Toán lớp 12 - Đề kiểm tra 15 phút - Toán lớp 12 - Tháng 9 - Số 1
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h04BXTR6PkHnj9fH\/5v0l2bripecIvguQsg7ILoxZaNpQGSaoeqDBkSmPw2Ip07Rz1ADOFR+nmDpBgCaNw1IMXnwgC7jEqo+yKOYPL78\/v9jtq1eTQOSgIf1IRu3oc5\/UDz6LVq0qKuyq\/PmzSv9s6OjQ6eAMHrJkiWlyEmTJgl\/4ReGbgedP+o1ecj4k4dMpygKrRc6f9SPmTNnVnV8wYIFOiEyokP1A90OOj\/nK92wI49i6RWax0XjxiQKsOn4k0zXgAE6gXZFh+oHuh10fs5XuuGF4kEDouNQjkYBie8ODYgMEHnIdKIBKZZOjcaD85VsfHG+kunUqPWRZkA2TvukTpyK6FDjCt0OOj8NiG6IoXjwESwdh3I06pZUfHd4C10GiDxkOkVRaL3Q+aN+8CtYMu6heHC+Ig+ZAroo9PhF5496a+tjyI7t5uz9RzsFGDBsmGmfPUcnTkV0qH6g20Hnr+Rh\/39+Vj99yKF40IB4ljoKCA2IHxDy0OmG1gudnwakWLx5QCcPnQK6aPR8gs5fWR8tb28zn3\/X\/k4B6lkF3SYM1Q90O+j8nK+KUX80IDoO5WgWiE44tF7o\/JywisWbBqSYPHgHRMaF85VMpygKrRc6f+XxY\/+3tppTDxhLA5IyBELy4B2Q7FpE8aABydbeGYECwjsgfkDIQ6cbWi90fhqQYvGmQScPnQK6aPR8gs5fWR\/tWzabT7a3OQWoZxFC3gHRjSkbzQsmMs1Q9UEDItO\/JgoFhAbEDwh56HRD64XOTwNSLN40IOShU0AXjZ5P0PlpQIrFm\/NVMXjQgOg4lKNDTli2Ub4klQ6KPHQDGa0XOj8NSLF484BOHjoFdNHo+QSdv7I+PrjudfOxgyc4BRg9\/RQz9LCJOnEqokP1A90OOj\/nK90QQ\/GgAdFxoAEpqF6oAol3l7dsZQMgFA9+BatYPFgf5CFTQBeFnk\/Q+aUGpJ5V0G0bofqBbgednwakGPVHA6LjQANSUL04YenAoPVC5+cdkGLx5gGdPHQK6KLR8wk6f2V9fPR\/XzOT3nuoU4C282aZptZWnTi8A+KtFy+YyKRD1QcNiEz\/migUEF5x9wNCHjrd0Hqh89OAFIs3DQh56BTQRaPnE3T+yvr4+JpV5n3ve59TgAlXXKUTJhYdqh\/odtD5OV\/phhmKBw2IjkM5GgWEBsQPCHnodEPrhc5PA2R3jP4AACAASURBVFIs3jygk4dOAV00ej5B549623HO2eavXltNA5KBPxQP3gGR1SGKBw2ITH\/eAfHUKfoZagCHys8TLN0AQPOmASkmDx7QZVxC1Qd5FIvHhZ\/\/O2NfQnfdAWka3WraOmbJdjghKtS4QreDzs\/juW6YoXjQgOg48A5IQfVCFQjvSPkBD8WDL6HL+ITiwRNe8pApoItCj190\/qi3aQak3lXQbRuh+oFuB52fBqQY9UcDouNAA1JQvThh6cCg9ULn5x2QYvHmAZ08dArootHzCTp\/1NsrP3uaec+mjc47IPbzu\/YzvPVsofqBbgedn\/OVbpSheNCA6DjQgBRUL1SB8A6IH\/BQPHgHRMYnFA\/eASEPmQK6KPT4ReePevtvp80w7Vs2OQ1Ivaug8w6IbkzZaM5XMs1Q9UEDItO\/JgoFhCe8fkDIQ6cbWi90ft4BKRZvXlEkD50Cumj0fILOH\/X22hmnmrFvbqEBycAfigcNiKwOUTxoQGT604B46hT9DDWAQ+XnCZZuAKB504AUkwcP6DIuoeqDPIrF4z8\/9Tem5e1tTgNS7yKEvAMiY10ZxfqQaYaar2hAZPrTgHjqFMogoAqEd6T8wIfiwUewZHxC8eABnTxkCuii0OMXnT\/qLQ2IjHsoHpyvepYHDYhMfxoQT51oQHTChZp40e2g8\/MOSDHHFQ\/oMi6h6oM8isXjJ389tbRDrs\/wts\/+ohkwrEW2wwlRocYVuh10\/kg+1odsuKF40IDI9KcB8dSJBkQnHKrQ43uBbgednwakmOOKB3QZl1D1QR7F4pFmQOpdBd32NNS4QreDzk8DIqsL9PkbDYiOQzmaBaITDq0XOj8nrGLxpgEpJg+e8Mq4cL6S6YQ+AQqV37azfcN687OZn3XeAek\/cKA56OJLdaI4okONK3Q76Pw8nuuGGooHDYiOAw1IQfVCFUi8uzzBkg2AUDz4DkixeLA+yEOmgC4KPZ+g89vebn1pubnrn893GpA8FiHkHRDdmLLRnK9kmqHqgwZEpn9NFAoIT3j9gJCHTje0Xuj8vANSLN68okgeOgV00ej5BJ3f9nbL0ufMPRfOoQERoA\/BgwZEAGJXCIoHDYicQVUkCggNiB8Q8tDphtYLnZ8GpFi8aUDIQ6eALho9n6Dz296+\/uAD5qF\/v85pQFoOn2xGntj9gno9W4h+2P1Dt4POz\/lKN8pQPGhAdBzK0SggNCB+QMhDpxtaL3R+GpBi8eYBnTx0Cuii0fMJOn+WAcljFfQQxiCihtYLnZ\/zVTHqr9+iRYu6Kndl3rx5pX92dHTo9lAYvWTJklLkpEmThL\/wC0O3g84f9Zo8ZPzJQ6ZTFIXWC50\/6sfMmTOrOr5gwQKdEBnRofqBbgedn\/OVbtiRR7H0CsGj+TdPmFWPP1bqeFtbW5UAb31gonl77DidKI7oEP2wzaLbQefnfKUbaigeNCA6DuVoFJD47tCAyACRh0wnGpBi6dRoPDhfycYX5yuZTo1UH4MWP2L+\/NsnnQbkzckfNTuGj9CJQgNSt16cr2QSouYrPoIl078mircIdcKh9ULnj3rLr2bIuIfiwa9gFYsH64M8ZArootDzCTq\/7e2KG643v7n33lLH4wsRjj3jLNM8vl0niiM6RD9ss+h20Pl5PNcNNRQPGhAdh3I0Ckh8d3hAlwEiD5lOURRaL3T+qB80IDLuoXhwviIPmQK6KPT4Ree3vV12yUXmmWeecRqQPBYhDGEMGu34wflKVoeo+qABkelfE4UCQgPiB4Q8dLqh9ULnpwEpFm9eUSQPnQK6aPR8gs5PA1Is3pyvisGDBkTHgXdACqpXiAOI7TqvmMgGQCgevANSLB6sD\/KQKaCLQs8n6Px2EcKV3\/m28w7IgGHDTPvs7vVB6t3Q\/eAdEB0h8kjXiwZEN55oQAqqV6hC5wmWbACE4kEDUiwerA\/ykCmgi0LPJ+j8aQYkr1XQraLoftCAFGvc9nYeNCC68UQDUlC9Qk28PMGSDYBQPGhAisWD9UEeMgV0Uej5BJ1\/\/eJHzdp77nLeARl62EQzevopOkESotH96O0nvHHZOF\/Jhh1qXNGAyPSviUIBYYH4ASEPnW5ovdD5o97SgMi4h+LBAzp5yBTQRaHHLzq\/XQX9jYcecBqQvBYh5B0Q3Ziy0ZyvZJqh6oMGRKY\/DYinTrxiohMOVejxvUC38\/jjj5tDDz3U7LPPPjoBlNE0IDLB0LyjveABnTxkCuii0OMXnX\/N7beZjU8\/5TQgI084ybRMPkInCO+A5KIX5yuZjKj6oAGR6U8D4qkTDYhOOFShhzYgO3fuNP379y81u2nTJnP33Xebn\/70p+aJJ54wL7\/8cum\/f+QjHzEf\/\/jHzYwZM8zBBx9s+vXrpxPLGEMDIpMs1LjiAZ08ZArootDjF51\/5U03mq0rXnIakLzWALGKovvB43mxxm1v50EDohtP5ehQhc4DugwQech0CjVh2Xa6urrMz372M\/PlL3\/ZLFu2LHEHhwwZYmbNmmUuvPBCY\/9\/zUYDIlOL9SHTKVR9kEff4mEXIdy2ejUNiBA760Mo1K4wtF6o\/DQgOs40IAXVC1Ug8e7SEMoGgDUfP\/jBD8y5555rNm\/eXPrR1KlTS\/83YcIE8+abb5p77rmnFLNu3brS38877zxz9dVXm0GDBska4R0QsU6sD7FUpUC0Xuj8UW85X8m4o3nYRQjt5lqIMK9FCEOMWxp02XgKpVOodlD1QQOiG080IAXVC1UgNCB+wO0dj8985jPm97\/\/vTnggAPMNddcY\/7mb\/6m\/FhWlPX55583\/\/RP\/2Tuu+++0n\/6z\/\/8T3PWWWeJH8fiHRAZH9aHTKfefkDnfKXjHIo3DYiOC+erYumF4kEDouNMA1JQvVAFwgO6H\/DrrrvOXHDBBaUff+Mb3zDnn39+oql48sknzSmnnFJ6N+T444833\/\/+982IESNEDdOAiGSCX9GP9oJX3MlDpoAuCj2\/I\/NHa4DYHsfvgDSNbjVtHbN0YqREI\/tR2Sy6HXR+zle6IYfiQQOi40ADUlC9UAVCA6IHbh+56ujoKBmJgw46yNx2223mfe97X2Kit956y3zhC18w8+fPN62traWT5Q9+8IOihmlARDLRgMhkCja\/c77SAUHrhcyfZkDyXITQKorsBw2IbsySR7ZeNCDZGjkjQhU6ryjKAJGHTKcoCqnX+vXrzZw5c8yLL75