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HomeLớp 9Toán lớp 9 - Sách Kết nối tri thứcBài 14. Cung và dây của một đường trònBài tập cơ bản
{"common":{"save":0,"post_id":"7910","level":1,"total":10,"point":10,"point_extra":0},"segment":[{"id":"8205","post_id":"7910","mon_id":"1159278","chapter_id":"1159329","question":"<p>\u0110i\u1ec1n v&agrave;o ch\u1ed7 ch\u1ea5m: &ldquo;\u0110o\u1ea1n th\u1eb3ng n\u1ed1i hai \u0111i\u1ec3m t&ugrave;y &yacute; c\u1ee7a&nbsp;m\u1ed9t \u0111\u01b0\u1eddng tr&ograve;n g\u1ecdi l&agrave; m\u1ed9t &hellip; c\u1ee7a \u0111\u01b0\u1eddng tr&ograve;n&rdquo;<\/p>","options":["<strong>A.<\/strong> d&acirc;y (hay d&acirc;y cung)","<strong>B.<\/strong> b&aacute;n k&iacute;nh","<strong>C.<\/strong> \u0111\u01b0\u1eddng k&iacute;nh","<strong>D.<\/strong> \u0111o\u1ea1n th\u1eb3ng"],"correct":"1","level":"1","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>A.<\/strong>&nbsp;d&acirc;y (hay d&acirc;y cung)<\/span><\/p><p>\u0110o\u1ea1n th\u1eb3ng n\u1ed1i hai \u0111i\u1ec3m t&ugrave;y &yacute; c\u1ee7a m\u1ed9t \u0111\u01b0\u1eddng tr&ograve;n g\u1ecdi l&agrave; m\u1ed9t <span style=\"color:#16a085;\"><strong>d&acirc;y&nbsp;(hay d&acirc;y cung)<\/strong><\/span> c\u1ee7a \u0111\u01b0\u1eddng tr&ograve;n.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"127","test":"0","date":"2024-11-01 01:27:47","option_type":"txt","len":2},{"id":"8206","post_id":"7910","mon_id":"1159278","chapter_id":"1159329","question":"<p>\u0110\u01b0\u1eddng k&iacute;nh c\u1ee7a \u0111\u01b0\u1eddng tr&ograve;n b&aacute;n k&iacute;nh 4cm c&oacute; \u0111\u1ed9 d&agrave;i b\u1eb1ng<\/p>","options":["<strong>A.<\/strong> 2 cm","<strong>B.<\/strong> 3 cm","<strong>C.<\/strong> 6 cm","<strong>D.<\/strong> 8 cm"],"correct":"4","level":"1","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>D.<\/strong>&nbsp;8 cm<\/span><\/p><p>\u0110\u01b0\u1eddng k&iacute;nh c\u1ee7a \u0111\u01b0\u1eddng tr&ograve;n b&aacute;n k&iacute;nh 4cm c&oacute; \u0111\u1ed9 d&agrave;i b\u1eb1ng 4 x 2 = 8 (cm).