmYyQmQNjbvNzKX\/YsX5+3sahS9JhEgEjKhQTlS\/r1X6yQ+jBMnt3116qihskBEOCgsOGa6ltJ\/dZBAAhHwlRacx5YpVKCPOc6v07qrJMkgMRDfko8Kmn3MBFVnmcpfNJKAMh1x\/ShdhYrlD6vfU46l176viWv5sgngQAr+TINWzfNOgcA8xQ6qhVUq7vgJYoeAWHAT1pxopn7XCAIXppr+V2dfS4x0STTFgIkw0bBYv3qbeOhn6wAOWcNN8fzENkBsl\/rrLBrKFzXw2KF8rd8pOyRSTkXpuxankhbZhUFuRqm4A1TEFqKagXfnkDdfUcP\/eTUH4jrbq3prgfK2BtoGZCU7rhInEgQUZ5it+p\/R0MAoK2l4OVaGjZP07nPBQJAwtk00WKMYqYHe9N7dDFBwatNHnGruRYbovlv3EztAoC10V84IJAr3uKlazFPwWGb4R6Yp+DeNudzx0VYCiq3L+0FESQcj1GLX075yzayrfZ36L+\/eeCgp5353t9kHQcA6sMYxW61WB7WHkjzFPpYi8jRK5HzQoLyr0xf1IwaJgUg6ats\/fp4uwTs\/HPpswJB0N+kdZVZ54o1APmrdhJ7QRAVChdKlL7sJKskkSSCIDkoXDB\/Yv2kzwoEOChal355Cuxpk+FMmhau66iUC5NvVCZ51EfhXKusU28r03TZ2gvy2HEQJD8t33kqhUdBgEDSsIuCyfnGqH+drD7dKxQ9qp2bN2XeZqRS6FrzNGkeABi1SFM9Lzas163HPdp4LZp4kSD\/qKSdC0DCbufyvVZRKXvDR8oOrcwoZYLk3KHtJ5+bMzwUzL9R\/39t0ddXHoXJ9ZEW+AAgcdhHc7Uv6fhYzTUEAIslSlxQSNJrQiBYyXndGArVahI9lGhXFj\/SXjiwP0RtXy9SIQqvawCgv8S1uD+Ilr\/HnM516a+fQ9u0bypP\/gEQYKfQc\/M2g8U5Cl1f\/h1qXLuGAAi9ItlOx0g1B9ZrDQAq85S47CKbpP2e9un4djoOALSM2mIxXbxKYY5C52o3pUC2iRDNtXtj0ROqoRrvaZDkZg\/4mk4\/V0qQSwShVyZfskSVR0FSDvkp3e7GeBUlp+ihxCPtuwCQ9WxCq4J9pb91HA63zLBt08uwtL05BC+lTVu07zUHBs11XLiaM1irpVUmfZGl8DmF5D0r1P6sKU1rGWalpd1DqsZckK9e7DhI+HxuecXzGPlPO8i2Q1w+l\/0r3GOble56oAx4Vr4XWnjbACD7lfbQFc6a72RNx\/doGw3XooFWyAvHY1oavUqTbwBLLwCVFyqpcQ8JADlO+shzIUF5dZ7mzsta0PSg9j2Nv1H91kHS4eBy+fYqSk6A5G+0JsmlavKTenDQ8bGaMwcA+QvW5ZebpWpnY81mhWLHQOh1ULTNk1174QDZmtW8tLT2AGD+qr39Pa4rxV1ac1KtiammEiPngI\/SehnSLu2beuAlAcv3QicqSQ9JOxTyfRuj2M0gufbo+XQ0XB88rSEAqDwKkSKChI88FErlqdRBef82Og4A3spihfLJ4FJEJpxtnkm1wqVJQukP8lY3x6o+9yJB3t36hfqodTXokrhLK1QMN8jSZxZjWkGwYdWOekHTJGNpBWa7gnjZehSuq1KZ19oQBQdFm0XTW5qmRo0F+aoszpFXVCjc7DeS1sckprcbNhQKG2GldE96tHNpcj91quMA4FhU71tQIfWOV3urhLHauN6a79GVrgUREaXJJ4Lshv4l2nENAZFeZjiMTQxFvX\/R0kPReN+UKH3JSc5r2sNmiR5sef5TW6EX9MYHTEfHas4cAKTPiYT9oeXv1h86nuTyZ1Y2T8FhrWxsKEvb6iwobxkAFILkOBkk395O8qJei2VqEq7MOpebSTtJe5P5qzbtPFc8fo1K4cvmPg16LQZkChhrMDsK8Bvv\/VLKS1aI5LyxcbWINRs7CuBNGdUFFQsvtW6rotBn3mPTVBeKqB4IIHhaBn6ZwqB8Bql2HXoPzaB4aQSFBylUATj+7IHcq2\/7JYsUAFglWOo\/1Z1qPcttp5A9nIRaSsC1w7zT7ydNC1emoH4bg6fZbwSA92Q4b8wjf9kG3J9C6GfzDuuk03R\/UzGv2Ti3vbD+Ue9B\/acZlIZdCD9Kw7fbvOP6WPFaAADsCJYI6bNWfQTIEMa\/A4DGdBHfF5f\/MyBDBlA1Dyer5jDzv0MI7Y0idlaGYNwmeTBHhPChKhZ+jmBSGcHkYwBNBoJ0dKwV2K+WQBkvrPqon6FPZgEAlVV+T7Pz69jeIOa1l8n65Y7LvOeyNwVc\/EsRU9edHeZ3Aa6zXgjVGcz8UDvZBUS+s8B7TL8Cq0j7JW\/abWxGgue8B2Kt3AIAiHCddAEoofLauF7jutMkbWgewb3mPQGU4\/A6ZiBcSiN20lp\/b22AjgOApsM+aotpOFUtk\/X1WTD06QxKoyHMqRWol+11+9VYd9u0f5hv2nIJJQCybDVt0HT8uSfTGDmmwnvdD9\/1PEoP\/LA9m8FB2xRy5s\/WvCdCEoFcpgBAhnJgObMW78exAMB+eAyGLFynbXoZluZDY6wY3KPdnPW3ZxXlMgDYYB2o27A2d90N59V0MV\/nZ9p1HnTMQB2dRrowh+BJG6RWd+2a0rTToWnLw202QvWnKUz1RhA73vwsjeRzQXiFBRRV8xbdZqX7h0OwAcDLEtrFvOvieBRqabmgKz2MwrO31YmtzWquBV5mMO2woP9oFDgeReS4eYdVeJ1H+mERsyc8SDZJ0OqzOE7J\/bCdK0C+HEWgWUG\/Xt6UkbkyBssfxxGFG9EbbR66LVkh79P+VX692gfi28l8cQa4FoK97kG6glEfAnuB+NcBFADgcQjxYS8Uw3esNu2te0e0f5TLbeOEjgjjUD4yr1ydzF89mK064H5\/ennY+s5xTP\/U5EZbBx0HAEN\/iSF2q8XylyF9ryJmDvSgTx7D5PcqHBcSyL+qIHvTC6Vl6aQVUDKA1MNc3erq0xwWANj2ynXrl3T0uSpmv56EenQcNv1GET8OIFsIQP71ImZ+rPuoSQqpuwAkB0aWHrhFxG8WANgxfkRCtbyAcpM7x3HTHPE1X6JHzJ8EABm2fQCepJGriygLyD8EsHdo6besiyPRhvNqutx0AKiieG8a7n2DGPtWhXI5jXwqCM+w1GG0+rZpaoXvUZNzaljyG\/a2iSfTOPPAjej5FvejWa8V1t0C+vvNG3Sble4DDjgGACzMIvbYvPEdtZpr8TqJUx+MIPB+BGohCt9h2fQGt0rvuxHNBGErz2Ls0DQKxpeIZ9MY+WAc2U+zUB8E4RneyLe4KpKfWTFySUREzSN63gH5PfM+nVEOOQEAyR\/ia38QrqB89xQCO0Pw7zFvWYkV3q+dwK\/TmLlfRvJqAa7PDNf\/bdL+gAInANyNId7k7b1TqR+TUK5N1QUjq5dB9F9lYECAuDuAdIlQURPw9sYxaVc25MWm4wBAGnbCeazFMiwt7\/hHBb4bWZQqKmLfdHhD7nbDNwosfB\/TIjtd+kEKEL04c9iw0qijz6lQnwMLv5lew\/YocLy\/QlXZz2kkAGB0ZPmB+yyOyGMA+8fh3FFAwGZD4Jf6j60Hx2deiEgidteQHX9LI7UAKH9xo3mdyEYrIuIax8yCgukHecxd9cDWLrBrZgvTdE2ezODMPQdC501Vvu2UU0ghAN\/H5g2rtdZ0lzH1rQciirh40vTAMnpTQOSvs00nJCmXSuZV66BWo7VKq70WD+KIlK2Y\/NLRonbJoFXamO3xIVsIwvbzJEY+TS7VrBTvRpGDE1NnOwhMOj1WSynE\/12G9YspOFb8Ye0Jx4MIDmtNOJ67rS9K+f5FTN83hQgNNZVtlOPw\/kNGqJPArQnhmBdeoYqZz4YwJXjrmn5WlfY177kQvGoDEIf3z8vXsUE5hYtXtKbLBk8uYmphBrHThuegUafX+VkaqSqAAx54R7XAXpAcCN3wQkAOU9cy5k+snblTwJYpBMkGgRzX56my1IHIOKHPPIX26z35Hxi6Rqz4OSL1ukKASM4bea2Dkj7ZyEpDY7TPmcbd6x2q5G\/yWs\/UTibmeSslSkyIhL0+beKUV1kKjgp1HecqSQ9JAEmHw42dXBZLFD6MFpN0bJ2tTVPdC7138GFzZx6i+Wtar2T5\/PLkHaWMn5RDfoqahr+GLjjIdW2eiCo0d1ok7PFQrKB9qlKIkedjZ\/NOeVskf12b7AeSg\/zJPNXmeaFKifJJPzlHWwyZWrqXTB3XDJYmApL0HtmdqKRXPRnKyteiCX2Im\/XzOSpRhdRUiJy7tbwRehil2EMtLwkASecNoxUy2m9amsilyX1T60QmndRGGFRmnQSAlG9VrRN03Ec2QUuXRCpKc887PFYzi1ltyJrgoliJloewDXhprkRUUecodEzrfOr4NkvReFbrtHZo5VEARERUmlvqKC2fDlP2+fKZVJ5nKXxaqR9iWEsPOCjUMMqrfiIgbbNK4UNOitbdQnpHvY474dU6pFrJ\/6h+fSdp31yJ5s7qnXb31E+SRa9Uyt7wkHI03LxMqqTJf6xZeWWcCGhu+ftqjBMB1Z5neudQ0XhfEBFRgjxo35nxbW2fAIC0oQ+1MbHY4aTgA+Odoo+BF0XCkWhdJmn\/OY0a95BNrPW8FMh6NFg3I1kzc+dEQq9CYeNkQYt5Ch4SCaJE8rCPEit8x5oslihxzqb1mIdAttMxmjf88ErcSYBAomAl\/0PD52qjIAxLy564m2yr07Q2cmR5qe\/Znr8kE3pFEnu1oZa1GcLqP1NbnEvDMUt3PGQV9PWiTMq5+mu1XVSeJig4YSOpdq4AiXsU8lxLNwRDRK16Mht7LjfvCb7S\/dZ4HVYepdDptWhUorlz+vH08kG9qT2c7BfS9Iv5XPYGKWFe93\/rvcWXFhclzPMAQKbgkzyFD+tDHz\/yUOxphdLnJQIkcs6qjb+72bGapkOTYz0lKqV82myIvRI5L6ep9DxKjl7jENQO5wGoWSxp8xTsMQxnFSSyHfFTzDAzZNNhzs3G5xsW1\/\/bWC6Zl45GIbyKknO0yXwFi+3TfiW1+TXE2pwKEEgadpD\/Vove+It5Cp4OUt68sUn5ayxnGu4B6Ne8NhTa9Hx7myCpUz1EROZagW3tTRxuZxWRO67Oqv+6QOFvY4geSiAwbN7C3lbcNYbq9QRcnTRhMcZW9rqA1L2CqZpdRewvZzC724fYX0ZgtTthazuiY5t4U8DMF0kol32Q1+1BVMWssw\/u2w5ESwm4as06r2cx9j9uCLMVxI6v28EAAO9cAFC4MoaIPYHgmttVfyfKSZz6TEXglgctWqDYaj2Zxtj1ESSuNh+1whhbL0VMf7gLk7aE3tn1HVDOYMo5BZz0Ysj4PH6ZRSRjQeim9+37aD2bxtAHkygeDSM764EVRURcQzj1fArzD31v\/70tvEMBwAJSfwuhMDoJ7\/419nj5nag+jiBw24IzXzkgran3KatZ+PEiQk8UTJ61r9xhjDG2Ru9YAPDbLMb3uRFv8Qconevxlv5bHKeOuBH5pQr0irCdjCD5rXNDyvh3KABgjDHG2HrpeBggY4wxxn4\/OABgjDHGuhAHAIwxxlgX4gCAMcYY60IcADDGGGNdiAMAxhhjrAtxAMAYY4x1IQ4AGGOMsS70\/wM7IeAme0TrmwAAAABJRU5ErkJggg==\" y=\"2.5\"><\/image> <\/g> <\/svg><\/span><\/strong><\/p>","type":"choose","extra_type":"classic","user_id":"139","test":"0","date":"2025-07-08 20:18:59","option_type":"txt","len":2},{"id":"8244","post_id":"9634","mon_id":"1159892","chapter_id":"1160152","question":"<p data-pm-slice=\"0 0 []\">S\u1ed1 \u0111\u1ed3ng phân c\u1ea5u t\u1ea1o \u1ee9ng v\u1edbi công th\u1ee9c phân t\u1eed C6H14 là<\/p>","options":["A. 3","B. 4","C. 5","D. 6"],"correct":"4","level":"2","hint":"","answer":"<p>\u0110áp án: <strong>D. 6<\/strong><\/p><ul> <li data-end=\"262\" data-start=\"220\"><p data-end=\"262\" data-start=\"223\"><strong data-end=\"234\" data-start=\"223\">n-hexan<\/strong> (CH\u2083–CH\u2082–CH\u2082–CH\u2082–CH\u2082–CH\u2083)<\/p><\/li> <li