ompubzYIFC8zw4cNTd\/CKK64wl156aSnmkUceMUccIfssJQ2IjDuSd+UecL4iD5kCuij0+EXmjxYhtD2O3wHJcxFCnvDqxpSN5nwl0wxVHzQgMv1rolBA4g2xQGSAyEOmUwgDotuT7q9lXXbZZaX\/owGZppVPFM\/6EMlUDkLrhc4fdYTHDxl3JI9oEUKXAclzEUIaEBlrXjDR64SqDxoQPYvSL1BAaED8gJCHTrdQekn2yt4xOfPMM0vrhEge2arMyTsgEoU5X8lU2h2Frg90fhoQHXEkj2gRQpcByXMRwpDnJUi9QvaDBl1WJyjeNCAy\/WuiUEBoQPyAkIdOt1B6SfbqjjvuMJ\/97GdLn+s9+eSTzU033WRaWlokP+VChCKVaECEMpXD0PWBzk8DoiOO5BEtQugyIHkuQhjyxB2pV8h+0IDI6gTFmwZEpj8NiKdO0c9QAzhUfh7QdQPAvlhut7333jv1h2vWrCl9dveuu+4qxS1cuNCcdtpp4sZ4B0QmFbr+WB8yDpyvdDqF0gtZH9EihDQgcvZIHpV7QQMiY4LiQQMi058GxFOnRjiAcMLSw5dMWHYxQvuy+g033FBq4FOf+lTpS1iSux9bV7xU+s0xxxxT+t+1b283nTt3mldffVW\/sym\/kPQjjwbR7aDz04DoRgF5FEsvJI9oDRCXAclzEUKbH9mPSmLodtD5OV8Vo\/5oQHQcytEsEJ1waL3Q+Tlh5cvbmo+rrrqq9H92+\/CHP2xuvvlmc8ghh9Q0tH3DerNl6VJjP2dp\/29nZ2c55v7776+Kn\/q5z5nm8e1m8CGHGvuJy3q3UOMK3Q46P+tDN9LIo1h6IXnQgOhYhzRSvAMiY4OqDxoQmf41USgg8YZYIDJA5CHTKYpC65WWP24+JkyYUFoB\/aijjqrqhDUbbzz0YMl0JG1xA3LssceWQ\/sPHGiGTvygaTl8shkwTPZOSbwdtE5F4KEbOenRnK9kaoYaV+TRszwq1wCxe1L5Gd68FyEMeeKOHr\/o\/LxgIqsL9PGp3znnnNNVuSsPP\/xw6Z9HHnmkbg+F0Xa1Y7sdcMABwl\/4haHbQeePek0eMv7kIdMpikLrFeW\/\/PLLzaRJk8o7t27dOnPhhReaG2+8sfTfXObjfxbdYZ7+7s1m4Ds7Mju1atWqqpgxY8Y4f7N672azfPA+5q099sjMWRmA1ik0D\/S8y\/lKNrxCjSvy6FkeLW9vMx9c93rV\/Gf\/se+++5r1ezWZ3+47QraDwqhQ4wrdDjo\/z6+EA2pXGIoHDYiOQzkaBSS+OzyAyACRh0ynkCe8X\/va18wHPvCB8o5Zs2BXPP\/JT35S+m\/2sat58+aVVz23j1Y9P\/8G8+yDD4o7IzUgUUJrQl4ZNMjs6Ndf1EaocYVuB52fB3TRcOLxQydTML1Q9dG+ZbNp37LJaUDsRZFnh\/rdmU2SEdWPeHvodtD5OV\/pChHFg49g6TiUo3mLUCccWi90\/qi3fKRBxt2u7VH5MvlTTz1lzj\/\/fPPoo4+WEhx33HHmW9\/6VmndD7ttWfqcWX37bVXvd0haSnsEK+n39nGs0dP\/pvSuSNYWalyh20HnZ31kjaTqv5NHsfRC8ahchND2uPIRrLwXIbT5Uf2I00K3g87P+aoY9UcDouNAA1JQvThh6cCE0svu1a9\/\/WtzzjnnmGXLlpV20n7t6rrrrjPR41KVC3XpemGMjwGJ2miZfISxC4GlbaF0QreDzs8Dum7kkkex9ELxWHXrwtLFlWirNCB5L0JIA6IbUzaaFxRlmqHqgwZEpn9NFApIvCEWiAwQech0iqJC6fWrX\/3KzJw500S3cM8++2xjH82yz0DbR65e+c6NZtvq1bqdN8bYFzj3GDjQXP+tb5V+O65pr9L\/Vr6ELklq74KMmXG6sS+su7ZQOqHbQeenAZGMtt0x5FEsvVA8KhchtD2uNCB5L0JIA6IbUzQgcr1Q9UEDImdQFYkCQgPiB4Q8dLqF0Gvp0qXm85\/\/vHniiSdKO3fRRReV\/m\/QoEFq81H6otVhE0uPTdn\/iwxD5UKEo\/YaYB689dbSFcdonRCJKk2trab15FOM\/d\/4FkKnECcOofrBCyaSERfuURny6Fkey+deY+xnxKONBqRnefD8SqZ\/qOMgDYgfj2DPWvIAIgPEEyyZTlEUWq\/XXnutdHv7jjvuKDV53nnnmauvvlptPqzRaDn8CLPv5COcdymSVkK3n7\/c9PRTZuPTT4mEse2MO+PsGhOC1ikUj1D94HwlGm48fshkKkehxy8qf+UaILYzlQYk70UIQ1zI4HylG7iocRXKIKB504DoxlOwCTFqiAd0GaBQhU4e2Tzeeecdc+2115ZWObfbX\/\/1X5dWOB81apTqzoddSHDMaZ9NfDzK5k4yINFeWiOy9u67zLY12Y95uUxIqHGFbgedn\/NVdl1URpBHsfRC8LCPmL5w5eVVHaUBkXFH8HC1zON5z\/KgAZHpXxPFAtEJh9YLnZ8nWHLeL730kvnbv\/3b8qNXhx12mNlvv\/1KCU7sese0mKqlh2oSj3v3u837T\/+csS+JZ21ZBiT6ffxrNEl54yYk1LhCt4POz\/rIGqnVfyePYumF4BFfhND2ODIgHzruE6atY5ZOBEE0oh+uZtHtoPNzvhIMpooQFA8aEB2HcjQKSHx36NBlgMhDplMUhdTrRz\/6kTn11FNrdugz495lPrRv+nfvO995xxx03izz6XPPFXVIakBsMvuyu33p3V6ZTNsqTQhSp8p9QLeDzs8Dumi48vihkymYXoj6SDMgH\/n\/\/tqMPfNsTzWSf4boBw2IPybySNeOBsRzbIUaWDQgMkDkIdMphAG54oorzKWXXlq1Q8eNHmWOGz0ydSet+bjhT8vN1Td+25x22mmiDmkMiE1oXwhddcvCzEeyIhNy35NPlvZj2rRpov3xDUKPX3R+GhAdefIoll4IHq67rtEdkCNn\/p0ZPf0UnQiCaEQ\/aEAEwieEkAcNiP\/oSfllqIFFAyLDRx4ynUIYkPie2K9S2e\/hp232s7rjzjw79X0P1++1BsTmsHdA7KKHld\/nd+W2JuSP755gdjY304AIhxfnK5lQnK9kOoWarxA80gzI0f\/0BTPimCk6EQTRiH7QgAiEpwHxEol3QLxk42cUtbKhJ0Z0fl7h1RLvjrcn+y\/OvTr1sSd7om+fh7YrlGs3HwMStSFZAPHVzk7z5uEfNVOnT9fumioePX7R+VkfKtz8CpZOLrheiPqIL0JouxzdAfn4l74sesdNKRNcp95sCF1a8oKJbIQh6sO2TAMi078mCgUk3hALRAaIPGQ6hTqARO2s\/M63jX0WOmlL+vyttDf1GBDbRpYJsZ8T3j661Uy5\/KvSXfKKQ49fdH4aEB128iiWXgge8UUIKw3ISd\/4Zmk9o7w3RD9c+4huB52f85Vu5KF40IDoOJSjUUBoQPyAkIdON7ReNn\/T8hfNAa+vTd0x+xy0XWDQd6vXgGSZEGtA7HbwJ082I0+c6rubmb8LwcPuBPpdFl4wyURdCkDz5gmWjEMUheARX4SQBkTOBMHD1TrnKxkTFA8aEJn+NVEoIDQgfkDIQ6cbWq+7b1loBv\/qodLaH0nbyBNOqvsxhDwMiN0\/1+MS9r9HBsT2o16zlEYIzQOdnye8xao\/8uh5HvFFCCsNyKfuuFO3g8LoUHWObgedn\/UhHFC7wlA8aEB0HMrRKCA0IH5AyEOnG1qvh754gdlj48ZEA2IXGczjM5R5GRD7rsorN91Y83WsSgNS7+NiNCC6MeqKRo\/bqE10O+j8PMHSjbW8ebgWIaQBkTPJm0dSy7wDImOC4kEDItO\/JgoFhAbEDwh56HRD6rV+8aPmD9\/9TmmHXHdA7In8gbPnqL945ephXgbE5natE1JpQGxMU2uraTuv9y0ghuRdyYUHdFkdkodMp95qCF1rgEQGZMuAAebzt\/1UJ4AwOtS4QreDzk+DLhxQu8JQPGhAdBzK0SggNCB+QMhDpxtKr+irV6tffjnRgIyZcboZfMihuh1OiM7TgNgm4icOcQNiY1oOn5z7+yAoHqFO4HhA1w1nNG\/y6FkeaQZk\/V5N5pyf\/JduB4XRocYVuh10ftaHcEDRgOiECnXAZYHouKD1QufnhCXjHX1VynXijjh5z9uA2H3c+PRTpa9j2S2pH2PPOCvXr9igxy86P+tDVh+hjk\/k0bM8XGuA2D2yn+FdvXezOf+HP9btoDA6VJ2j20HnZ30IBxQNiE6oUBM8C0THBa0XOj8nrGzelVf9XCfueT56Fe0NwoDY3FlGKu++oMcvOj\/rI7s+KiPIo1h65c0jzYAsH7yP+dItt+oEEEbn3Y+kZtHtoPNzvhIOKBoQnVA0IDq9QhU6uh10fk5Y2eNqxQ3Xl96jsJvLgOT56BXagNhHyVbM+6b587JlpaZc77LYx8hsn\/LY0OMXnZ\/1oRsF5FEsvfLmkfRVPXsH5I\/7DDUXf\/8WnQDC6Lz7QQMiFD4hjDzS9eM7IJ7jK9TA4kudMkDkIdMJZdArH1tyGZC8vnoV7yXqDohtx5