<\/p>","type":"choose","extra_type":"shape2","time":"0","user_id":"127","test":"0","date":"2024-11-01 01:28:42","option_type":"txt","len":0},{"id":"8208","post_id":"7910","mon_id":"1159278","chapter_id":"1159329","question":"<p>Cho h&igrave;nh v\u1ebd d\u01b0\u1edbi \u0111&acirc;y. G&oacute;c n&agrave;o l&agrave; g&oacute;c \u1edf t&acirc;m?<\/p><p><span class=\"svgedit\"><svg height=\"215\" width=\"223\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"217\" id=\"canvas_background\" width=\"225\" 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=\"215\" id=\"svg_1\" width=\"223\" x=\"0.5\" 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gBR3FJJ8lc8\/C1rNrd+dTS9j9UUlI7wMCqgWCn+um9DfOMuryDE\/N8o30pN5lpnalW5YjJ0V6XWV4+hc0spOL4lDz\/HKE0lFe7IbwhpbFjn+zq+sM6GXtIo4riC\/VqllBVUt4hoO\/yUqlEDpHxfDziiK8xxVerf5Nly91vcDesonzjx4EEVg1c7PR+ctRtI2cMm3FWkKzc7aGbe\/1JORJiUBP\/el0ucbGT6rZ5ZzN0mhMIlruk2i0hDKjkGao8vyeOZ9Sp2H2qVscnyRlZdo0etkADekDnBFS6XOq1SuRAdZnEYmnChK+n6ZVxPA2HF8UjuhtKokrnRFDsGbjYWcqLmniN6QaGMZkmyexRox53Jzopva5AIYQQQZEpii9F0XEs9rWQojqnwlql6iFCppKOP34PU14UvavHjT8py65mUctiTnXRg7ZOYKr6G3pAH+VPuZ3EojxNP0VnueQg6M6dv1Q5vUBeng+rhx8HBhgzoOzkqEtTPoIW48Y9CSmhF7MMe\/NwoYmDmrJTJfharJo163n7ecOcoti2desbqq66obxXbwpYBaSQ4WFdQfwmrjT74rSURlQqY7m0fBeMEjCINFVnS70mL59gmNtpP9G+yx6KnZbnt3oX8G0nRFAsObjsDHvl3hEJ9u799ZFH7kzTi+yO5uI5c\/Y6ZZn3NfU31aOPCEgPIbMo7ref4JxHMKOEpLbCWmH11oCdiqlStWrVq1l2fZp+slL50zohu02Ffbt9BasFVecIFI0GBaEH9BHmATLq3fbtb+b5+jg+MY6n5\/ltGzf+VOXYjAw+9LqqHn7sEW3KdyeGGQPHTvlFw8ZHqBnHM6PofVy+K1a84sMJfUvEAvrohRyRQVgEZVbKstX2vs+bFRvCWp5XpldAm7dCIpNlN9ircv7Prq64zsluUrX6DpYKTP1ch6rOkKMQlFo5eAg94B8F7xflI0Zst+\/lp7Kj90W\/8zis7vnWkGSb8og1lcSGg8XOsElFMjKiINM360tCXRR9gE2GfwnO4MkjqiU0NV2FALWqO3Lk4\/bQw0XTpj0jgtIW8VXtunyopFcQq7BQzXE9sKKgF5XKf6+TsftUrb49it6Z5+tUF04AzCs1cfDQ2H3cgp+ZvkVQTrH0tK8\/mOJv9gUSZxGTD4WSnkY0CvARDQ4JhCgJex4DBo6doiaZY475RhyfEkWTmVO4UnURayoJawlhSZgR8J258TfLl\/\/AnsA9K8uuXbTo+5Sg05cH4bFfgM0ym4awnJ1ZklwQRR+s87H7BJvt0em7PUShRzG11EQ\/orH75AFjQdO65PDkmDFP2CMNJxBBb7\/9NZmnsSvV9XwjpLmxpIRSeSjseVrvf3aG7ZGhb2QYAxqDLkXxWJLMJ84xSO4CBPAOUEVpEKSnKTiLcmnGxcyhaboIihTFwx4SJOZ6WivsGzS6nlinEim7un7fHjztIaXppaz8cIvqYnZJef8idIU+4vN9+\/4tuMy26bEmIr3fci5d56EGh58NSxgd9PsYKdEKp3ysXVjwPBmE+5md0quMgHHOFbtlc6q91\/hzTOgYzSnMRSasqEyPkH4yPpXn+R1R9P4su27lyldRK+Uh6b3uwQBtAR8J9nn2Dw1LurqyOhm7SZXKH9nv7mf7gylYjh60lZroF7jfPO+LFnxF+GA\/YJukWzXFY4wGqFRLeX0Mjw59DH2ifmmikLu8ChnllQHIH3R2kqcZbBo79kmLmiewsWAiNmtrUZOe94qdJUlVRxU9nzr1GXvNy9w836j7I7TrN0fC48EGA0DTPiq7dv1KM0al8t\/qlOw+xfGsonh00qTdcIW6usY0kP0CPOBOUJ7QqLZIhNLRo3ckyek2xW\/0+6D0qGkEVd5LODIcaCOP5aqL8QSjjRt\/um3bmwolSggg1t3oI9Bv7HT7\/COt+vDomTf79uxG\/ZaXUxjtga1RQwuEkmRoSI7Ys+ctuwZOw7nTpz9LCeWSLFVRZmAgpsoYBnj37rfy\/K425v2oq2sk69TJk5+ueXB\/6i+alhwioJwmsLYottptplNYUmOwCjVYpVrKl0q8yyQ+rl79w+OO+\/ZRR+1iUFhwi6AcuWj37v01Vci7BmUAMv3PTmWAX462IlzCZJGmVzLfqRBJWFW6bjzfGqGk59Vnrk77CuT9eX4fZNVlwKnuLtCBBGYw\/D5smGovDV1Xrf5dnZDdJ2TYeOX5Wl2HJPSAUhPtw\/3meQU8KYeRRtCPMMsfeeRO+ZbmXCzUoCPQgIriJPx\/9NG78tr7Te+0l07ej06mhYkTvwlNJ0z4OmcJqOqItLkqgIZ+YGdJKXk6IBNxJTNFnt+Mc9P04mXLXjaz6xciPWmqoVdQRbSRQTNHVnv2Qq9LRo16XA\/XYUw4K+mozCACJ+AfsY0jCz57O+lftbFOfVuer58x47nwMU0IBEpN9IjQD8o7vZ6r\/cPE9fbDj8uI35yikCbk6rBWqMfHfdOm14viEeomybms5ciPG\/ekvcF0s705dSlbWK5MNpGSV\/hwtYDyfl53AhrwbSCcsK8iZrEWHDnycZxIIR1ARtZ4ldCsNhHWEtdRTmLM8vzeOP5Yml7EnEIJ7epK6FtDBxuKqfIY+RUrXpk27RmmmjoZu0+Vyn+tVv+CJROLJet6bZhB+zQNHaI8Q0Z1qVq37rUsWxNF702S87VVwJONtXTEw+oCMvYF23Wss5NkQVE8MHfuC2ywduz4BcPEiGTZCrsH\/E95fssG+98pKpa+OwWU92fs5EjzZMRCMvawFrPDLA9jJGQkFtbtA8K6nte1u2DBPvs9zYfGj39KxsitfkmEdTsK2I+pspk0Zcq3WA4xFXR15XVKdptiohFkYoWnuihBGyg10YjQG8oDUW3x4heT5Gy7x3QHS0YVcrbkScGarS3kCJZRNMVqbfTHnJWwipBZqfyPKDqOuV67LtQ2brko72d2+sOXGGGPaV3IBcTMrkKM4LpETJEsrNsHhHWV9+ueJR1LNHvG9oaZM7+DAIWc4qoIqyjTscBgPCZCKEHTSmVMO79IiaLJBDAiFt2kojwPSk0I8l6Yx1EaMlzKMpFlEpc646gQgx6xUyBPieQRIGpWKuPsxvMD\/mqn8JIjZsH4LFt+zDHfkEJO+dBIJxnKD4idrgi4uTKCJSYTq\/3M9yZNryTE6G1j3QNBqMfZyZHZJMs+be+jW6NHn3CfXODyYb6TobH30b399tfstaa3VSp\/Uidjt6lgxU8MY1GrutBUREFnqZXQFZrcRDgkmfri+ASuduYinCw9jLgGHWFdQuQJSVH0bnZxrDiZrGtNmufJe0VmtqJ4kDUoaxgKKUFAqtwAgHC\/sVP9oSXAJWsrvw+xItYrOmQBAhgheaFkUB8Q2iDlNERzDACeYl3BFO+rz5L8gbc+8IArohd9pFN02b7CPb1a\/ds2Hkz52zy\/ryge8ruY6MFdYmroDXkJ5QggZs\/a3Wl\/vbCAjbaalgBHMYwSe1T3kkrlv1Wrf10UX601YCFJ2oCGAG3EjpUrX929+y0KRQwJqHWBun1kZ6hLeUzkiEYy+rEv0ZtrToX0n0nfq5Q09Bek0FcXxBi7k\/XR8Hl7ZHQhhVWGLsQeki5IRr2NFSqp2tX1e\/7GFCU0oNAdQoaA5\/qJOFm2Kor+Icuu4qzkGVbE4Kg+FsXD1erfVCpj0\/RS\/18KhsOnLOQBDNm799coVzTx5oB\/BNTtt3UnraonzOnwko0etiq264qRiS7v1fsFrpMjjYqduGD06B0Q1N6f+CAlJOyUU9yGfjdmUECX8bNiGD0aN46pf2Mcn1xnY\/eJNWKSzE7TT\/oX6+jRkLlLKUQzy0SCtJ6l9y851Tp5vGrbnf9arf5VUWzWbQQEGHdnIc7HTgpBGDLVkD4qA6jeD7FTzaOLtLH2B+tMASexH\/L51C+dxrr9hVAnzfmlAkHtx3TvTtNPUU5J6BSvq8ywQchU0qJF37eHwt5tr\/fpITE1syLSc14kVDG4UoUz7V7yXKb4o47aJQHOinB2f\/Sarq6R7NZnz36ecmzglLOTQcHVxA4m9F32N1SUUN7dWKC81+ws6QK0TTMy1Ob0j6bpYq4zQjqFzk7Jq+JBhVsln9qjJywzzmQn4W+q4axcNrzBuAD5gSMBb906VjvLiJh1Mnabfo\/lYxS905+IUGIo2WtWqxOzbLXG15Xbbv2qrq4RbMKoJUow+nK1xOD3qlWvsvxYsuSlHTt+QSH01XiVLAfIHyg7aViXKVi69KUkmW9z+gMyjrbJIBNWUeagglZ8qW53l+5hsZGmi\/xeoF\/QEh4YqwYXDATDwWDJA8xyWfYZlj3V6p\/XCdltitmwp+mVRbEVPSwo03RpklzAKONkacPV5CFuV9cfxvFUZGhLp6jieRotikfZls2fv8+\/vu\/O\/5ztHTtLWhhggBaM43LJ89v0LhT9SppC7YS8+aZG9CPChvyy4cj2KMtW2k877tTwlOSVV+ZQAEyVcwDeINnX\/ePt9T49bPxZp+a1P0K5jsUb8UjVSVCwKL5UrR5jt9k3a2GqcgH6Eh1oqCjuX7PmR2JOf7LTEWqUBVhmy81Lw99OsMiQmAs3taO\/4FYpI2AJiYV8FL2PtT\/TCoFTrNXVVap7SIGRElPlJVY+M2d+Bw5Vq\/+7TsZW6feq1b9YufJV\/yXtvHnfzbIV+JmlFAES\/RSKBkRTlrPsASDurFm1VSmnaBqZ7jyPQB9jJxkFJ1Qw0mz37Mmgd+f5fZyiUJLIhFU8PzCgdZ96CO3272lnZtlNWkthNmfFztBIZQ5NMKAC\/oE6o+znX\/aNf7cPprBDWrCg\/pp6WAiz0\/Qye4p3BXFq7dofs9CEtSNGbDdqboGajXN6U7cj03d2EoGoT9pce2n5FlacrEW0sPOB9+ZVxfMHFd4KBgAZSSHOStOF+HrkyMdlpFNTVQbGvKEC2CnOKa1f\/5Moej\/xkm19nZj7U6Xy35GXMLMo\/LP\/\/lpp\/86ziSBaFF9gah0\/\/inigkYEMaq450t5AbF22emVlQE+8FOnPmPvOzivKB7zu1xcRhr7sO4AI2wXqzhm2Y1RNCXL1vjbZnCT31JQFWUOIwReUkAlMUfDvDox66nw8EnCh6tX\/5B5HEayc2IbNHr0DkLDunX1P0VBkkyP9ECyF+z0DHq5sLCY+mTy\/F57NddKPY1CNyhEJqzStPmDhFK7skROwWX2J4Xn4Dgt27E2XBwLqn4YDgYUR4GjjtrV7FnpP\/C3hSEjKjN5EqpgJFvSnTt\/ySionCMKQz9353a09XpXhBbtKqiM0TZdLmOdwXibeb+9laj2GlsdAIS9lT2yzV4c8ohuf7L8p4SO4EfJexXPHAaQ6+w70lHNXt1TtW+PHtUSH3m8pyok3Asj6x9sQnd6CCXPh0C+1+tO4OxkfiRkaqvhvycMm2\/a6gBDNuvqxzzbwF0cx1OL4kHK6QguC4N9J9jcCXCPTZ\/+bBx\/pE7FIFUqf5bW\/if35qT2z8cr9MU6\/qSiQHVBHpZad3KP3kZbH3dF1CRNmrTbHgKaF95FQqbT2MlRARILyRTFZvtm+VPHHPMN7e1wnwTCKocsnFisJuP4Q3Uy\/jZF1epf2zsj1jLRH3\/8HntJ5bnsfjZu\/CnsBHhV\/hQvyVDi1z8go7yXNIJx6ZmdrgjQhliIBV\/5ys\/ZmmE91w0CGuOS\/OCiZLmMxH774uCOOD4Ft+rZJUYCgbBKWPfQgXiJQ7Zte9P+Gqrxh6OVRYu+j0yef54JnfAE58bU\/q5zKTPSiBHbcSPVcZ246PAmSh9bAD29YCdHLggoqObHjn0yTS+3rfqXKSHRNx9jPw4iMMBtkLMwnusKU+2vZE6N4xOnTPkWH3G3LnG\/vsO6hwLovkZ22bKXs2xVnYpBsr\/UWSbvsaG035PMIXDycV\/th43EqY8QUPUkA9oGiJ0OlLK9VR\/YXmTZddiX5xt1c5uEgNgpYa\/YCZBTME\/24197cv6jrJgJBniTQsQQ6DTLBwAeL1lB1skYpErlj\/zRehJctF87LUmS+f7cgr0bazrzu37FhpOBfO6tlD72CPS0y06p5oJQT+yBj9qTVP7eTVmDgMt73cFFaAmx34mIZ7NsOQvQPF+vx23oQhj7DwUwdgqHSXJW08eW8\/yWnTt\/iQzCiJHgn\/0UeCEEnT37eRXaH+wuZn\/M5t2fE4UMIR8EfWwHaGjFzlCdmlFnGGN7X9nJaXqh3+OUQK+aHxg09gIW0gsK7b2VH2ZXd7u9b4xCze8uH+aHGXACXWbZneefa3wTeaXytjS9hIHGJ0iKZ8iTlix5ieuZVSbTjr+gAAcWxZfsR6FXM91Ti0LVKrXbPtDQLjsVVKhACYs2LEuSsz3qwE56oiqS7xyEvVDeV8+sSZJkQRzPKIoH\/M0FCLhPw7rDBuo7iU1301ePp+llmmEYVnUfh0AA1bJv0pfBQqZ7\/8nl3r2\/Jo7aYu80nElFCtVcn32IhnZ3RRgni+0B6U3EG0zxV0TQ4Q5fsakXynBFaYSwmS2dfXt0vr58JyGjvnh3PDPUAWkU1ewJ4sbHOiM4p6fikWS4qSI\/KAqae35TFF+1G5yrkeQ6pwSdyNvPEO6z5z9ulDBOBn32JBraZScZjag9tXp1HH+MSK4VCaAnGNSrtgcY3guOkI++aJy2116c\/nl7r+Jv74uV5vdhAI2dRZYtzZ7gLNggIiCehRXlB7kCARLbc3tN1eco5COaOSVn2tvWZ6XppXpMkRLKQ2J4ph1QvTk73SDP+2VHw\/ayv1P0kjdSqYpnOhayEPepRxMnftP+KumsY4992iMEZ8mH8l59aMGvQ2Zke7i4nKLoH7TRbuSljviBy1X8fvHFf8+yz+r54pqbbHFJoZpYvPhFNppsmIrii2vX\/lgCoSd7Ber2HDtRjYk0j\/X2sBxT4Rls0MLmEfMh1LHDgZFa8mP\/unWvsQKztcrVs2bVN6H0Wh337gyJfoVwXrI9iKLJdTIGiU3MpEm7EWBkNY87vLPyAwKIIbN06Uus6AiQbItrbrLv3tyTTEQskNL0k2yXp059RgLOzt46kLo9sxPt6EUU44iXLDjS9CJWGNu21R6Ww26MU8OdP35Y6Ka60znaq3+WR9GUPL9Xjpaky6uKMp0PRkq9YE9dZ+LvpkrlT\/WKGMRKdQXvLF6CANLGiB9xxNey7Cr4p2doSJwFXAkKroRh+5FM7f3oLlDyZJugbit2Sp2zk6O9V\/w8lr3Tpj1DPKcQmyQQVul8YKdM5Ugv8D5TVRS9K02v8JeXwFrGxsW8bifDeblw4fei6J\/rZAxStTqRBYzCailelqAu4wGfuFeseCXPb2VHn+cb\/CsYBICq8