data-end=\"286\" data-start=\"263\"><p data-end=\"286\" data-start=\"266\"><strong data-end=\"284\" data-start=\"266\">2-methylpentan<\/strong><\/p><\/li> <li data-end=\"310\" data-start=\"287\"><p data-end=\"310\" data-start=\"290\"><strong data-end=\"308\" data-start=\"290\">3-methylpentan<\/strong><\/p><\/li> <li data-end=\"332\" data-start=\"311\"><p data-end=\"332\" data-start=\"314\"><strong data-end=\"330\" data-start=\"314\">3-ethylbutan<\/strong><\/p><\/li> <li data-end=\"359\" data-start=\"333\"><p data-end=\"359\" data-start=\"336\"><strong data-end=\"357\" data-start=\"336\">2,3-dimethylbutan<\/strong><\/p><\/li> <li data-end=\"384\" data-start=\"360\"><p data-end=\"384\" data-start=\"363\"><strong data-end=\"384\" data-start=\"363\">2,2-dimethylbutan<\/strong><\/p><\/li><\/ul>\\n","type":"choose","extra_type":"classic","user_id":"139","test":"0","date":"2025-07-08 20:23:50","option_type":"txt","len":0},{"id":"8245","post_id":"9634","mon_id":"1159892","chapter_id":"1160152","question":"<p data-pm-slice=\"0 0 []\">Alkane X có công th\u1ee9c phân t\u1eed C5H12. Clo hóa X, thu \u0111\u01b0\u1ee3c 4 s\u1ea3n ph\u1ea9m d\u1eabn xu\u1ea5t monochlorine. Tên g\u1ecdi c\u1ee7a X là<\/p>","options":["A. 2,2-Dimethylpropane","B. 2-methylbutane","C. pentane","D. 2-dimethylpropane"],"correct":"2","level":"2","hint":"","answer":"<p>\u0110áp án: <strong>B. 2-methylbutane<\/strong><\/p><ul> <li data-end=\"61\" data-start=\"23\"><p data-end=\"61\" data-start=\"25\"><strong data-end=\"37\" data-start=\"25\">n-pentan<\/strong> → 3 d\u1eabn xu\u1ea5t mono-clo<\/p><\/li> <li data-end=\"112\" data-start=\"62\"><p data-end=\"112\" data-start=\"64\"><strong data-end=\"82\" data-start=\"64\">2-methylbutane<\/strong> → <strong data-end=\"108\" data-start=\"85\">4 d\u1eabn xu\u1ea5t mono-clo<\/strong><\/p><\/li> <li data-end=\"162\" data-start=\"113\"><p data-end=\"162\" data-start=\"115\"><strong data-end=\"138\" data-start=\"115\">2,2-dimethylpropane<\/strong> → 1 d\u1eabn xu\u1ea5t mono-clo<\/p><\/li><\/ul>","type":"choose","extra_type":"classic","user_id":"139","test":"0","date":"2025-07-08 20:24:37","option_type":"txt","len":2}]}