qpJ\/7l\/yUaEPuHPD4lbPOgxy86Pw1Iz9ZfUus8fsi45F0frkUI7Z5YA\/LbfUeYr938XdmOKaPy7gcNiBJALJw8aEDqG0E97Gx5AJHhC1Xo5OHmEV90K34HpH32F82AYS0ymIoopAGxu3H\/168xTX98PvFzwnk9ioUev+j8NCCKQRvAcJJHz\/JwLUJIAyJnwvlKrlVvvoDFOyA6zuVoFohOOLRe6Pw8oCfzdj3vXGlAhh89xYw4ZopuwAij0QbEjqtBix8xY\/bcI3GP8ngUCz1+0flZH8IBuyuMPIqlV948XIsQRgbkF6PHmPnz5+sEEEbn3Y+kZtHtoPNzvhIOKPB8RQOi40ADUlC9OGHpwOSlV\/TZXfu\/lVtkQN41YYJp6zg\/lzU\/XD0MYUD6b91q3vOnZSbex8r9qferWHnx6KkTBh7Qe6b+slrlHdsshbr\/nmf9JS1CSAMiY5E3j7RWWR8yJnnWR2WL\/RYtWtRV+R\/mzZtX+mdHR4dsz5RRS5YsKf1i0qRJyl\/qwtHtoPNHvSUPGXfykOkUReWl18Blz5ceUYpvGzZsKP2npr86xrw9dpxu5xTRM2fOrIpesGCB4tfZoZFOR4wba5p\/80TiD3Y2N5stRx1tugYMyE7qiMiLR1Lj6Pycr3TYyaNYeuXJY883Xi\/dNXVtv1vxsrm7\/548v8rAnyePtKZ4fiWrQxQPGhCZ\/jVRKCDxhlggMkDkIdMpTwPSb\/t2M+SB+4z9X5cBeXvAANN06mm6HVNGhzIg9oKJPamwJxdJ27b3HGw6Jxys7EF3OHr8ovPTgOiwk0ex9MqTR5oBWfLyy+YX\/WhAsujnyYMGJEvt7L+jePARrGztnRGoW1LxxniLUAaIPGQ6RVF56JX0rXvbhn0E660PTDSfOA9zJzXqR4hHsGxb06ZNM9s3rDcr5l2f+ihW23mzTFNrqw5Gzo+AuBrPg7ekU5yvJCrl+8hPWovkEZ5H2rx414vLzbIhQ\/kOSAYWzleycZvn8TytRRQPGhAd53I0CggNiB8Q8tDpVq9eSe9+RHuxetNms\/njx5VO3JFbSANi+5F2cmH\/bs2HNSHarV4eWe2h80ft84Q3i0T338lDplNvPMFKmyN+tnyFWT54CA0IDYiuAHpYL9R8RQPiOQxQQGhA\/ICQh063evXKOhFf0Tqm9O5HoxkQq7K9C7JtTfeCi65t9PRTzNDDJqqA1MsjqzF0fhqQLALVfyePYumVJ4+kNUBsj3\/48krz6t7NNCA9fELN+aoY9UcDouNQjs5zwkrbBV5RlAEiD5lOeV1RTPrOvc1vFx383cjRpaYa0YBsfWm5WfmdbycKbtc7aeuYpfryF3r8ovPzgB62\/qSt8fghUyrP+kgzIDf\/+VWzfq8mGhAaENnAFEblOX5dTaLy04AIAcfDUEDi7fAAIgNEHjKd8jAg8VXP4y2PmXG6eehPLzasAbEdW3v3nWb9Y4sTRdeufYIev+j8NCDh6k\/TEo8fMrXyrI+kNUDsnvzH6rXmrT32oAGhAZENTGFUnuOXBkQoelpYbwVCA+IHH82bJ1i7uaTd\/RgwbJhpnz0n2DPuod8BiVTIegfGrpBu74JIV39Hj190ftaHbt4ij2LplSePNANy7do3Sh3nQoTp\/PPkkdYSDbqsDlE8eAdEpn9NFAoIDYgfEPLQ6earV9bjR9H7D775db0wpqcMiN3PrDtB9j0Qq4dkQ+uFzk8DIqG8O4Y8iqVXXjy2rV5tVtxwvbNz9uLMv\/2x+84wDQgNiK4CelavvOoj3gsaEM9RgAJCA+IHhDx0uvnqZd99sCbEtdmr\/gddfGnpT775db3oWQNi93X53KvN9l2LLrr2XfpZXrRe6Pw0ILqRSx7F0isvHmkXaOy7cV9d8iQNiAB9XjyymuIdkCyFuv+O4kEDItO\/JgoFhAbEDwh56HTz0Svt6p5tvfK9B5\/8uh50R\/fkHRDbftYdoebx7WbsGWdldg2tFzo\/DUgm4qoA8iiWXnnxWL\/4UbP2nrucnRt8yKHm8l89TAMiQJ8Xj6ymaECyFKIBkSkUi0IPYHR+HtB12MkDr9ea228rPXbk2uzdjwNnzyl\/+SkUj542IFaLtK\/e2L\/bl\/LtyUfahtYLnZ\/zFb7+dC10R\/MES6ZaXvWR9nlye4Hm4h\/9mAZEgCQvHllNsT6yFKIBkSlEA1JInaKdQk8o6Px9\/QTLvnT9wpWXJ46x+PsOoXgUwYDYFdLti\/lJm30RvX32F2lAvGao6h+FGlfodtD5+\/p8pR1qefFYdetCs2Xpc87mR55wkrlwwfdoQARw8uKR1RQNSJZCNCAyhWhACqkTDYgOS6iJV9tO2qMFtof2BLvyi0\/a\/DqVdkcXwYDYvUm7O2T\/nrU4IVovdH6e8OpGMHkUS6+8eKTdDbWPYn7ha\/9GAyJAnxePrKZoQLIUogGRKUQDUkidaEB0WEJNvNp20j69ax8vso8ZVW7a\/DqVimdAsj7Lm3UXBK0XOj8NiG4Ek0ex9MqLR9o8aT9Icf5XvkIDIkCfF4+spmhAshSiAZEpRANSSJ1oQHRYQk28mnayXrR2veOgya9TqDq6KHdA7F6lPf9t\/552FwStFzo\/DYhuFJNHsfTKi0faGiATrriK7+QIsefFI6s5GpAshWhAZArRgBRSJxoQHZZQE6+mnbTHi6KFB+O91OTXKVRcA1LPXRC0Xuj8NCC6UUwexdIrDx5Z74LRgMiZ58FD0hoNiEQlfoZXplJFFHoAo\/PzgK5DTh4YvbJePq\/89G7lHoTiUaQ7ILb\/We\/KJN0FQeuFzs\/5ClN\/uqy10TzBkimYR31krQEy9syzeQdEhgO27kS8edaHDEge9eFqieuAyPSviUIBYYH4ASEPnW5SvbJOqOMvn4e64xW1UzQDYvcrbXFC+y5IW8es8ueKQ+kl5a0bRTzh9dWLPHTKofXKI7\/9RLm9W+za7CKENCBy5nnwkLRGAyJRiXdAZCpVRKEHMDo\/ryjqkJMHRi\/ty+ehTqiLbEDSTkTsfrvuGqHHLzo\/5ytM\/emy0hD66pVHfWStATLimCm8AyIElAcPSVM0IBKVaEBkKtGAFE6nUCeknLB06CV6+bx8Hop3kQ2I3be0uyDxRRttvISHjnB1NDo\/DYiODnkUS688eKy9+06z\/rHFzo5FFx14wivjngcPSUvkIVEJd3ziI1gytak3wgAAIABJREFU\/WuiWCA64dB6ofP3xRMsn5fPaUC6FdDeBUGPX3T+vlgfuhmQhrDIeuVRH1lrgDSPb+cdEOEgyIOHpCkaEIlKNCAylSqi0AMYnZ8HdB1y8shfL7vyuX0J3bUlvXxOA7JbLc1dEPT4RefnfJV\/\/ekyuqN5giVTMY\/6WHHD9Wbb6tXOBu0ihDQgMhY2Kg8ektZYHxKVcDx4B0Smf00UC0QnHFovdP6+doK1ZelzZtWtCxMhJ718TgOyW7KsuyAjTzjJtEw+ovQD9PhF5+9r9aGb\/WqjyUOnIFqvPPKnrQFy0MWXlj48wRNeGfc8eEhaIg+JSrjjU79FixZ1Ve7CvHnzSv\/s6OiQ7ZkyasmSJaVfTJo0SflLXTi6HXT+qLfkIeNOHjKdoqgsvZp\/84QZsMZ9Ne+dfYaaLR87OrXBrPy6vU2OnjlzZtUfFyxYkFfqUp56+zHkF\/eZ\/m9tde7TzuZms3nKcbm0k9XpevuRlZ\/zlVSh7jjyKJZe9fLot3272ee\/70rs1MZpnyz9jcdzGfd6echaIQ+pTigeNCBSArE4FJD47nDCkgEiD5lOEgOSdTB96wMTzdtjx9GACCTfa+UrZu\/fPZUYGWmJHr\/o\/DQggsFQEUIexdKrXh57vvG6GbT4EWenKi\/Y8Hgu414vD1krNCBSnVA8+AiWlEAsjrcIdcKh9ULnj3rbF27ZZj06FD1OkDYCQvEo4jogcV2y1gWxj7Oh9ULn70v1oZv53NHkoVMRrVe9+SWLENoe94Xjh44s66M36FVvfST1kQbEkz4KSHx3OGHJAJGHTKcoKk0v++6HfQfEtQ0+5FAzZsbpmY2F4tEbDEiWobOro\/\/6z6tKmk6bNi1TW5+AUDw4X8nokIdMJ8l8pcuEOeFNWwOk5fDJZuSJU0sNsz5ktFgfMp16S33QgOh4ZkazQDIlqgpA64XOH3Wm0Q8g2zesN3bxwaTNniwPPWxiJvxQPHqDAbFipX1RzH4d53f7jaIByRxVuJch402jxy86f1+ZrwRDRhRSLw\/JIoQ0ICIUpaB6eUhbavTjuVSHrDgUD94ByVI+4e8oIPHmWCAyQOQh0ynrisn6xY+atfe4X6a0X3Gxj19JtlA8eosBSTtBsXouP\/Ags2P4CN4ByRhcocYVuh10fhoQySy1O6ZeHmlrgFRetOHxXMalXh6yVnhHSqoTigcNiJRALA4FhAbEDwh56HRL0ivtW\/b2zoc9mEq2UDx6iwGx66m8OPfqxHVVVu14x7w5+aM0IDQgkvISx\/CEVyZVvfOVZBFCuyfkEYaHrBXykOpUb30ktUMDIiVAA+KpVPfPUAM42il0\/r5wRTHr8Sv77od9B0SyheLRWwyI1SztLshrr71W+rTxiadlv18j0T8eE4oHT7BkdMhDplOo+b1eHmlrgFSumcT6kHGvl4esFRoQqU4oHjQgUgI0IJ5K0YBohEMVuuSENO3xqwHDhpn22XPEXQnVj95kQNIMnjUg9tPGH7\/kX8QaawJD8eAJlowKech0agQDMuGKq8qdZX3IuLM+ZDr1lvpI6g0NiI5zOZoFohMOrRc6f1+4A5L2+FXll1wk5EPx6E0GxOq25vbbjP0qVnyzBsRuh1\/9dTNgWItEYlVMKB48wZJhIQ+ZTr3hBGvb6tXGzp2uLX7hhvUh4876kOnUG+ojrSc0IDrONCAF1YsTlg5MXK+sx6\/azptlmlpbxY2E4tHbDEiSzpEBec\/xJ4jfsxHDCPAIZF8w6Bq9s2JD1QdPeLNIdP+9Hh7SNUBsO+SB5yFroTuKPGRq1VMfNCAyjVVRKCDxnWCByLCQh0ynpCsmeT5+Ve8BXdOT3mZAbN9cd0EiA9J6wAHmwNlzjP3iWJ4b60OnJlovdH4awnC80+bO+LpJPJ7LuLA+ZDolHc91v86ORvHgHZBs7Z0RKCA0IH5AyEOnW1yvvL5+FWpCjNrpjQbE9chGZEBGjRplRp5wkmmZfIQOaEY060MnJ1ovdH4akHC8pWuA2D2iAZFxYX3IdAp1vEXxoAHRcS5Ho4DQgPgBIQ+dbpV62U\/E2oXykjbN169CTYi92YDYfY9\/trPSgNh3QOyXc\/LcWB86NdF6ofPTgITjverWhWbL0uecDcYvJtCAyLiwPmQ6hTreonjQgOg404AUVC9UgfQFQ2hfiraPBbk2zeKDlb8PxaM33gGxOtkTFnviEm2VBsT+Nx\/Tl1aaoXjwBEs2QZKHTKfecIIlXQPE9oX1IePO+pDp1BvqI60nNCA6zjQgBdWLE5YOTKVeaVfwNIsP0oDoGCyfe7XZvmFD6UdxA9I8vt2MPeMsXcKUaNaHTkq0Xuj8UW95wivjXg+P5XOvMfbjEq4t\/vEO8sDzkLXQHUUeMrXqqQ8aEJnGqigUkPhOsEBkWMhDplP8islJxx6b++NXto1QPHrrHRCrUeXLq3EDYv+u\/fJY2ggIxYPzlawOyUOmU3y+mjZtmu6Hwuh6eKQtQli5BghPeIUwAh4\/OF\/JmNRTHzQgMo1VUSggNCAqDOVg8tDpFul11LvGJD5+ZTPGD6DSVkLx6M0GxL578+Lcq439X5cB8b375GIUigcP6LIKIQ+ZTkU3IFmfL6cB0XEOxTtqh\/OVjA9qvuIjWDL9a6JQQGhA\/ICQh063SK+JmzcmvkAZ\/4SkpoVQPHqzAbF6Rp\/kdRkQ+\/eDLr40l0\/yhuLBA7qsSshDplOoE1JfHpo1QHgHRM7cl4e8he5IzlcyxVA8aEBk+tOAeOpU9AOItluNNmEd\/MzTpSvwrm309FOMvQrvs6EmrPi+9HYDEl1BTTIgw4+eYkYcM8UHQdVvQvFotPoo4iM\/msFAHjK1fOsj7QMezW3jzdgzz67aAfLA8pBl3x1FHjLFfOsjKzsNSJZCCX9HAYk3xwKRASIPmU6VhnDAmtVm\/CsrEn9Yz9X3UDx6uwGx4tuv6Lz0xOMlDnYdkMotr0\/yhuLB+UpWh+Qh06noF7A0a4DYvrA+ZNxZHzKdil4fWb2gAclSiAbEU6Hqn6EnFHT+qDeNdADZ+3dPmbFvb3PyrefxK5swFI9GMCD2MY4n\/\/VKpwGx\/7GeO1GhDlCNWB+2T7wDkj79h6pzdDu++dfefadZ\/9hip0iuu5eNdPxgfWSfGvmOq+zMjXF+RQOiJb0rPtTA4oQlA0QeMp0qT0iHPHCfaR0yxPnDelfjDsWjEQyIBfDLf5pl+r+1teYOiP1bHp\/kDcWD85WsDslDplMoA+3LQ7MGiO0L60PG3ZeHLPvuKPKQKYbiQQMi078mCgUk3hALRAaIPGQ6RVF337LQDP7VQ84TXhtjV+K2j\/\/4bqF4NIoBufeGecbekYo\/ghXpX+8neUPx4HwlqxjykOlUdAOStgaIXcfHXjyo3FgfMu6sD5lORa+PrF7QgGQplPB3FohOOLRe6PxRbxvlAHLfv3\/DDHz2D84T3qbRraatY5YOcCw6FI9GMSB33n67sXekRu+7r1P3ej\/JG4pHo9QHWi90\/kabr9B6+ebXrAHCOyDyQ4ovD3kL3ZGcr2SKoXjQgMj0r4lCAYk3xAKRASIPmU5R1INf\/pLZ843XnQak5fDJZuSJU3UJaUDq1ssawnFvbknM0xs+CsD5SjYMOF\/JdCryFV7tGiA84ZUzZ33ItbKRaL1Q+fstWrSoq7Kr8+bNK\/2zo6NDp4AwesmSJaXISZMmCX\/hF4ZuB50\/6jV5yPiTh0ynKKrr+98t\/b\/Dhg2r+eGbkz9qdgwfoUsYiw7FY+bMmVUtL1iwoK79jv84VD9sO03bt5uj1v1v4v53vvcvzLb2A736F6ofnK9keMhDplMUhdbLJ7+9gDNo8SPOjtj5086j8Y31IePuw0OWuTqKPGSqoXjQgMj0r4lCAeGE5QeEPOS62c\/vvn3\/vU4D0jVggNl0\/EnyZAmRoXg0kgGxUv5Vvy5j+bi2nc3NZvOU47zYhOLBA7oMD3nIdCqyAdlr5Sul97ZcGw2Ijm9PXfjhfCXjhJqv+AiWTP+aKNQtqXhDfKRBBog8ZDrZKPvpyOd\/9tPSD+IvPdf7+d1oL0LxaJR3QCK9jn73gWbVrQsTYbpebJWQD8WD85WEBv6RiWgvyAPHQ7sGiN0T8sDxkGWujiIPmWqo4wcNiEx\/GhBPnUKdkKIKpBENof1yy5+XPe80IHmsOWETh+LRaAbErjuxfO7VZvuGDc6K830ZPRQPHtBlEyV5yHQq8vFjze23GbsSumtL+ow560PGnfUh06nI9SHpAQ2IRCVHDAtEJxxaL3T+RrmiGL04+dprrzkNSL2f3w01IUbtNKIBSbuyavvt8zI664PzlU4BWXSocYVuxye\/dg0QqygNSLHGFXn0LA8aEJn+vAPiqVOoE1KfA4hPl3r7hLV+8aNm7T13GZcByePzu6F4N7IByfq6js8ikawPXbWj9ULnb5QLJqHmEx8eL1x5udnZ2ekcWEnr9vT240eReegqvDuaPGSq+dSHJDMNiEQl3gHxVGn3z1ADONSE2CgHdPt+wZalzzkNSB6f3w3NoxHvgFgNI06uwrMLRNo7VZoNXX+NUh+hxi95aEYv\/pFOHx7aNUB4witn7sNDnn13JA2ITDUUDxoQmf41USgg8YZYIDJA5CHTKTpouu6A+L7g7Go5FI9GNSDWJOb5MnooHpyvZHVIHjKdimoIt61ebVbccL2zE\/0HDiw9JunaWB8y7qwPmU5FrQ\/p3tOASJWKxbFAdMKh9ULnb4QrvJUntXEDknbQ1JHujg7Fo1ENiNUwz5fRQ\/HgCZasWshDplNRT7C2vrTcrPzOt52daG4bb8aeeTYNiA5xVTTrQyceWi9UfhoQHedyNApIfHd4QJcBIo9sneznd9c\/trgUGDcgeX1+N9QJQ9ROIxuQPF9GZ31k10dlBFovdP5GuGBSZB7Ru3SuUZU2l\/J4LqtD1odMp1DHWxQPGhAdZxqQguqFKpBGMoT2kQH76IDLgOT1+V3phPjMM8+YU0891YwbN87ccsstZvjw4V4jq5ENSJ4vo7M+dMMLrRc6Pw0IlrfPGiB2j2hAZFxYHzKdpMdbXbbaaBQPGhBPMiggjXTCW+QrWJ7Ye+0BJH4yG78DktfndyUTom3bHojvuOMO84lPfIIGJOWRtbS1BjQvo3O+0lU8Wi90fhoQLO+0j0SkXcyhAZFxYX3IdJIcb3WZ3NEoHjQgnnRQQGhA\/ICQR7pudsEsezIbbZUGZMCwYaZ99hw\/4RN+lcRj8+bN5ktf+pL5j\/\/4j9IvaUC6BUzSK+1Zc\/u7MTNON\/aRj6yN9ZGlUPXf0Xqh89OAYHn7rAFi94gGRMaF9SHTiQZEp1Owl1PRAxidnwcQ3cAij3S94lfSKw2I7+raaS0+\/vjj5sADDzT77bdfOWzNmjVmzpw55vvf\/375v9GApBsQ+9e0l9Gl7+6wPoo1n5BH7+aR9gnetLvJNCAy7qwPmU40IDqdaECUenHCkgnGCStdp+VzrzH2MaxoqzQgeb\/\/YdvYuXOn6d+\/f6m5rq4u89BDD5kLL7zQ\/OY3v6naURqQbAOS9sKr\/bXk8TnWh2we6e0H9HgvefyQcdfWh88aIHZPyAPDQ5a1Noo8ZMpp60OW1Rg+giVVKhaHAsIDiB8Q8kjWzfUyc6UBkZzA+lCxxuOll14yX\/3qV81tt91m7ONXdvvIRz5iVq9ebV5++WU+grVL2LTxa1dbtqsuJ22SldFZH7oRjNYLnT\/qLU+wZNw1PNIei8x6nJU88uchy+iOIg+Zepr6kGXsjqIB0ahVEYsCQgPiB4Q8knWLv\/9hIyMD8q4JE3J\/\/yPakzfeeMOcdtpp5t577y39pyFDhphZs2aZs88+25x77rml\/847IN1qZY3fel9Gz8rvV3W1v+IBXaYkech0iqLQemny+64BYvvC+pBx1\/