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HomeLớp 8Toán lớp 8 - Sách Kết nối tri thứcBài 27. Khái niệm hàm số và đồ thị của hàm sốBài tập trung bình
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V\u1edbi gi&aacute; tr\u1ecb n&agrave;o c\u1ee7a x th&igrave;&nbsp;<span class=\"math-tex\">$g(x)=3$<\/span><\/p>","options":["<strong>A.<\/strong> <span class=\"math-tex\">$x=4$<\/span>","<strong>B.<\/strong> <span class=\"math-tex\">$x=-4$<\/span>","<strong>C.<\/strong> <span class=\"math-tex\">$x=0$<\/span>","<strong>D.<\/strong> <span class=\"math-tex\">$x=-2$<\/span>"],"correct":"1","level":"2","hint":"","answer":"<p>Ta c&oacute;:&nbsp;<span class=\"math-tex\">$g(x)=3$<\/span><\/p><p>&nbsp; &nbsp;<span class=\"math-tex\">$-\\dfrac{1}{2}x+5=3$<\/span><\/p><p>&nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<span class=\"math-tex\">$-\\dfrac{1}{2}x=-2$<\/span><\/p><p>&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<span class=\"math-tex\">$x=4$<\/span><\/p><p>V\u1eady v\u1edbi <span class=\"math-tex\">$x=4$<\/span> th&igrave;&nbsp;<span class=\"math-tex\">$g(x)=3$<\/span>.<\/p><p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>A.<\/strong>&nbsp;<span class=\"math-tex\">$x=4$<\/span><\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"0","date":"2023-08-30 22:05:23","option_type":"math","len":0},{"id":"6650","post_id":"6641","mon_id":"1158921","chapter_id":"1158933","question":"<p>Quan s&aacute;t h&igrave;nh v\u1ebd v&agrave; cho bi\u1ebft tung \u0111\u1ed9 c\u1ee7a \u0111i\u1ec3m Q l&agrave;:<\/p><p><span class=\"svgedit\"><svg height=\"260\" width=\"330\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"262\" id=\"canvas_background\" width=\"332\" 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><g id=\"svg_7\"> <image height=\"254.00001\" id=\"svg_1\" stroke=\"null\" width=\"324.00002\" x=\"1.5\" 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x=\"314.95453\" xml:space=\"preserve\" y=\"151.5\">x<\/text> <text fill=\"#ff0000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_6\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"138.95453\" xml:space=\"preserve\" y=\"132.49999\">O<\/text> <\/g> <\/g> <\/svg><\/span><\/p>","options":["<strong>A.<\/strong> &ndash;1","<strong>B.<\/strong> 3","<strong>C.<\/strong> &ndash;2","<strong>D.<\/strong> 2"],"correct":"3","level":"2","hint":"","answer":"<p>Ta th\u1ea5y \u0111i\u1ec3m Q c&oacute; t\u1ecda \u0111\u1ed9 l&agrave; (3;&nbsp;&ndash;2).<\/p><p>Suy ra tung \u0111\u1ed9 c\u1ee7a \u0111i\u1ec3m Q l&agrave;&nbsp;&ndash;2.<\/p><p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>C.<\/strong>&nbsp;&ndash;2<\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"0","date":"2023-08-30 22:09:10","option_type":"txt","len":1},{"id":"6655","post_id":"6641","mon_id":"1158921","chapter_id":"1158933","question":"<p>Quan s&aacute;t h&igrave;nh v\u1ebd v&agrave; cho bi\u1ebft t\u1ecda \u0111\u1ed9 c\u1ee7a \u0111i\u1ec3m N l&agrave;:<\/p><p><span class=\"svgedit\"><svg height=\"260\" width=\"330\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"262\" id=\"canvas_background\" width=\"332\" 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><g id=\"svg_7\"> <image