CQZaQBqUcnFA8aEE8qKCA0IH5AyCNZN9fJa2RADv7kyWbkiVP9RM\/4VaUBmTp1qrnsssvMYYcdZtatW1c2JjQgMgOS9TJ623mzTFNrayIR1oduiKP1QuePessTXhl3DY+0T\/BmvU9HHvnzkGWkAalHJ019aNqhAdGoVRGLAkID4geEPJJ1i7\/\/YSMjAzLxC7NFX1HyoWINyFe+8hUzffp087GPfaz8TkilMaEBkRkQG1XPyuisD90IRuuFzk8DguPtuwaI3SMaEBkX1odMpygKrRcqPw2IjnM5GgWEBsQPCHm4dUtazC4yIB\/95jzTf+BAP9E9f0UDUiucZPymnfhYhgfOnpPIUpLfE2fVz3iCJVORPGQ6FfEEK+0TvFmfxWZ9yLizPmQ6FbE+NHtOA6JRqyKWBaITDq0XOn9vvaKY9AUla0De2WeoOfrr1+pA5hBNA+JnQLJWRk\/7mhnrQzdw0Xqh8\/fW+SqJElovTf4VN1xvtq1e7dzVsWecZZrHtycONhoQWR1qeMgyuqPIQ6YeigcNiEz\/migUkHhDLBAZIPJw65S0Yq81INvaDzTHXniRTOAco2hA\/AyI\/VXa1Vd74mNPgFwb60M3gNF6ofPTgOB4p32C96CLL029o8zjuYwL60OmUxSF1guVnwZEx7kcjQJCA+IHhDzcutnPt9rPuMY3a0C2fujD5vizz\/ETXPCryrVAKsNpQPwNiOuLZpXZkj6pzPoQDNiKELRe6Pw0IBjeWZ\/EnnDFVakN04DIuLA+ZDrRgOh0yvzcpDJdYjh6AKPz8wCiGwnkUauXfUzAPi7g2qwB2XT8SWbq9Ok6oYXRdo2PZ555xkybNq3mFzQg\/gbEngC9OPdqp6m0WYcfPcWMOGZKTQOsD+HA3RWG1gudn8cPDO+0r9E1jW41bR2zaEB00jujWR86EdF6ofL3O+ecc7oqu\/rwww+X\/nnkkUfqFBBG2xMTux1wwAHCX\/iFodtB5496TR4y\/uRRq9O4rVvMezZtdAq4+q1Oc3f\/PWF16OIxf\/780r6kGZDoCqGMujELFy6sCj399NOlPxXFhRpXmnbeu3G9aX1rq3P\/O\/fY0zyy36iav2nyi4RJCOJ8JVOPPGQ6RVFovaT599vWad6\/\/g3nzq\/fq8n8dt8RqR1jfci4S3nIsiVHkYdMQRQPGhCZ\/jyge+pUtANInd0wvWnCev+GdWa\/zrecXf5d5zbz23570IBkDAjUxBtvVtPOkB3bzYdfX5u45\/YkyJ4MVW6a\/PXUSG+qj7R+ovVC54\/6Rh6y0Szl0b5ls2nfssmZdPngfczywUNoQGSSp0ZJedTbFOtDpiCKB98BkelfE4W6JRVviM+MygCRR61OSe9\/2MjlBx5kdgwf4XxESqZ4elQaDz6CVauddvxq1wTR5vcdA5yvZMqRh0ynKAqtlzS\/a1HXaB+THn+s7CnrQ8ZdykOWLTmKPGQKonjQgMj0pwHx1KloB5A6u9FrFpJKe\/\/DavDHSYeXpHC9o1GvRvb3NCA6FbUTfNLnlW2rrjVBtPl1e787mgd0mXLkIdOpaMePtK\/QZX2C1\/aF9SHjzvqQ6VS0+tDttTE0IFrFdsWzQHTCofVC549621sOIGknqM1t483vRo6mAREM4VDjStuOdk0QbX6BNM6Q3lIfWf1D64XO39vmq97CY\/nca4ytPddGA5JFUf531odcq6wLfrpM7mgUDxoQTzooIPHd4QFdBog8qnVKe1Sg5fDJ5ol3ur89wTsg6eMr1LjyaSdpjRfbo6bWVtN23u4v8vjkl1VedRTnK5lq5CHTKYpC6yXNn7YGSNYneG1fWB8y7lIesmzJUeQhUxDFgwZEpn9NFAoIDYgfEPKo1i3tSt2YGaebh\/70Ig2IYKiFGlc+7WjWBPHJL5CnJoQHdJlq5CHTqUgGJOuuIw2IjmlaNOtDpyVaL1R+GhAd53I0CggNiB8Q8titW9aB0q7We9f999OACIZaqHHl207ahwbsna6RJ04t9dI3v0CiqhAaEJli5CHTqUgGJG0NEPtY69gzz87sFOsjUyLOVzKJqqLQ8wkqPw2IB2we0PWioQZwqANU1E5vOIBsWfqcsY\/nuLZosaye5MGvYNWS8eWR9qjdgGEtxq6MzvmK81W0Bo9eifRf+I5b7X6g25HkT7vjOPiQQ429s5y19YbjR1YfQswnEh6S\/cyKIY8shbr\/juJBAyLTvyYKBSTeEAtEBog8duu09u47zfrHFjuFG3rYRDN6+imwCUViCGlA8jMgWV87sydF9uSI9SGbRyTjV5fJHU0eOhXReknyv\/7gA+aNhx5w7rjkE7z2hzyey7hLeMgypUeRh0xFFA8aEJn+NCCeOvGArhMuj0JfccP1xp6YujZrPqwJyaOdtJ6l5acByc+A2Ewr5l1vtq1x8w5lOKMe8YAuq3d0\/ZGHjIPm+JT20YeRJ5xkWiYfkdko6yNTolIA60Omk2b86jJWR6N40IB4UkEBie8OJywZIPLo1mlnZ6ex7wUkbfaRHPtoDlovdP6of\/vvv39VV1999VXZgBFGhepHPe2kfXLZdjPEOz884RUOqF1h9fDWtMTjh0wtCY961wCxe0Ie+fGQZUqPIg+ZipL6kGWqjqIB8VGNDl2tGmoAh7oC0FtOsNJelLQL1NmTUbs1Cg8akGzTae96\/frPq0rcUZ9d7i31IZ24GqU+eIIlIy7hnfbBB\/vJa\/vp66yNPLIU6v67hIcsEw1IHjqheNCAeNJBAYnvDicsGSDy6NYp7Tnlyhcl0Xqh80ejggakW4m0x0Ms96eGDKUBkU0lQU6AQtUHjx8y6BIe9a4BYveEPPLjIctEA5KHTpL68GmHBsRHNTp0tWqoARztCDp\/1E7RDyBpjwlUPqeM1gudnwakugSz1gT50\/95v9nZ3Mw7IMKZCz1+0fl7y3wlxAG\/Ip7FI+3O8oBhw0z77DmirhT9+CHqRIDznywe0v3MiiOPLIW6\/47iQQMi078mCgUk3hALRAaIPLp1SrtKV\/mYAFovdH4akNq6SHtE5OURI8229gNpQGTTCeyAywsmQgCxMPR8kpU\/7dPm0jVAbJd4PJfxz+Ihy5IdRR7ZGtGAyDSqikIPYHR+XsHSQScPU\/rylf0CVtJWuVIvWi90fhqQWsppa4K82tlpthx1NA2IcFpBj190fh4\/hKB3hWXxSHu0tXLBz6xWecKbpVD337N4yLJkR5FHtkZIHrwDItO\/JooFohMOrRc6f284oKd9DSl+lQ6tFzo\/DUht\/aU9JvLaa6+ZLR872px4WvZiabrKro7mAV2mXqj6II98eKSZe+kaIHZPyCMfHrIs2VHkka0RDYhMo6oo9ASPzt8bTng1WNB6ofP3Bh5pLyLHD5JovdD5aUDc1bd87tVm+4YNNX+0BsQ+gnXshRdpylYdywO6TLJQ9UEe+fDI4xO8NCAyFsgT3vgesD5kTFDzFe+AyPSviUIBYYH4ASEPU1r\/w64D4trGnnGWaR7fXv4TWi90fhoQd52svftOs\/6xxU4DYl9C\/6tvJD+i51d51b\/iAV2mYqj6II98eOTxCV4aEBkLGhC5TlEkej5B5acB0bMu\/QIFhAbED0hf57F9w3qzfO41ieLZ9T\/sOiC9fcKKd5Cf4a1WJOk9IHsHxG5\/+eWLq4yoX7Ul\/4onvDJF+\/p8JVNpdxRar6z8eXyClwZETj2LhzxTeiTnK5mSKB40IDL9a6JQQGhA\/ID0dR5pn2FtGt1q2jpmVQmL1gudP+oMDUhtvayYd73ZtmZ11R8iA\/Ke408wdmFC1MYDukzZUPVBHvXzSPu4h+YTvDQgMhY2ivUh1yqEXigeNCA6zuVoFBAaED8gfZ1H0qM3Vk3XV1rQeqHz04Ak14nrYwSRAWk94ABj74ahNp7wypQNVR\/kUT+PtI87aD7BSwMiYxHihDraE9aHjAlqvqIBkelfE4UCQgPiB6Sv87Cf37VX6lybveI99LCJVX9C64XOTwOSXCeux\/EiAzJq1CgzZsbpxq6Ojth4QJepGqo+yKN+Hmmf4LXzquaOInnUz0OWQRZFHjKdUPMVDYhMfxoQT52in6EGcKj8Rb9ikvaMcvvsL5oBw1poQDzGMHrcosZv\/Ks9lQbEmg9rQhAbD+gyVUONK\/Kon0fa3WXNJ3jtnpBH\/TxkGWRR5CHTCTVf0YDI9KcB8dQJdYIV3x1UgcTbKeKElfaIgH3x3PXIDVovdP6IC98BcRdm\/J2gSgNifxH\/KEGd5V3+eRHrw6dv6PGLzl\/0CyZaJmi90vKnfYJXezeR9SEjj+bN+pBxQJ+\/9Vu0aFFX5a7Mmzev9M+Ojg7dHgqjlyxZUoqcNGmS8Bd+Yeh20PmjXpOHjH9f5tG0\/EUz8Nk\/OIXaMXyEeXPyR2v+htYLnT\/q0MyZM6v6tmDBAtmAEUaF6kfe7fTbvt3s8993lXu5YdfaIMOGDSv9t7c+MNG8PXacUAV5GOcrmVZ5805qlTzq5zHkgftM\/61bnYns3GrnWOlGHjKlWB8ynaIotF6o\/DQgOs7laBSQ+O5wwpIB6ss89v7dU2avla84hdr2noNN54SDaUBkwyi4TsgDSPNvnjADdn0NK25A3hk61Gw56mhPVZJ\/xvlKJmlfnq9kClVHofVKyz\/05z9L3OWN0z6p6g7rQyYXmne0F+TRszz4CJZM\/5oo3iLUCYfWC50\/6m0Rb6Hb9T\/si8euLekRAbRe6PxRX\/kIVnIdbln6nFl168JSQPwRLPvfXO8G6aq6NrqI9eHTJ\/T4Recv8nzVm3ikfYI36fHWtP6xPmT0WR8ynaIotF6o\/DQgOs7laBSQ+O5wwpIB6qs87MrndpXepC3pWX+0Xuj8NCCyuohWcHYZkJEnnGRaJh8hSySM4nwlEypUfZBHfTzy\/ASv3RPyqI+H7NfyKPKQaYWar2hAZPrXRKGA0ID4AemrPNIOkGmLZKH1QuenAZHVyZrbbzP2hXSXAbFfRrN3QfLceECXqRmqPsijPh55foKXBkTGwkaxPuRahdALxYMGRMeZd0AKqhcPAftZAAAgAElEQVSqQIpuCNMOkGmfW0Xrhc5PAyIrxOgREpcBsRnazptlmlpbZckEUTzhFYjEEyyZSBVR6PkkKX\/a\/Kr9BC8NiBw7mne0J5yvZExQPGhAZPrzDoinTtHPUAM4VP6iTlj2GX\/7rL9rS3vEplF48B2Q7MJcPvdq8+dly0qBdiHCyq3l8Mlm5IlTs5MII3hAlwmFrr+izlcydWqj0Hol5c\/zE7w0IHL6aN6sDzkLG4niQQOi41CORgGJ7w4P6DJAfZVH9Iy\/S6WxZ5xlmse3OwVE64XOH3WKBiS7PuxCas\/\/7KdOA5L3Y1icr7J5IA\/oPH7I9I9HJc1XK2643ti7iNr5NWkvWB8yPqGOH+TRszxoQGT610SxQHTCofVC5y\/iFRP75Sv7BaykbcIVVyX+Da0XOj8NiLz+7Dh5bM7\/dRoQ+x+1i6mltcwDuoxLqPogj\/p4LLvkosQEPot5kkd9PGS\/lkeRh0wr1HxFAyLTnwbEU6foZ6gBHCp\/EQ1I5WdW43iaRreato5ZNCAFH7ehxu9D\/\/cCs8emjTWPYNn2hx420YyefkqdSnX\/nAd0mYzo+bCI85VMGXcUWi9X\/nou8CT1lfUhGwVo3qwPGQf08YkGRMehHM0C0QmH1gudv4gTln20Zv1ji50gsk4q0Xqh80ed5iNYsjq879+\/YQY++wenAfFZz4AnWDLdk6JC1QdPeGWcXDzy\/gQvDbqMhY1ifci1CqEXigcNiI4zDUhB9UIVSLy7RTqgp70gaa9oWxPSUydAoXjQgMgK8q4f\/cgMeeA+pwGxGfJ6DKtI9SFTpjhX3OvZXxrC+tRzzVfrFz9q1t5zlzNx2hcG0\/aE9SHjFOr4QR49y4MGRKZ\/TRQLRCccWi90\/qi3RZqw0p5Pzvq8KlovdH7eAdHX3+BfPWT233ug84dZd8ykrRWpPqT77IpDj190\/iLOV72NR96f4LX9Z33IRgHrQ6ZTFIXWC5WfBkTHuRyNAlLkK+6eUpV+htYLnb9oB\/RofYckJmkvoDcSD94BkVWlrY+9Vr5i2lavcv4gr8eweIIl52Ejp02bJvuBZxR5yIRzHT\/qucOc1Cp5+POQ\/VIXRR4yvVDnVzQgMv1rolBAaED8gPQ1HnZ1a7vKtWtrbhtvxp55dqqQaL3Q+aPO0YDI6sXy6Ld9uzno6ScTf5DHY1g8oMt50IDItOqpCyZ5f4LX9oP1IWMe6vhBHj3LgwZEpj8NiKdO0c\/QEwo6f9SPokxY1nxYE+LaJCv0ovVC56cB0RVkxGPi5o2JC1f6PtdeuSdFqQ+dOrXR6PGLzl+0+ao38sj7E7w0IPJRwPqQa9VTBl23h+5oGhBPFVkgOuHQeqHzF+2AnnZ1TnIlG60XOj8NiF\/9HfWuMYl3zmxGn7UNaEB0LEKcMBRtvtIrVP0L9HwSz7+zs9PYRV6TtqxHXJN+R4MuGwlo3qwPGYcoCsWDBkTHoRyNAhLfHU5YMkB9jUfa1bn22V80doXrtA2tFzo\/DYisLuIHkJOOPTb1xCrr62lZrXK+ylKo+++h6oM8\/HggPsFr94Q8\/HjIfqWPIg+ZZqj5igZEpn9NFAoIDYgfkL7EI+3gKH2ZGK0XOj8NiK5OKnmsunUh7DEsHtBlXELVB3n48aj3HbukVsnDj4fsV\/oo8pBphpqvaEBk+tOAeOoUvwKL+uoLqkCKaAjTvk8veQE9xBXYUDz4ErqsMCt5pJ1c2Wz1PIbFA7qeh+wXflHkIdMtPl8hPsHLOyAyFiGOT9GesD5kTFDHcxoQmf40IJ460YDohJMUetoK6JIX0ENM8JJ+6JRxR9OAyFSs5JH1fHs9j2HxgK7nIfuFXxR5yHSLz1dpdwlHnnCSaZl8hCxxLIo8ZLKFOn6QR8\/yoAGR6U8D4qkTDYhOOMnEm\/Z9eskL6DQgciYSHvJsyZHoduL5076iVs\/XsHhAl40GNG9e4ZVxSDo+pc2xY884yzSPb9c1sCua9SGTjfUh06m3n1\/RgOg4l6NZIDrh0Hqh8xfpgF7vC+g0IPKxG2pcoduJ59+y9Dljr\/Imbb6PYfEESza20LyLNF\/JFEmPQusVz5\/HHOvqEetDNhrQvFkfMg5og0MDouNAA1JQvfrKhJW2Arr0BXQaEPkgDjWu0O248tvPjNrHsVyb72MmPMGSjS00b55gyTi4TrC2b1hvls+9JjGB7yd4bULWh4wL60OmE9ogoPP3W7RoUVdlV+fNm1f6Z0dHh04BYfSSJUtKkZMmTRL+wi8M3Q46f9Rr8pDx7ys89lr5itn7d+4FCHcMH2HenPxRkWBovdD5o07OnDmzqr8LFiwQ9V8aFKof6HZc+e04suPJtb0zdKjZctTRUpnKcZyvZJKhefP4IeMQRVXy2PON182gxY84E2jmWFcC1oeMC+tDppNr\/Op+KYtG8aABkelfE4UCEm+IE5YMUF\/hMfDZP5im5S86RdnWfqDpfO9fiARD64XOTwMiwlwOcvEYsGa1af7NE4mJNk85zuxsblY1xPlKJleo+iAPPQ87v9p51rVtH91qtn7ow7KkjijykEnH+pDp1OsNSFdXV9UdEN4ilIHnLUKZTlEUWi90\/qgfPV0faS9Har5ehNYLnT\/iwa9gyeowiUfej2H1dH3I1MiOQo9fdP6izFfZSssi0HpV5kd9gtf2lPVRDN6sDxkH9Pkb3wHRcShHoydEFogOTF\/hkfZyZNt5s0xTa6tIOLRe6Pw0ICLMmfNV2tew7FiyY0qz8QRLplao+iAPPY+8LvK4WiYPPQ\/ZL\/yiyEOmG2q+ogGR6V8ThQISb4gFIgPUF3ikvYBuVdK8HInWC52fBkRWF1lXsLK+htU++4tmwLAWcWOcr2RShaoP8tDzsC+g2xfRXVs9n+C1+chDz0P2C78o8pDphpqvaEBk+tOAeOqUdQJUZ9ryz1EFUiRDmHayKF0BvdF48BEsWQWl1cfyuVeb7Rs2OBNpv4bFA3r9PGQZZFHkIdOpsj7S7jJrLvK4WiYPPQ\/ZL\/yiyEOmG+r8igZEpj8NiKdOjXbC25MTVtqzyS2HTzYjT5wqpoSaUELxjtqhAZEhT+O99u47zfrHFjsTaR\/D6sn6kCkhi2qU+iAPHe\/j\/vIvzYobrnf+SPOZ86RWyUPHY9q0abIfeEaRh0w41HxIAyLTnwbEU6dQJ6SoAol3uycnrDyfTUbrhc5PA6IryDQeWY\/2ad4t6sn60CmSHo0ev+j8Ue\/IQzYqIh5Hv\/vAxAU6tXeZXS2Th44HDUgx9ELNVzQgMr40IJ460YDohEsr9LQvFmmfTUZNKKF404DkN65sprTHsDR313iCJeOCrj8aEBmH+Hx1+KBm88ZDDzh\/PPSwicZ+abCejfUhU4\/1IdMp1PEWxYMGRMe5HI0CUqQr7p7SOH+G1gudv6cP6HmvzovWC52fBkRXnVk80h7Dsi+h25fRJRtPsCQqGZPFQ5YlO4o8sjWyERGPD23fZjY+7V7odfjRU8yIY6bIEiZEkYdMPtaHTCcaEJ1OwSZe9ABG5+\/pE14l1sxwtF7o\/D3NI+0F9KbRraatQ\/e5VLRe6Pw0IJklVxWQxSOvx7B4giXjksVDliU7ijyyNao0IB9Yu8ZsXfGS80fau8yuJOSh48FHsIqhF2q+4h0QGd+aKBSQeEOcsGSAGp1H2gvoPo8GoPVC56cBkdWF5gpZHo9hcb6ScQlVH+Sh43HwM0+bnZ2dzh9p3oVKapU8dDxoQIqhF2q+ogGR8aUB8dRJcwJUTxOoAimKIUx7AV37qdTKK36oCT4UD34FS1Y1Eh55PIbFE6z8eMgypUeRh0xFWx\/9tm83Bz39ZOIP6v0Er01MHnIeNhJ1fIr2gjx6lgcNiEx\/GhBPnWhAdMIlnSjmvTiW5IRUt+fV0ej8UWs0IDJKEh5Z7xlJrgDzgJ4fD1kmGpA8dLL1secbr5v2F19wpvN5zNWViPUhoyWZr2SZWB956ITiQQPiSQcFJL47nLBkgBqZh30kwH4BK2nzuTKH1gudnwZEVhfaCwAr5l1vtq1Z7Uwu+RoW5ysZl1D1QR5yHnutfMW0rV7l\/EEen+C1iclDzsNG8g5IMfRCzVc0IDK+NVEoIDQgfkAamcfWl5abld\/5dq5X5tB6ofPTgOjqRMpj\/eJHzdp77nImlyzExhMsGRcpD1m25CjykCloeQxc9rwZt3G98wd5fAGLBkTGwkaxPuRahdALxYMGRMe5HI0CQgPiB6SReaS9gD74kEPNmBmnq0VD64XOTwOiQy7lkfUYlh1rdswlbTzhlXGR8pBlowGpVyfLo\/k3T5h3de10pvJ5z86ViPUhI8X6kOkURaH1QuWnAdFxpgEpqF6oAimCIVx160JjP8Pr2nyvzKH1QuenAdEVooZH2mNYWV9c4wmWjIuGhyyjO4o8ZOpZHoN\/\/ZDZf+BA5w\/y+ASvTUwech42ko9gFUMv1HxFAyLjWxOFAlKEE15PSVJ\/htYLnT\/qXE8cQFbccL2x6zS4Nt8DI1ovdH4aEF2VanjU8xhWT9SHTglZtEYvWcbqKHT+npyvfPTI+g1aL5t\/6M9\/ZkaNGuXclYMuvtTYRxDr3VgfMgXRvFkfMg5RFIoHDYiOQzkaBYQGxA9II\/NYdslFiaL4HhjReqHz04Do6kTDo57HsHiCJeOi4SHL6I4iD5l6d\/3oR2bIA\/clGhCfD324WiYPGQ\/Wh0wntEFA56cB0XGmASmoXo06YaW9gC55KTgJF1ovdH4aEF0hann4PobFEywZFy0PWdbaKPKQKXfPd282gxY\/4jQgeX0By+4Jech4sD5kOqENAjo\/DYiOMw1IQfVq1Alr49NPmTW33+ZUvZ4DI1ovdH4aEF0hann4PobFEywZFy0PWVYaEF+d7v\/6Nabpj887DYjvhz54B8SXBr+CpVUOPZ+g8tOAaEnvikcBie8OD+gyQI3KI+0LWJJ1GXgHRDZ+ekon9BUm3\/y+j2FxvpKNt0adr2S910eh9br\/a1eZpuUvOg2I74c+aED0nH3nK9+WOF\/JlEPVHw2ITP+aKBQQGhA\/II3KY+VNN5qtK15yijJ6+inGfpXIZ0Prhc4f9Zkrocvo+\/DweQyLB3QcD1nm6ijykKn24Je\/VFoJ3fUSetanp2UtdEeRh0wtn\/lKlpn14aMTigcNiA8NLpSjVg01gBv9ioldAd2uhO7afL+AZXM1Cg8aEFkp+vD2eQyLJ1g4HrLMPMHy0emX\/zzL9N+61WlA6plneUHRhwb++BTtFecrGR+f44ckMw2IRCVHDAoIJyw\/II3IwxoPa0CStnq+zILWC50\/0oQGRFYvPjx8HsPiAR3HQ5aZBsRHp1+fc2bpZ647IPXMszye+9CgAdGq5jO\/a9pA5e+3aNGirsodmTdvXumfHR0dmv0Txy5ZsqQUO2nSJPFvfALR7aDzR30mDxn9RuRhHwmwX2ZxbTv3bjabP36cTBxHFFovdP6oSzNnzqzq3YIFC7w1cf0wVD\/Q7fjmH\/yrh8wemzY6NX177Djz1geqHwHkfCUbfr48ZNl3R5FHtmJ2nt1+952lwGHDhlX9oN55Nt46eWTzsBGsD5lOURRaL1R+GhAd53I0CggnLD8gjcjDvhQ58Nk\/OAXZPrrVbP3Qh\/3ECjDBh+JBAyIbAr480sZg14ABZtPxJ1XtAE+wsDxk2WlANDoNWLPavH3\/vU4DsmP4CPPm5I9q0qXGsj5kUvrOV7LsrA+tTigefARLS2JXPOqWVHx3+EiDDFAj8rCf37Wf4XVt9X6ZBa0XOn+kCR\/BwtaH9jEszldYHrLsu6PII1sx+6XB5354aykw\/ghWPV8adLVMHtk8bESo4wd59CwPGhCZ\/jVRLBCdcGi90Pmj3oacsNK+gFXvl1nQeqHz04CEqz\/N17BC1odOAV00evyi8\/fEfKVTWBeN1Mte6Pnjf9\/jNCD1XujhBUUd5ygaybtyjzhfyfigeNCAyPSnAfHUKdSEgiqQnjyALLvkokTV286bZZpaW72poPVC56cB0aGvh4fma1g8oMu41MND1kJ3FHlkq2Uv9Lz0xONOA5LnF7DII5tFqPMFGnQ5CxuJmq9oQHQcytEoID15wusphehnaL3Q+UNPWMcf+VGzfO41idrW+2UWtF7o\/DQgorLLZb7SPIbFE14Zl1D1QR7ZPOyFntdee81pQNpnf9EMGNaSnUQYQR4yoVgfMp1CGTYUDxoQHedcDuiaJjlhydRCFUhPGcKj332gWXXrQmfnm9vGm7Fnni0TJiEKrRc6Pw2IDn+9PKSPYXG+knGpl4esFd4BydIpMtdJBqTeCz09dfyYNm1aVtfr+jt6\/KLzh76gSB7u4UYD4lmGLBCdcGi90PlDT1iHD2o2bzz0gFNku\/q5XQW9ng2tFzo\/DYiOfr08pI9h0YDIuNTLQ9YKDUiWTltfWm5WfufbzjsgeVzooQHJIuD+O+tDpxtaL1R+GhAd53I0CggnLD8gjcZj4uaNZsvS55xijDzhJNMy+Qg\/oXb9Cq0XOj8NiA5\/vTykj2HRgMi41MtD1goNSJZO9gtY9kKP6w5IHhd6eDzPIkAD4qdQ9a\/Q8wkqPw2IJ30UEE5YfkAajcdfrFxhtq1e7RQjjxcj0Xqh89OA6OokDx6Sx7BoQGRc8uAhaYk80lWKPnXuMiB5fwHL7gl5SEYt7qVnnl\/J9I9HoeYrGhA\/HrCvArBA\/ICgCqSneLxnyWOJQhx08aWm\/8CBfkLxDohKt1DjCt1OHvklj2HxBEs2vPLgIWmJPNJVij517jIgeVzo6anjB985kFQHDaFMJZwhpAGREojF8QCiEw6tFzp\/1NsQB\/Q933jdtL\/4glNgazysAal3Q+uFzs87ILoRkAcPyWNYs7\/x76Udmz9\/vm4HhdF59EPSFLoddP6Q85Vtq7ee8EafOncZkLy\/gGV1CnH86M08onHL+pDMUrtj0Hqh8tOA6DiXo1FAeMXED0gj8dhr5SumbfUqpxB5vRiJ1gudnwZEVyd58ch6DOtf7r2fBkSAJi8eWU3xhDdZoUpD7TIgeX8BiwYka7SGO6GmQZezsJGo+YoGRMeBBqSgeqEKpCcM4cBlz5txG9c7lc7ruWS0Xuj8NCC6QsyLR9ZjWF9\/pds48w5IOp+8eGSNAhqQZIWiL2DZiLgBaRrdato6ZmXJq\/47ecgkY33IdIqi0Hqh8tOA6DjTgBRUL1SB9IQBGbT4ETNmzz2cStvP79qvs9S7ofVC56cB0Y2AvHhkPYb1\/ZWrzP82DaQBycCTF4+sUcAT3mSFoi9guQzI4EMONWNmnJ4lr\/rv5CGTjPUh04kGRKcT7FZOfDfQAxidP+oPJyzZAGskHvv8911m9L77Ojue14uRaL3Q+WlAZHWBOEClPYZ17wt\/Ms8ObaEBoQHRDdAe0Cv6ApbLgOR1p7knLmDZNnvrOzmI+SptaPH8SlamqOM574DI9K+JQgHhhOUHpFF43Hn77cYakFGjRjmFyOu5ZLRe6Pw0ILo6yZNH2mNYT\/3P\/5hfjmylAemBE2pXkzzBSgYRfQHLZUDs3Q97FyTvjTxkiuY5X9GAyDRPi0LxoAHxZIMCQgPiB6RReNzz3ZuNfQTLZUDyfC4ZrRc6Pw2Irk7y5JH2GNYzzzxjft8y3Hz1uwt0OyiMzrMfPXHA5RVeIehYGIL7C1debnZ2dpZair8D0nbeLNPU2uq3sym\/ogGRSYrgTYMu094VheJBA+LJBAWEBsQPSKPwuP\/r15imPz7vNCB5PpeM1gudnwZEVyd580h6DMsakNV7N5vzf\/hj3Q4Ko\/PuR1Kz6HbQ+aN+8YTXTdgaD2tAoi1uQPK608zjubCwAxhOGhA\/FvZXqPmKBsSTCQoIJyw\/II3C4xdXXGbsZ3hdd0DyfC4ZrRc6Pw2Irk7y5pH0GJY1IDv69zd\/+9NFuh0URufdDxoQofAJYb2VR+UXsGzXKg1InneaeTz3G1+hxhUNuowPigcNiEz\/migUEE5YfkAahceDX\/6SsQsRugxIns8lo\/VC56cB0dVJ3jySHsOyBsRuJ3ztasgz9Hn3gwZEN47i0b2VR9xAVxqQPO8083juN75CjSsaEBkfFA8aEJn+NCCeOkU\/Qw3gUPmjdtAT1q86zjX9tm93GpA8n0tuFB77779\/1ch89dVX6xyp1T9H6xRq\/CL6UfkSb9SPyIAcOfPvjP1kdN4boh+ufUS3g84far4K1Y+821l7951m\/WOLy+grDUied5ppQPxmgLx5J+0F+ngeqh\/odlD5aUD86gP2TBwnLD8gqAIJycM+l\/zI+R2lJl13QPJ8LhmtFzp\/xIUGRFYvCB4bn37K2E+ZVm6RAfnApEnmoIsvle2cIgrRDxoQBYBYaG\/lETfPlQYkzzvNIY8ftq3eyiOuU6h+0IDIah\/FgwZEpn9NFAoIJyw\/II3Awz6X\/OS\/Xuk0IHk\/l4zWC52fBkRXJwge8Rd57R5FBuR973tfaSG3vD9liugHDYhuLFVG91YelV\/Asv2pNCB53mnm8dxvbIUaVzQgMj4oHv1aW1u7Kndh48aNpX8OHTpUtmfKqM5dn70bOHCg8pe6cHQ76PxRb8lDxr0ReEwaMtgcM3RIqcP9+\/ev6vgLb3Wan\/zvGzIxBFFovdD5oy5GJw7Rv5PWTxFI4gwJ1Q90O6j8n9pvuDlo791z+Y4dO0o67rnnnuYPb241P39jva\/05JGDcjx+1Io4sH9\/c8G7qj+xu3PnzvK8e9Urq3JQ3p2CPGTSouareOvk0bM8aEBk+tdEsUB0wqH1QucPYQiPbRlqPjio2WlAHt642Ty8cZNO9JRotF7o\/DQguqGA4vG+Qc1m6vCW8s5UGpBtXV1m7sp838lB9SOuJroddP4Q85VtI1Q\/8mzngIFN5rSRI6qQRwbk9XfeMd9evVZXXIponvDKxMqTd1qL5NGzPGhAZPrTgHjqFP0MPaGg84c4oJ8+aj\/zrgF7Og3Iba+vM3\/c+ladFHb\/HK0XOj8NiG4ooHjEryZXGhC7h71t3HK+Ksa4QhpCe6f54y3VT3hEBuTP23eYha\/9r04ERTRPeGVioeareOvk0bM8aEBk+tOAeOrEA7pcuNlj9zcDurqfiIw\/gnXL2tfNy53b5MkyItETPDo\/DYhuKCB5VD6GFTcgeT+GhexHpaLodtD5Q1wwsW2E6kee7dg7zR8aMriqgCID8ujmN3O908wTXt08Fep8gfWh45Jn\/VW2zJfQdRzK0aiXcuK7w5ekZIB6O4\/ohd74irxR7\/P8ApbNidYLnT\/ShV\/B6vn6qPwaVuVL6CUjPXBgrl\/DCjWu0O2g80ejgseP2vpwfT46mnff\/w8dZuhhE\/9\/9r4E3Kuqan+jXhkc4Dog6B8FzED9KodEBdOUMgf4SrMstfgcH5Ow0iTLT8u59EFLxTI1pdSyjJLPIU0zU3BKzUrEVERJQZNJFEFU\/s86eC7nnnuGtc7vvPvu373veZ4e07t\/a531vnvtvd+zJ11SVShFPnSgMT90OMWl0Hih7FOA2HimAAkUL1SC+BKE8c28WQKkpV8\/N\/TkiRWRz\/4ZGi+0fQoQW3VA8pE8DSstQOQt6zwNCxlHElG0H7R9CpD8\/EifgCUl43b3o98+zfUZMtSWXIbSFCA6sJgfOpwoQGw4wb+8Njshvga8vnDy5afZG6z4Zt4sAdJn8BA36OhjjZlWXByNF9o+BYitOqD5eOmG69wbT81sdwxv\/IbyRbmuSwnRcbC9CqteIfh4+vTvdAgybnf3\/OnVNgCMpSlAdID5ynPy0bl8cAZEh3+HUkwQG3BovND20V8UX\/vT3W7BPXe3O48+9om4mReNF9o+BUhY+Rcvw8qaAalzGZaveoX2g7aPbq8QwqCoRteFVzzTnPYlAuS93n3cx390qS2xjKU54NUBVhffZd7IRxlCq\/+O4oMCRIc\/BUhFnHx1VKgESYeNarDidclZMyDy9bjudclovND2KUBsCYnmI16GlSVA5E3rWoaFjoPtVVj1qm4+kvuVkpFKu\/vOxpu4fc7\/gQ0AY2lU\/1E3TmVhofMQbZ8CvYzh9n9H8UEBYuOhrTSKEF8DXjZY1YhHdSCzJ13oVi5elDkDMuioY2pfl4yuv2j7FCC2+uuDD1mGNePGX0UvJjehJ5+6lmH5iAP5xc93u4tqr3zHURfvr952i1v0wIwOySMCZMUHh7tPfvMUW2IZS5MPHWB18V3mjXyUIbT67yg+vAuQZ5991j311FNu7NixusgrlkIB5rvh\/ctf\/hLdSv+Rj3ykIhLFP0Pj5AsvX3Hccccdbsstt3TbbrttrXzE65KzZkDqPgEL2aD44psCxFb9fOSHfF3+xxU\/dr1793brr9\/+mNO6lmH5iKMr5Qf7j\/Z5knUClpSQdvetHXZynzphvC2xjKUfeught2LFCrfnnnsaf6krzvzQ4RSXEgEyatQo9+Uvf9n2Q2Vp8lEMlHcBIq8jZ26n7zlQ8qkuhiYebV8daIMFfcWB9oO2H8Ms52H36tWrQdTb\/zy5LjktQBAnYHWlARaP4dVVRR\/5Icuwnj77e7ltex3LsHzE0ZXyQ1c7qpdqNj6yTsCKBcgbe+3tDjj8iOpgBPDLZuMjDzJfcVxyySXuyCOPdBtssAGEPV9xoP2g7HeKAIEwnTKKAix2g7bvAyMfHa0vvJqZj+S65LQAQZyA5YN34WP33Xd3m2yyCbQqU4Do4PWVH\/FpWFlvVccyLF9xoP2g7etqReOlfMVRhx9Z4ipLXbMeaXeXjP0MfGVG44gXW6gDJ807ov2g7ccxzp492w0dijt22VccaD8o+zAB8uabb0brxqZOneruvvtut3DhQjds2LBoUHLYYYdFU5A9e\/bU1PVKZVCAoQfUMjs0c+ZMd+ONN7q77rrLPfjgg5HLrbbayu26667uoIMOihrJ9dZbrxIu6R+hcULj5ct+Eje57fm73\/2uO++889x1113nDj\/88JBq6IUAACAASURBVIa4iE\/AEiNpAYI4AcuHAHnppZfcFltsEeEidVqWHvzqV79ysoTt6aefdhtttJEbPXq0O\/jggxuqzxQguqrnK89FTM\/77W8ijmW57Y477thWD+pYhuUrDrQflH32H\/n5kHcClvzi5beWO5kBqXtp+KpVq9ysWbPcDTfc4G699Vb3+OOPR1\/bR4wY4fbdd1\/3hS98IVrSW9eDqle+xw2+4ojjkn5XlmPdfPPN0T8vvvjiaClpo4+vONB+UPYhAuSxxx5zJ554ops+fXouf2PGjHEXXnihGz58eKMcZ\/4eBRhywPuf\/\/zHnXrqqe5nP\/tZISa7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\" y=\"-250\"><\/image> <\/g> <\/svg><\/span><\/p><p> <\/p>","options":["<span class=\"math-tex\">$y=-x^3+3x^2+2$<\/span>","<span class=\"math-tex\">$y=x^3-3x+2$<\/span>","<span class=\"math-tex\">$y=-x^4+2x^2-2$<\/span>","<span class=\"math-tex\">$y=x^3-3x^2+2$<\/span>"],"correct":"4","answer":"<p>Kho\u1ea3ng <span class=\"math-tex\">$(2;+\\infty)$<\/span> \u0111\u1ed3 th\u1ecb \u0111i lên <span class=\"math-tex\">$\\Rightarrow$<\/span> a > 0 nên lo\u1ea1i \u0111áp án 1 và 3<\/p><p>Ta th\u1ea5y \u0111\u1ed3 th\u1ecb \u0111\u1ea1i c\u1ef1c tr\u1ecb t\u1ea1i x = 0 và x = 2 <\/p><p>Xét \u0111áp án 2: <span class=\"math-tex\">$y^{,}=3x^2-3$<\/span><\/p><p><span class=\"math-tex\">$y^{,}=0\\Leftrightarrow x=1 \\sqcup x=-1$<\/span> nên lo\u1ea1i 2<\/p><p>V\u1eady \u0111áp án 4 \u0111úng<\/p>","type":"choose","user_id":"108","test":"0","date":"2020-03-03 10:01:06"},{"id":"3","test_id":"189","question":"<p>Cho hàm s\u1ed1 <span class=\"math-tex\">$y=\\frac{2x-1}{3x+2}$<\/span> có \u0111\u1ed3 th\u1ecb (C). M\u1ec7nh \u0111\u1ec1 nào d\u01b0\u1edbi \u0111ây \u0111úng?<\/p>","options":["(C) có ti\u1ec7m c\u1eadn \u0111\u1ee9ng <span class=\"math-tex\">$x=\\frac{2}{3}$<\/span>","(C) có ti\u1ec7m c\u1eadn \u0111\u1ee9ng <span class=\"math-tex\">$x=-\\frac{2}{3}$<\/span>","(C) có ti\u1ec7m c\u1eadn ngang <span class=\"math-tex\">$y=\\frac{1}{2}$<\/span>","(C) có ti\u1ec7m c\u1eadn ngang <span class=\"math-tex\">$y=-\\frac{2}{3}$<\/span>"],"correct":"2","answer":"<p>Tìm ti\u1ec7m c\u1eadn \u0111\u1ee9ng: <span class=\"math-tex\">$3x+2=0\\Leftrightarrow x=-\\frac{2}{3}$<\/span> <\/p><p>v\u1eady \u0111áp án 2 \u0111úng<\/p><p>Tìm ti\u1ec7m c\u1eadn \u0111\u1ee9ng <span class=\"math-tex\">$\\lim_{x \\rightarrow \\pm\\infty}\\frac{2x-1}{3x+2}=\\frac{2}{3}$<\/span> <\/p>","type":"choose","user_id":"108","test":"0","date":"2020-03-03 20:12:51"}]}