height=\"254.00001\" id=\"svg_1\" stroke=\"null\" width=\"324.00002\" x=\"1.5\" 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TIRfGAmEdEYPJYEIueKAVYa3PAWHNORFyYSxkAtb4RTaFWwjiNoOmNtvC7QnxzVGmNptqaGjw7ltsarMtnAPOxdRWqVzwILgFpKnNthBMhMPUVqlc98BWwflD0WPYFGBt2m5bLuSgpmOhY7f0PPhj6XjoJ+Z2i8q8B4XS5oBzYv3MiePwjMCm8GBaW1uNbbbV0dHh3bfT1GZTmzZtkh07dhjbbAvngHMxtVUqFzxAXxzD1GZbuHdrtcfIiweaHKAmT55s3G5bWfdAm4Oepi3Se8sp0nXbGcZ2m8q6ByhtDjgn1s+cyGXwBHLBg3pZ8imnNDzQ5ADiMrgyB\/wGM0\/aHHBOrKNlcP9nRTGYDCaUFw80OYAIa2UOCGtP2hxwTiSsY2IwGUwoLx5ocgAR1socENaetDngnEhYx8RgMphQXjzQ5AAirJU5IKw9aXPAOZGwjonBZDChvHigyQFEWCtzQFh70uaAcyJhHRODyWBCefFAkwOIsFbmgLD2pM0B50TCOiYGk8GE8uKBJgcQYa3Mwd5d0nfX96X7nin+huTKvAcFaXPAOZGwjonBZDChvHigyQFEWOtzgLGMMV2t8uCBNgecEwnrmBhMBhPKiweaHECEtT4HhDXnRMiFsUBYR8RgMpiQCx5ocgAR1vocENacEyEXxgJhHRGDyWBCLnigyQFEWOtzQFhzToRcGAuEdUQMJoMJueCBJgcQYa3PAWHNORFyYSwQ1hExmAwm5IIHmhxAhLU+B4Q150TIhbFAWEfEYDKYkAseaHIAEdbKHOzvkb3zn5Ndc5\/1NyRX5j0oSJsDzon1MyeOGxgYEJvCiXR2dhrbbAv36+zp6TG22dS2bdukpaXF2GZbOAeci6mtUrngAfriGKY221qxYoUXDFNbpcqLB5ocoABr03bbyroH6hy0Ncr+W0+VfbefaW63qMx7UChtDjgn1s+cOK63t1dsCgdqa2szttkWTgj37TS12dTmzZulsbHR2GZbOAeci6mtUrngAfriGKY221q+fLl0dXUZ2ypVXjzQ5ACF+1mbtttW1j3Q5qCveZv03TJRum87w9huU1n3AKXNAefE+pkTuQyeQFzyyY8HmhxAXAZX5oBfN+pJmwPOiXW0DO7\/rCgGk8GE8uKBJgcQYa3MAWHtSZsDzomEdUwMJoMJ5cUDTQ4gwlqZA8LakzYHnBMJ65gYTAYTyosHmhxAhLUyB4S1J20OOCcS1jExmAwmlBcPNDmACGtlDghrT9occE4krGNiMBlMKC8eaHIAEdbKHBDWnrQ54JxIWMfEYDKYUF480OQAIqyVOejvlfaPXpGW+S\/6G5Ir8x4UpM0B50TCOiYGk8GE8uKBJgcQYa3PAcYyxnS1yoMH2hxwTiSsY2IwGUwoLx5ocgAR1vocENacEyEXxgJhHRGDyWBCLnigyQFEWOtzQFhzToRcGAuEdUQMJoMJueCBJgcQYa3PAWHNORFyYSwQ1hGNZjC3bRM5\/3yRs84aqosvFmlq8htDsglm9FivvTa0ncHMjwc2OSgnwlqfA8J6dOdEW2XdgzRyQFhHNJrBjAIWdffdIv39\/g6+bIJJWJdWXjywyUE5Edb6HBDWozsn2irrHqSRA8I6otEMpgnWZ58tMm+ev4Mvm2AS1qWVFw9sclBOhLUyB3ubZf9t35F9dxQGaZXKvAcFaXNAWNcRrLGTTfUXXqLiFl6mNtvCrcS6u7uNbTa1detWaW5uLtoGg2GWCdaoSy7BM3iRwcFBb3+cA84lfIygSh0LsMZ27FNrD9AXxzC12Rbu3YpbrpnaKpULOUjDg3I5sKkpU6YYt9tW1j1Q52D3dum7daJ0336mud2iMu9BobQ5MM2JSSvrHqSRgyzMieNAc5vCzbHb29uNbbaFB4N7hprabGrLli3S1NRUtA1GAcSlYI369a+lAOJDHoxxDjiX8DEqHSuANdpr7QH64himNtvCvVvxTNDUVqlcyEEaHpTLgU0B1qbttpV1D7Q56N\/16fD9rE3tNpV1D1DaHJjmxKSVdQ\/SyEEW5sRcL4MHheXwBQuG9sOzJ5xLOZlgDbngAfriGBpxGZzL4JDGA3UO+HWjnrQ54DJ4HS2D+z8ryvVgRgF7zTUi55wz8v9gOTxY6i4nwrq08uIBzqFSDsqJsFbmgLD2pM0BYU1Yx+R6MKOAffllkccfH\/k\/KlgOrxRMwrq08uIBzqFSDsqJsFbmgLD2pM0BYU1Yx+R6ME2AbW8XufrqkW3h5fByIqxLKy8e4BxwLtWKsFbmgLD2pM0BYU1Yx+R6MEsBdvny4uXwyy8XaW0daislwrq08uIBzgHnUq0Ia2UOCGtP2hwQ1oR1TK4HsxRgBwZEHn10ZDtqxoyh7aVEWJdWXjzAOeBcqhVhrcxBV5v0PHq5dDx6lb8huTLvQUHaHBDWhHVMrgezFGAhvJK+qjAnBG2TJoksWuQ3GkRYl1ZePMA54FyqFWGtzwHGMsZ0tcqDB9ocENaEdUyuB7McrKElS+yXwwnr0sqLBzgHnEu1Iqz1OSCsR3dOtFXWPUgjB4R1RKMZzEqwTrIcTliXVl48wDngXKoVYa3PAWE9unOirbLuQRo5IKwjGs1gVoI1hFfSeEUd7INX2njFHRVhXVp58QDngHOpVoS1PgeE9ejOibbKugdp5ICwjmg0g2kDawjvVeM962A\/vJcdXQ4nrEsrLx7gHHAu1Yqw1ueAsB7dOdFWWfcgjRwQ1hGNZjBtYY1lbyx\/B\/uhsDweXg4nrEsrLx7gHHAu1Yqw1ueAsB7dOdFWWfcgjRwQ1hGNZjBtYY3zqLQcTliXVl48wDngXKoVYa3MQW+ndL30S2mbda+\/Ibky70FB2hwQ1oR1TK4H0xbWwUWNLofjm87wjWcQYV1aefEA54BzqVaEtTIH\/FIUT9ocENaEdUyuB9MW1rjrFoRlb3xXeLA\/Ct8lju2EdWnlxQOcA86lWhHWyhwQ1p60OSCs6wjWgJdN4ebYbW1txjbb6uzs9G7SbWqzqc2bN0tjY2PRNtxLtNw9qGFAeH+cA7ahDRnH3biCPlgOx9eTmo6F34HfVWsP0BfHMLXZFu7dinunmtoqlQs5SMMDnAPOxdRmU5MnTzZut62se6DNQV\/ztuH7WZvabSrrHqC0OTDNiUkr6x6kkYMszInjBgovJW0KzzpwQFObbQF2ODFTm01tK1C0paUlth3gLfVqGJAN74tzwLmgD4Qbe+AGH0E\/LIcvW2YGf9A\/fLykpfUAfXEMU5ttrVixwnvCYmqrVC7kIA0PghyY2mwKr6xN220r6x6oc9DWKPtvLbyyvv1Mc7tFZd6DQmlzUGpOTFJZ9yCNHGRhTqy7ZfDokk\/Bg9hy+L\/9mxReOcWP5YIH6FsPSz7llIYH0RwkFZfBlTngMrgnbQ64DF5Hy+D+z4pyPZjVwhqKLodHi7AeUV48MOUgiQhrZQ4Ia0\/aHBDWhHVMrgdTA2to3rzi5fBwEdYjyosHpXJgK8JamQPC2pM2B4Q1YR2T68HUwrq\/X+Tuu4shHT0Wg5kfD0rlwFaEtTIHhLUnbQ4Ia8I6JteDqYU11NQkcvHFxaAOH4vBzI8H5XJgI8JamYOBA9K2bqk0ffKRvyG5Mu9BQdocENaEdUyuBzMNWEOm5XDCekR58QCfriyXg0oirPU5wFjGmK5WefBAmwPCmrCOyfVgpgVr03I4YT2irHqwZs0aGT9+vBx22GFeLV682G+pToS1PgeE9ejOibbKugdp5ICwjojBZDChsfYAf784bdq0YVAT1kOq9VggrDknQi6MBcI6IgaTwYTG0oPu7m659dZbi0BNWA+p1mOBsOacCLkwFgjriBhMBhMaKw82bdok5557bgzUhPWQaj0WCGvOiZALY4GwjkhzUV577TW55JKfyT\/908Vy5513yurVq\/2WZGIw8w1rPL4dO3bILbfcIkcccYQR1CjCusZjYeCgtG5cKY2rQvemTajMe1CQNgeENWEdU60uCr4z9Z\/\/+afyta\/9WL761Zfk+OPny1FH\/Zd84Qvj5bHHHvP3sheDmW9Yb9myRSZMmFAE5sMPP7yQmaOKthHWNR4L\/DtrT9ocENaEdUy1uijXXHO9HHPMHUWfzkZNnNgsX\/rSt2Xu3Ln+nnZiMOsL1vj3+++\/L1OnTiWsI6rpWCCsPWlzQFgT1jHV4qI0NDTIF794YgzUQf3jP74l5065oHC1OotLSgRv8KD0tLfIob6OeJ+gBko\/vkP7u7z+xn6o\/m5\/T4MG+r19DnS3FX7sjvdFFR5fSfn7oC+OMdwnqAM9\/o4GHewr2nfV0gVycN+eom1yaNDfOaJDA0X7wbuYBzh+KR0oZCa8b6FiHpTSQGEAhvoFVeQB9gkpDOtpV\/1Udjdukd6Oz2T6NZfLV774d8O17KN3C9erTJ4jnkXrwvPO8XesTi5MUDWdpAlrT9ocENbp5CATsMaDtCncQmzZsmXGNtvCMXDfUFObqR588EE56qjLjaBGnX56j\/z9X\/61dM44saj+vOxj4\/E2zJ8pHQ+fIB0zToj1Caph9t3GvqjWJyd5\/U39UHse\/66xH2rbnPu8ffC7S\/3+je8+bey7csXS4X1K9W+Z+a\/GvqjGF68v2nfPg+Njx1jz8dvGvmsXvF60n\/f7Ix7seOU\/jH1Rnz1zYdG+qPA5dDzyLWM\/1Oa5v4319fqE+m9562FvX\/wdNe4Hu3XrVrn++utl1apVcuiPU0T+cJYM\/P50WXPT\/5R3fvwXw7X3oW\/Kgdd+Jhs2bIj9XtSOV26O\/d5wPf+Tw4z9bCvpWIgW+uIYpjbbwniu9hja+WDNh3Nl7w3flLZ\/P8XYblNZ9wCFY2hy8PHHH8uSJUuMbbaVdQ\/SyMGHH37ovAfj8GzCpkB+TIamNtvCDbTxDMTUZqo33nhDjjnmSiOoUd\/5Trd84a8+J4eeObOoDvYO3Z81WgONS+XAU9+WwWfOiPUJamDVc8a+qMFXfuz1N\/VDDb50obEfamDtS94+AMfA06fH+nptn35k7Huwv29kn0JfHCPcDzU479\/NfQs1uPDXRfsCdIO\/L\/bg4N4dxr4DuzcW7Qfvoh4MLn3E2Bc1+KdrivZFFXkw83vGfqiBLfNifVFhDwY2zhneH\/cuL9ILBVg\/WxrWMucq75vMwr9z+FhLH4393nC9dPkXjf1sK+lYiBb64himNtvCeMa4NrVVKvV80LpD+m6d6N3P2thuUZn3oFDaHOB+1s3NzcY228q6B2nkALDE56NMbZVqrDxwehm8qalJvvCFr8sZZxwwwvprX3tNLrzwXwt7HopUae3b1104F0zq0T5BlRb6oX+8T7jK6VDBg\/6CB1g2Tt4Xhb44RnG\/oMppZL9PPllRuPhYNkre1+xBOYX3G6q4B+VU3BdV7EE5De3f29vjvWf9+cMOG67Fixf57eU08jujxfesuQxeizkxKi6D19EyuP+zomp1UW6++ZbCq+t\/j4H6W9\/aVAD5Cd7yRRIxmPn+gJlJeNbKD5jFVdOxQFh70uaAsCasY6rlRbn88msLwJ4sRx\/9hHz1q6\/IkUfeKX\/7t0fKzJkz\/T3sxWAS1oT1kGo6FghrT9ocENaEdUy1vijz58+Xm\/\/5eLnitC\/JjF9Mle3bt\/stycRgEtaE9ZBqOhZ6OqTrhTul7fk7\/Q3JlXkPCtLmgLAmrGNy4aJ0vHyl7H\/y1EJC5\/tbkovBJKwJ6yHVeiwAMoBNtcqDB9ocENaEdUwuXBTCmrCGknpAWJtV67FAWOtzQFgT1jG5cFEIa8IaSuoBYW1WrccCYa3PAWFNWMfkwkVpfedXsm\/2tMIoX+VvSS4Gk7AmrIdU67FAWOtzQFgT1jExmAwmlEUPCGuzaj0WCGvOiZALY4GwjojBZDChsfaAsDar1mOBsOacCLkwFgjriBhMBhMaaw8Ia7NqOha698i+x6fK3sev9TckV+Y9KEibA86JhHVMDCaDCWXRA8LarJqOBX4piidtDjgnEtYxMZgMJpQXD6rNQCDCWpkDwtqTNgecEwnrmBhMBhPKiwc4RrU5gAhrZQ4Ia0\/aHHBOrJ85cRxuEWhTOJHOzk5jm23hFmQ9PT3GNpvaNf+\/pPPt22Tgs3XGdpvCOeBcTG2VygUP0BfHMLXZFm4Hh2CY2ipVXjzQ5AAFWJu221bWPVDnoK1R9t9agPXtZ5rbLSrzHhRKmwPcIrOlpcXYZltZ9yCNHGRhThyH9\/NsCgdqa2szttkWTgj3\/TS12dSeWZdJ3+MTZf\/Gt43tNoVzwLmY2iqVCx6gL45harMt3OS8q6vL2Fap8uKBJgeoyZMnG7fbVtY90Oagr3mb9N0yUbpvO8PYblNZ9wClzcHmzZulsbHR2GZbWfcgjRxkYU7M1DI4v8GsfpZ8yikNDzQ5gLgMrswBl8E9aXPAZfA6Wgb3f1aUCxeFsCasoTQ80OQAIqyVOSCsPWlzQFgT1jG5cFEIa8IaSsMDTQ4gwlqZA8LakzYHhDVhHZMLF4WwJqyhNDzQ5AAirPU5+KylWT5t2Ob\/L7ny4IE2B4Q1YR2TCxeFsCasoTQ80OQAIqz1OQBkAJtqlQcPtDkgrAnrmFy4KIQ1YQ2l4YEmBxBhrc8BYa3PAWFNWMfkwkUhrAlrKA0PNDmACGt9DghrfQ4Ia8I6Jhcuyo5Nf5bWhjUiB\/v8LcnFYBLWkCYHEGGtzwFhrc8BYU1Yx8RgMphQXjzQ5AAirPU5IKw5J0IujAXCOiIGk8GEXPBAkwOIsFbm4ECftC96Q5o\/fNXfkFyZ96AgbQ44JxLWMTGYDCaUFw80OYAIa2UO+HfWnrQ54JxIWMfEYDKYUF480OQAIqyVOSCsPWlzwDmRsI6JwWQwobx4oMkBRFgrc0BYe9LmgHMiYR2TCxelcd1iadu0SKS\/y9+SXAwmYQ1pcgAR1socENaetDkgrOsI1tjJpvr7+71beJnabAu3Euvu7ja22VT7i5dL3xMT5eCWd4ztNoVzwLmY2iqVCx6gL45harMt3LsVt1wztVWqvHigyQFqypQpxu22lXUP1DnYvV36bp0o3befaW63qMx7UChtDrZu3SrNzc3GNtvKugdp5CALc+I40NymcHPs9vZ2Y5tt4cHgnqGmNpvyYP34RDmwaa6x3aZwDjgXU1ulcsED9MUxTG22hXu34pmgqa1S5cUDTQ5QgLVpu21l3QNtDvp3fTp8P2tTu01l3QOUNgdbtmyRpqYmY5ttZd2DNHKQhTkxU8vg\/AYzLoNDaXigyQHEZXBlDrgM7kmbAy6D19EyuP+zoly4KIQ1YQ2l4YEmBxBhrcwBYe1JmwPCmrCOyYWLQlgT1lAaHmhyABHWyhzs3ycd834vn731O39DcmXeg4K0OSCs62dOJKwTiMHMjweaHECEtT4HgAxgU63y4IE2B4Q1YR2TCxeFsCasoTQ80OQAIqz1OSCs9TkgrAnrmFy4KIQ1YQ2l4YEmBxBhrc8BYa3PAWFNWMfkwkX57KOnpfP9X4u0b\/W3JBeDSVhDmhxAhLU+B4S1PgeENWEdE4PJYEJ58UCTA4iw1ueAsOacCLkwFgjriBhMBhNywQNNDiDCWp8DwppzIuTCWCCsI2IwGUzIBQ80OYAIa2UOOnZJ372TpetX5\/sbkivzHhSkzQHnRMI6JgaTwYTy4oEmBxBhrcwBvxTFkzYHnBMJ65gYTAYTyosHmhxAhLUyB4S1J20OOCcS1jExmAwmlBcPNDmACGtlDghrT9occE4krGNy4aK0vXWH9Lx8qUjzCn9LcjGYhDWkyQFEWCtzQFh70uaAsCasY3LhovBLUQhrKA0PNDmACGtlDghrT9ocENZ1BGvccNumcHPstrY2Y5ttdXZ2ejfpNrXZ1J5Zl3n3s96\/8W1ju03hHHAuprZK5YIH6ItjmNpsC\/duxb1TTW2VKi8eaHKAmjx5snG7bWXdA20O+pq3Dd\/P2tRuU1n3AKXNwebNm6WxsdHYZltZ9yCNHGRhThw3MDAgNoVnHTigqc22cJNunJipzab2vnSF7H\/iVBnc+q6x3aZwDjgXU1ulcsED9MUxTG22tWLFCu9ZnKmtUuXFA00OUHhlbdpuW1n3QJ2DtkbZf2vhlfXtZ5rbLSrzHhRKm4Nt27ZJS0uLsc22su5BGjnIwpzIZfAE4pJPfjzQ5ADiMrgyB527pff+C6Xzgf\/tb0iuzHtQkDYHXAavo2Vw\/2dFuXBRCGvCGkrDA00OIMJanwNABrCpVnnwQJsDwpqwjsmFi0JYE9ZQGh5ocgAR1vocENb6HBDWhHVMLlwUwpqwhtLwQJMDiLDW54Cw1ueAsCasY3Lhoux9Zarsf\/pMke0f+luSi8EkrCFNDiDCWp8DwlqfA8KasI6JwWQwobx4oMkBRFjrc0BYc06EXBgLhHVEDCaDCbnggSYHEGGtzwFhzTkRcmEsENYRMZgMJuSCB5ocQIS1Mgd93dLx5qOye\/Yj\/obkyrwHBWlzwDmRsI6JwWQwobx4oMkBRFgrc8CvG\/WkzQHnRMI6JgaTwYTy4oEmBxBhrcwBYe1JmwPOiYR1TAwmgwnlxQNNDiDCWpkDwtqTNgecEwnrmFy4KM0r5sjeFS+KdO\/ytyQXg0lYQ5ocQIS1MgeEtSdtDghrwjomFy4KvxSFsIbS8ECTA4iwVuaAsPakzQFhTVjH5MJFIawJaygNDzQ5gAhrZQ4Ia0\/aHBDWdQRr\/BKb6u7ultbWVmObbeF+ne3t7cY2m8L9rHsfP0X61v\/J2G5TOAeci6mtUrngAfriGKY221q2bFnVx8iLB5ocoHA\/a9N228q6B9oc9DRtkd5bTpGu284wtttU1j1AaXOwadMm2bFjh7HNtrLuQRo5yMKcOA7PCmxqcHDQe1CmNtvq7+\/37ttparMp737WhVfWhxrmG9ttCueAczG1VSoXPEBfHMPUZlt4Folncqa2SpUXDzQ5QOGVtWm7bWXdA3UO9uwcvp+1sd2iMu9BobQ5aGhokF27dhnbbCvrHqSRgyzMiVwGTyAXPKiXJZ9ySsMDTQ4gLoMrc3Bwv+xZ8a7sXPSWvyG5Mu9BQdoccBm8jpbB\/Z8V5cJFIawJaygNDzQ5gAhrfQ4AGcCmWuXBA20OCGvCOiYXLgphTVhDaXigyQFEWOtzQFjrc0BYE9YxuXBRCGvCGkrDA00OIMJanwPCWp8DwpqwjsmFi9K8\/A3Zu\/wFke4Wf0tyMZiENaTJAURY63NAWOtzQFgT1jExmAwmlBcPNDmACGt9DghrzomQC2OBsI6IwWQwIRc80OQAIqyVOTg0KLt3bJPtm9b5G5Ir8x4UpM0B50TCOiYGk8GE8uKBJgcQYa3MAb\/BzJM2B5wTCeuYGEwGE8qLB5ocQIS1MgeEtSdtDjgnEtYxMZgMJpQXDzQ5gAhrZQ4Ia0\/aHHBOJKxjYjAZTCgvHmhyABHWyhwQ1p60OeCcSFjH5MJF4d9ZE9ZQGh5ocgAR1socENaetDkgrAnrmFy4KIQ1YQ2l4YEmBxBhrcwBYe1JmwPCmrCOyYWLQlgT1lAaHmhyABHWyhwQ1p60OSCs6wjWmzdvFpvCfVNXrVplbLOt9evXy9q1a41tNrX9yQul\/aFvSNOCZ43tNoVzwLmY2iqVCx6gL45harOt119\/vepj5MUDTQ5Q3\/ve94zbbSvrHmhz0LDiI2m\/4Ruye\/q3jO02lXUPUNocvP\/++7Jo0SJjm21l3YM0cpCFOXHc9ddfLzZ13XXXyTXXXGNss61p06bJtddea2yzqbnXfUXWTP8f8tj0ycZ2m8I54FxMbZXKBQ\/QF8cwtdnWJZdcUvUx8uKBJgeof\/zHfzRut62se6DNwY3XTZNbLr9Ybrr0QmO7TWXdA5Q2B5dddplcddVVxjbbyroH2hzM+ckEWXD+5+WBKy8wtleqsfKAy+AJxCWf\/HigyQHEZXB9DrB8i2XcapUHD7Q54DJ4Cjn4w3TpnH6iDKypjitj5QFhnUC5CGZBhDVhDdV6LBDW+hwQ1oR1TC5cFMKasIbS8ECTA4iw1ueAsNbngLAmrGNy4aIQ1oQ1lIYHmhxAhLU+B4S1PgeENWEdkwsXhbAmrKE0PNDkACKs9TkgrPU5IKwJ65hcuCiENWENpeGBJgcQYa3PAWGtzwFhTVjH5MJFIawJaygNDzQ5gAhrfQ4Ia30OCGvCOiYXLkrzsldl79KZIl07\/S3JVffBLIiwJqyhWo8FwlqfA8I6hRxsXiRbZz0oB1sb\/Q3JNFYeZArWDCZhDaXhgSYHEGGtzwFhzTkRcmEsZGFOJKwTiMHMjwc9PT1V5wAirNPJwcDAgP+\/5MqLB5ocYBxXO5YDZd2DNHLQ19fnvAeZhvXg4KAsXbpUbrzxRjnppJPksMMO8+q0006TO+64QzZu3Bi7AAxmeVi\/9957cvjhh3s+TpgwQbZs2eK3DClLHjQ1Ncm99947nI0jjjhCLrroInnjjTdUvx8irPU5qJS1SsqDB0lz0N\/fL\/Pnz\/e+ZvT444\/3vIOH3\/\/+9+WBBx7wMp9UWfMgqmpy0NvbK88884xMnjzZ8y\/w8IknnpCuri5\/LzuNlQeZg3VbW5v3b\/y88sorvbCWKlwATNZ41hSoHoMZVSlY7969W84\/\/\/xh\/7IKazzG2bNny3HHHVeUh3AB2jjfakVY63Jgk7VKyroHUJIcbNu2Tc4999yiHEcLT0hnzpyZaMUiSx6YlDQHuOnG6aefbvQPhTbsY6ux8iBzsMbyJQpffG4y2lT333\/\/cHjrLZgmmWCNFYtLL720yLeswnrhwoVlQR3U1Vdf7WWpGhHW1efANmuVlGUPAtnmIPrkplzhRcqsWbOszysrHpRSkhxs3769LKiDmjhxomzdutXvVV5j5UGmYL1r1y4PMi+88ILR4FKFiRuAgjTvVWYtmKUUhjXOacmSJXLKKafEfMsirDs6OrxXzdFzKVXIUjUirJPnIGnWKimLHkRlkwO80LjvvvtinpUrAAlgslEWPCgn2xzgsT788MNGv0yFt1JtVijGyoNx2Mmm8F4JJkJTm20BlN3d3cY2m+r9001y8A+T5N4rv19k6gUXXODd7xPvYWO\/N998M\/bKasaMGZ6p+P04l+ixbcoFD9AXxzC12daGDRu8n7iH6uWXX+49Ew97FVQwgQa+olz1AE8+cH1xf9\/w+eAcPv74Y+8c8F7UnXfeWXSOeIWHgYZBGT5epZoyZYpxu225kANcx9EeC7guqGqyVqmy4kG5qpQD+IEXKd\/97neL\/MLKYnNzs5d5HOPpp5+OeYt5EP3hv+nYQbnuQaWqlINgbsCKDt6XDvwBI15++WUZfP5mOXj3D+Tp\/\/OzIv\/gObyvlMmx8mAcaG5TeN+3vb3d2GZbeDCYME1tNtX\/5vXS89jJ8m8\/OHbY0PHjx8uaNWu8i4GLAmPx7+gzKIQb54CJGT9Nx69ULniAvjiGqc2mEKw9e\/bI4sWLi\/xBHXnkkTHQYQIFyIL+rnoQXHt8RiF8TvjACPKAczANWNyXGjd9D5+jTQHWpu22VescoHAdR3MsIGvwtdqsVaoseFCpyuUA\/iHTy5YtK\/Lq7LPP9kCNNnx2B\/uh8EHbYB8UXo0j82gzHT8olz2wqUo5wNwARX28\/fbbh0D+7A1y8PbvyJ6FrxU9KQo\/gSzn4Vh5kKll8INv3ejB+oGpk2TSpEnep75\/9KMfSWdnp7\/HiPC+ZWA6aurUqd4nAPH7cS7VyAUP0BfH0Ag+RCdQ+IlP1p9zzjnD24KwhuWyB3hc4fdCjz76aFm5cqXfOiQ8\/uira7wCSSoug9vnoNqsVVKWPCglmxwsX75cfvzjH3u+4S8bbrrppuHzxud4MNFDzz\/\/fJHP99xzj7e9krLgQTnZ5qCxsdF7L\/\/mm2+WM844w1uF8\/SH6dJ\/22nStWROUSZPPvlkaWhoGNqnjMbKg0zBunf2tYVnQWcWElr5a+EwAZuCi99fD8EspzCs8UwTzzAx4PHsMMuwxquM8Kvmb3\/7294AjSo6qeEtkqQirO1zUG3WKilLHpSSNgeAdfAYkOPAT5Tt5zGy7oE6BwVYH\/rPM2XbnKe9ldrAP\/x5HJanK2msPMgUrPHd4P2\/O60irE1LQvibTghLFnUdzIIAaywJTZ8+3XvmGPiRdVjjseIxB48f54Jziir6AUXbVyBhEdb2Oag2a5WUJQ9KSZuDlpYW7xh4zxSf3Qn8DN7esVHWPdDm4NCzN8q+\/\/Mt+Y8pJw\/7h\/ezsTpro7HyIHOwtrmRxwcffOAtgQbGn3feecN\/U4tnSvUcTChYNouqXmAdXZYN3iJJIsJalwPCekjaHAQvPv74xz9Wnemse6DJATL3zBl\/I++c9hfyw6P\/2vMOoMb3NNh6MlYe5A7WeI8SfyMXhBZLb3PmzPFb+SwSwqfBTR4Q1vYirHU5IKyHpM0BHsPcuXOL\/voF\/w7+VNVGWfdAkwPMBTNO+H+HYX3UUUfJc8895z0JstVYeTCmsMYx8Mm6aoVPg5dbBseHVsKTNSr8hShQ1oMJ\/6p9\/IHWrVs3\/AnJsAhrexHWuhwQ1kPS5AC\/H68Ajz125K9j8OIkyReiQFn2ANLkAJ9tCsM68BHfBYDvBLDxZaw8GFNYq7XkYRmYfYVI83J\/w5Dw2BYsWDD8XblB4X2y6AcEsh7MNIT3t8JPYAIR1vYirHU5IKyHVG0O8KQdUMbXiwYeAtS\/+c1vjGO7nLLqQSBNDjDuB964Xw49eZVs+NNz3ifuAz9tVyjGyoMxg3V0Iq2m8MGg6CtCPK7oMhDqrrvuMi5lZDmYaXnoBbSOYc0PmA2plmOBsB5SNTnA2MVNKADnwD\/8G9uSghrKogdhpZGD4HM8+FBZ+PNO+KAyPrBcTmPlQaZhjccUvWFDpS+yz3IwCeshlRqc\/NOtZKrlWCCsh5Q0Bxi3jz32WBGov\/71r8s777xT9XlkzYOo0sgBvmEP5xL9trjgW8zKaaw8yCys8Xiir6ixDI7lcLSVUpaDmZaHeGsgj7DG4+KXotirlmOBsB5SkhxgzEZfUeM7wPGBUY2y5IFJNjlA+4svvuh9IQqWusGK8J9mrV692juXKKxtcjlWHmTqPWuENTih6J2V8Alwm9BmPZhpCK828\/gBMzy2KIjxtbPh613q60aTirDW5YCwHpJtDvC78B51GNS4Cxe+dlSrrHhQSjY5QDu++S3wDoUv6AletASvrMP3WEfV5StrSHtRgi8AQEDx\/biBoYC27R+w8++sS9\/POuuwhjDYgsePwjcSYRs+kIPv3i11I4+kIqx1OSCsh2SbA9z\/IPztWnhxsmnTJr9Vp6x4UEq2OcBbpoF\/KEAZN0DBZ5twvwQwBDkM71OX71lD2ouCTzEDMklvF4cKPvGL318PwSynPMMaX36DL8EJX\/tyhbcFqhFhrcsBYT0kmxxg3sL8Fc6tTfG7wYuVdG7A22g2LwLHyoNMwbp\/\/Wxpe+dXcsFZ3zCaW64I6xHlGdZQ9C2SUoVX1Xi1XY0Ia10OCOsh2eQAN\/IIf0LZtgjruExzw0XH\/JVM+4f\/LhO+9LdF26Pf0VFKY+VBpmA9OO8m+ezX\/yDnjx\/543XbIqxHlHdY4zFG\/0ogWhdddJHq\/T7CWpcDwnpINjmI3qDDtgjruPB48cn58HdyRL8UBX9RhFvr2oAaGisPxgFgNoX3evGnMaY228KtLLGUbWqrVDiZQwVYb7nti1XDGucAU\/HT9DsqVa09QKEvjmFqsy08U8cryvA2BLPUBIq2YD\/XPUDgg2\/Ja2pq8u5vjdsK4nwwCAHpN954Y\/h9KDxpMR2nUk2ePNm43bZcyAGuYy3Ggm3WKlWWPQiqXA6CbFazBI4CrAESjInoscPlsgc2ZZsDjyH+kxLk77e\/\/a2ceeaZw7CeevrXvPkC8waEeQTzhOlY4RorD8ZhcNgUgoMDmtpsC2\/k48RMbTZ14K0bRP5wVsUbeZRS8AwI52I6fqVywQP0xTFMbba1YsUKbwCHtwWAMwltwX5Z8ACPNxiUpYR9wueVtPDK2rTdtlzIAa5jLcaCbdYqVZY9CKpcDmxyXEnobzp2uFz2wKaS5MDo6R+mi9xZ4Mr6D\/0NQ77ZZnGsPMjUMnjXq1fLwNOnVw1rCOdQ7QBwwQP0xTE0KrUMbqO8eICBUW0OIC6D63OAa4BJrlrlwQNtDuAffNQo6x6oc1CA9cFffEcOrfvA35BMY+VBtj4NbnmLzHKq+2AWRFjrcgAR1voc4G\/eP\/30U\/9\/yZUHD7Q5gH\/wUaOse6DOQQHWndNPlIE1uhVbjWw8IKwTKBfBLIiwJqyhWo8FwlqfA8KasI7JhYtCWBPWUBoeaHIAEdb6HBDW+hwQ1oR1TC5cFMKasIbS8ECTA4iw1ueAsNbngLAmrGNy4aI0rf1Y2jZ+VLg61X8ope6DWRBhTVhDtR4LhLU+B4R1Cjlo3S7r5r0sB7vit9O10Vh5kClYM5iENZSGB5ocQIS1PgeENedEyIWxkIU5kbBOIAYzPx5ocgAR1vocENacEyEXxgJhHRGDyWBCLnigyQFEWOtzQFhzToRcGAuEdUQMJoMJueCBJgcQYa3PAWHNORFyYSwQ1hExmAwm5IIHmhxAhLU+B4Q150TIhbFAWEekvSg7Nq2W1u3rRQ5WfwwGk7CGNDmACGt9DghrfQ4I6xRy0NMhqz96Tw72VXceY+VBpmDNv7MmrKE0PNDkACKs9TkgrPU5IKxTyAH\/zjou7UUhrAlrKA0PNDmACGt9DghrfQ4I6zqCNX6JTXV3d0tra6uxzbZwv07cR9TUZlN7Zl0mvY+fIn3r\/2RstymcA87F1FapXPAAfXEMU5ttLVu2rOpj5MUDTQ5QuJ+1abttZd2DNHKwY8cO2bRpk7HNpvLggTYH8A8+mtpsK+seaHNw4KlrpePGE2Tfsuq4MlYejMOzApvCvT3xoExttoUbeeO+naY2m9r70hXeK+tDDfON7TaFcwjuaZq0XPAAfXEMU5tt4ZU1nsmZ2ipVXjzQ5ACFV9am7baVdQ\/SyMGuXbukoaHB2GZTefBAmwP4Bx9NbbaVdQ+0OZA\/3Oi9sj64+j1je6UaKw+4DJ5ALnigXvIpiMvgXAaHaj0WuAyuzwGXwetoGdz\/WVEuXBTCmrCG0vBAkwOIsNbngLDW54CwJqxjcuGiENaENZSGB5ocQIS1PgeEtT4HhDVhHZMLF4WwJqyhNDzQ5AAirPU5IKz1OSCsCeuYXLgou+fPkO63bxVpXe9vSa66D2ZBhDVhDdV6LBDW+hwQ1inkYOEfpemRa2Rgx1p\/QzKNlQeZgjWDSVhDaXigyQFEWOtzQFhzToRcGAtZmBMJ6wRiMPPjgSYHEGGtzwFhzTkRcmEsENYRMZgMJuSCB5ocQIS1PgeENedEyIWxQFhHxGAymJALHmhyABHW+hwQ1pwTIRfGAmEdEYPJYEIueKDJAURY63NAWHNOhFwYC4R1RAwmgwm54IEmBxBhrc8BYc05EXJhLBDWEWkvSuu798u+OTcURvlqf0tyMZiENaTJAURY63NAWOtzQFinkIP3n5bmBy+TgU9X+RuSaaw8yBSs+aUohDWUhgeaHECEtT4HhLU+B4R1Cjngl6LEpb0ohDVhDaXhgSYHEGGtzwFhrc8BYV1HsB4YGBCbwuTe2dlpbLMt3AKsp6fH2GZT3i0ynzhVBre+a2y3KZwDzsXUVqlc8AB9cQxTm22tWLHCC4aprVLlxQNNDlCAtWm7bWXdgzRy0NLSItu2bTO22VQePNDmAP7BR1ObbWXdA20ODj17g3RMP0EOrKqOK2Plwbje3l6xKRyora3N2GZbOCHcZNvUZlN7Zl0mfY9PlP0b3za22xTOAediaqtULniAvjiGqc22li9fLl1dXca2SpUXDzQ5QE2ePNm43bay7kEaOWhsbJTNmzcb22wqDx5ocwD\/4KOpzbay7oE2BwefniYdN54gPcvfMrZXqrHygMvgCZSLJZ+CuAzOZXCo1mOBy+D6HHAZvI6Wwf2fFeXCRSGsCWsoDQ80OYAIa30OCGt9DghrwjomFy4KYU1YQ2l4oMkBRFjrc0BY63NAWBPWMblwUQhrwhpKwwNNDiDCWp8DwlqfA8KasI7JhYuyfesm2b2zMLgHB\/wtyVX3wSyIsCasoVqPBcJanwPCOoUcHNgvf17ysRzsr+4xjJUHmYI1g0lYQ2l4oMkBRFjrc0BYc06EXBgLWZgTCesEYjDz4wH+brHaHECEtT4HhDXnRMiFsUBYR8RgMphQLTxYs2aNjB8\/Xg477DCvFi9e7LdUJ8JanwPCmnMi5MJYIKwjYjAZTGisPcCXFkybNm0Y1IT1kGo9FghrzomQC2OBsI6IwWQwobH0oLu7W2699dYiUBPWQ6r1WCCsOSdCLowFwjoi7UVpWjVf9qyZJ9Lb7m9JLgazfmC9adMmOffcc2OgJqyHVOuxQFjrc0BYp5CD5k2y4c2ZcrCj1d+QTGPlQaZgzb+zJqyhch7g8e3YsUNuueUWOeKII4ygRhHWhDWU9fmAsE4hB\/w767i0F4WwJqyhch5s2bJFJkyYUATmww8\/XI466qiibYQ1YQ1lfT4grAnrmFy4KIQ1YQ2V8yAKa\/z7\/fffl6lTpxLWEdV6LBDW+hwQ1nUEa1xom9q1a5e3vGhqs63m5mZpamoyttnU7ud\/Kvt++y1p\/+QVY7tN4RxwLqa2SuWCB+iLY5jabGvJkiVVH8NVD1pbW72wh2F9xRVXeG24vZwJ1hgge\/bsKTqObU2aNMm43bZcyEGtxwJu77h27Vpjm03lwQNtDuAffDS12VbWPdDmoOexq2TvDd+UtgXVcWWsPBiHZ2a2hVCYttsWbpS+detWY5tN7Zr5r9L1yATZteh5Y7tNac+h1h6gL45harOtRYsWqY7hoge4py\/+RAtt119\/vaxatUoGBwe9Z6SlYA24Y5CEj2Nb3\/\/+943bbcuFHNR6LAA0K1euNLbZVB480OYA\/sFHU5ttZd0DbQ46Zlwm7Td8Q5rf\/aOx3abGwgMugydQLpZ8CqqXT4MHKgVrjbgMrs8BXi1gEqpWefBAmwP4Bx81yroH6hzwPeu4tBeFsCasoaQeENZm1XosENb6HBDWhHVMLlwUwpqwhrC8neQaEtZm1XosENb6HBDWhHVMLlyUlsV\/lI6FjxWovd3fklx1H8yCsg7rpCKszar1WCCs9TkgrFPIwdr50jDzHjn4WYO\/IZnGyoNMwZrBzCesTX8bnbReeOEF\/2hxEdZm1XosENacEyEXxkIWXsAQ1gnEYI6OB4R1cqWRg1qPBcKacyLkwlggrCNiMBlMKOoBYZ1caeSg1mOBsOacCLkwFgjriBhMBhPSepBUhLVZtR4LhDXnRMiFsUBYR8RgMpjQWHtAWJtV67FAWHNOhFwYC4R1RAwmgwmNtQeEtVm1HguENedEyIWxQFhHpL0o7W\/8h\/Q+f4FIU\/UTLYNJWBPWQ6r1WCCs9TkgrFPIwWv3StsdP5CBjYv8Dck0Vh5kCtb8UhTCGkrqAWFtVq3HAmGtzwFhnUIO+KUocWkvCmFNWENJPSCszar1WCCs9TkgrAnrmFy4KIQ1YQ2l4UG1GQhEWOtzQFjrc0BYE9YxuXBRCGvCGkrDAxyj2hxAhLU+B4S1PgeEdQo5yAqssURoU7hXcFtbm7HNtjo7O6Wjo8PYZlN7Zl0mfY9PlP0b3za22xTOAediaqtULniAvjiGqc22li9fLl1dXca2SpUXDzQ5QE2ePNm43bay7kEaOcA9yHEfYFObTeXBA20O4B98NLXZVtY90Obg4NPTpOPGE6Rn+VvG9ko1Vh6MGxgYEJvCKzEc0NRmW319fd6Jmdpsau9LV8j+J06Vwa3vGtttCueAczG1VSoXPEBfHMPUZlsrVqzwnsWZ2ipVXjzQ5ACFV9am7baVdQ\/SyEFLS4t3031Tm03lwQNtDuAffDS12VbWPdDm4NCzN0jH9BPkwKrquDJWHnAZPIFyseRTEJfBdTmAuAyuzwGXwfU54DJ4HS2D+z8ryoWL0j77Jumbea5I48f+luSq+2AWRFgT1lCtxwJhrc8BYZ1CDl65S\/bcdrYMbKiOK2PlQaZgzWAS1lAaHmhyABHW+hwQ1pwTIRfGQhbmRMI6gRjM\/HigyQFEWOtzQFhzToRcGAuEdUQMJoMJueCBJgcQYa3PAWHNORFyYSwQ1hExmAwm5IIHmhxAhLU+B4Q150TIhbFAWEfEYDKYkAseaHIAEdb6HBDWnBMhF8YCYR0Rg8lgQi54oMkBRFjrc0BYc06EXBgLhHVE2ovSsuRF6Vj0lEhno78luRhMwhrS5AAirPU5IKz1OSCsU8jB+gWy7fn75ODu7f6GZBorDzIFa34pCmENpeGBJgcQYa3PAWGtzwFhnUIO+KUocWkvCmFNWENpeKDJAURY63NAWOtzQFgT1jG5cFEIa8IaSsMDTQ4gwlqfA8JanwPCmrCOyYWLQlgT1lAaHmhyABHW+hwQ1vocENaEdUwuXBTCmrCG0vBAkwOIsNbngLDW54CwriNY45fYVHd3t7S2thrbbAv362xvbze22RTuZ937+CnSt\/5PxnabwjngXExtlcoFD9AXxzC12dayZcuqPkZePNDkAIX7WZu221bWPUgjBzt27JBNmzYZ22wqDx5ocwD\/4KOpzbay7oE2Bweeuta7n\/W+ZdVxZaw8GIdnBTY1ODjoPShTm2319\/d79+00tdmUdz\/rwivrQw3zje02hXPAuZjaKpULHqAvjmFqsy28ssYzOVNbpcqLB5ocoPDK2rTdtrLuQRo52LVrlzQ0NBjbbCoPHmhzAP\/go6nNtrLugTYH8ocbvVfWB1e\/Z2yvVGPlAZfBE8gFD9RLPgVxGZzL4FCtxwKXwfU54DJ4HS2D+z8ryoWLsvPP70j7qjdFetr8LclV98EsiLAmrKFajwXCWp8DwjqFHDStk41v\/F4O7q3Ox7HyIFOwZjAJaygNDzQ5gAhrfQ4Ia86JkAtjIQtzImGdQAxmfjzQ5AAirPU5IKw5J0IujAXCOiIGk8GEXPBAkwOIsNbngLDmnAi5MBYI64gYTAYTcsEDTQ4gwlqfA8KacyLkwlggrCNiMBlMyAUPNDmACGt9DghrzomQC2OBsI5IHcyGrfJZS1PhwQz6W5KLwSSsIU0OIMJanwPCOoU5kbDW52DgoKxcvlQOHuj3NyTTWHmQKVjz76wJaygNDzQ5gAhrfQ4Ia30OCOsUcpDC31lrc2jjQd3ButpQQrkIZkGENWENaTxIIweEtT4HhHXtYZ2GbDzIDaz37hW59FKRs85KVlOmiFx+uchvfiOyfDkeo39Ag3IRzIIIa8Ia0niQRg4Ia30OCOvawRq\/ctUqkYcfFrnsMpFzzinmylVXiTz1lMjmzSIDA36nErLxoO5hHa1\/+ReRhQtxvv6BQ8pFMAsirAlrSONBGjkgrPU5IKzHHta9vSLPPjsEZBNDTAWuvPWWSH+Jt8VtPCCsDXX22SLPPBN\/NpSLYBZEWBPWkMaDNHJAWOtzQFiPHaxh0YoVQ+A1ccOmsIq7dat\/wJBsPMgtrG++WWTx4sr1+usid99dvISBmjRJZNEi\/+C+chHMgghrwhrSeJBGDghrfQ4I67GBNex54w2R732vmBN4YXfddSJz5w5BGBxC4d+vvjoE5\/D+KLwiX7rUP7AvGw\/GDRRePtoUJvfOzk5jm23hFmA9PT3GNpvybpH5xKkyuPXdou0ITBTWeB8hifbsGQJ82NQbbxTp7hbvFmj4PS54gL44hqnNtlYUnh4iGKa2SpUXD3AOOBdTm0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\" y=\"2.99999\"><\/image> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_2\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" transform=\"rotate(180 137.95452880859375,11.136362075805664) \" x=\"129.95453\" xml:space=\"preserve\" y=\"19.5\">V<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_3\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" transform=\"rotate(-90 315.9545288085938,134.1363677978516) \" x=\"307.95453\" xml:space=\"preserve\" y=\"142.5\">V<\/text> <text fill=\"#ff0000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"17\" font-style=\"italic\" id=\"svg_4\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"120.95453\" xml:space=\"preserve\" y=\"13.5\">y<\/text> <text fill=\"#ff0000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"17\" font-style=\"italic\" id=\"svg_5\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"314.95453\" xml:space=\"preserve\" y=\"151.5\">x<\/text> <text fill=\"#ff0000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_6\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"138.95453\" xml:space=\"preserve\" y=\"132.49999\">O<\/text> <\/g> <\/g> <\/svg><\/span><\/p>","options":["<strong>A.<\/strong> (&ndash;2 ; &ndash;2)","<strong>B.<\/strong> (3 ; &ndash;2)","<strong>C.<\/strong> (1 ; 2)","<strong>D.<\/strong> (&ndash;2 ; 1)"],"correct":"4","level":"2","hint":"","answer":"<p>T\u1ecda \u0111\u1ed9 c\u1ee7a \u0111i\u1ec3m N l&agrave;&nbsp;<span style=\"color:#16a085;\">(&ndash;2 ; 1).<\/span><\/p><p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>D.<\/strong> (&ndash;2 ; 1)<\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"0","date":"2023-08-30 22:32:23","option_type":"txt","len":2}]}
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Tiểu học
  • Lớp 1
    • Toán lớp 1
    • Tiếng Việt lớp 1
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    • Tiếng Việt lớp 4
    • Soạn Tiếng Việt 4
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    • Tiếng Việt lớp 2
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    • Soạn Tiếng Việt 3
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    • Hóa Học 8
    • Soạn văn 8
  • Lớp 9
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    • Hóa Học 9
    • Soạn văn 9
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  • Lớp 10
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    • Hóa học 10
  • Lớp 11
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    • Hóa học 11
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    • Toán lớp 12
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