BGn5flt9iuJ9RKgFRB6sk1nUrcHdgK1jShWYhxLtDzfuHv3W9gBwoZVRZkhASzXrpM0Z85elvOsPvP8LnZ+lDAknHXXyxtet9PAQDAcmG1\/jtPkkSIYo\/sSiMHOUvVGqLN039nJsidNLwGjRj0e3nJHkiNQib2WdiZzLNc5GsQTiYWaewSqemYnGXqOqH17uTyOT6CTtIfFJbE2Wx10uJ3yqVzPTHfUUbuS5Fx2r2PHPkkJ5eqaUKrbURAv6UuzeFnp6sp8FchQlup2B+84c6NcxPYxSeam6ZIZM57TfW7KRTt50lqoPbnGFMQCABLryxrEwuWfMj2Cij2wkyZFRDLz5n3XosuZ6iqF2C0xb9jrdjLcTnWQAdOaibytmf6ZuUlPM9B3znby0kW8ZH0Zxx\/r6irqhNyfqtW3sxjTrqWdeCmoj+4cxSZK7E7nnCy7ftOm19UuR2QkiZcoIbFzYv5hc5Jln2HHSQmtE4B76zoqltmJCtdCkwDVwL6q2mpfVV3nP1fXBRFWGVqQ2fKvemR\/N3GWvUrgMSdoeN173cGFX1H2ddf5dTIGqVr98yxbpU61z0vgfSSDZ6grAhAF2Qonyel5fof4qksXMUkCCklM+kRNtu2wZcGC2jPpVNcV7srbARVbsRONuiDQbt9TXcMFURRf8ttjfkH0qtVOQ8mzRXF\/HJ\/CkLOxCLvpnhn0zmKSrE2ST9iPJMupKLZgMwK94qXgvSPD6Kst\/DN\/\/j6WkrDTv6iUQyQvH6qcRu1ViUtZBhx9dP11SyXl7YBazWd2terDRqtHHrmT3XqaXk57jUFFVbx650MdDPM+ha1d+2N7384HmMgUnzTGuCKsoswAQ8O\/d++vLV6W5\/GurpF5vg6Z3sbLEtQ7joyvWmRRPmHC11lKwgGmF\/RTqODlVQAOdAuJ3HH8ceZblFBCOWdL8sp3B2q1YicZDRhH+8X66Vm2ZsWKV1RIezTmbfTYWKchtBzIcfSL9X6efz6OT86yFaywPQgNbmd1nezc+cuieLROxSBVKkewXBYvOZbq9hbqHUf6Lrax0GRKYdeRZTdMn\/5sd+wE4gbJXkU4k2XAqlWvqlA+DOWV7w5UacVOlMo4+4L\/Tnv8ZJO\/5ZqzHk56bKkzoW4qzyXuEwVzepbdFNfe6n297i7RXwRKVQYG4hwgbjX9qzhM9bUWg1Kq3geojwAyiQD2Hxo3so4kSJEXOzW1hrVEPk6R7DvFs6lVusJdvkdQpVt20rAs48hkx0Vj7PyqChGQmGe87tCCW64rjd7J9ZMnP21\/FzlT321SqIGXmKocbDCcMibPb7Nf65YTw693bGN2v\/BSoIPqo8\/s8+Z9157kuuD44\/fAMKwCLubgFCXIk1gBMvlk2dXskPS91IGy0xsj4+xEo92pvpKZ3W8EYreM8ypDHeoLnWWY6SPRyH6nfxKTxu23vyaWIOb+Pah9lw20xbXR+Ggw4TKK3sVZjUWp7oHDu8ZRHde1yp5YN+E1czZ6QJcuAiQIzQKJvRHzrf6CP5x\/wlrdgSqtYqcsYw901FG77E+7ztNDA5QTqxFwYa84FIH93gXcJ2bQwfHjn7KN55l5fl\/4045Qvt\/7Tutye57f1fRFcOzTGXgE+jdehqBTGlwFb1opan88fBKXa+OP2sKKITu5vIvaXywvZHIPV0eNtboDVVqx01rRivghxinLrtHvSIYxOxUaxQ9ciX\/tn0PO05Pz+FfCLh\/mDxAo12Q1ZswTUTSpTsbfpmoUfVC\/gUSsVLe\/oL5wxA+6SjkydeT5vVwVbHHYgVCITOkqFcROvAfIE3GTZB4RV48u0EEu8sZa3YEqZXaqJkdnJ6vgvPbd\/zJCtL\/vgZETO9tsaahA3cH1Ior909k89u8jRz7ub6mUc8JaBw5pXrnyVfvpWfm12dXqX9CiRr1UsR\/hQ0nG2QkdjznmG1n2acITTqCcQveAV\/GKgIryHmxh5kmS2XreHnYS1CQT1uoOVGnCTkF2kOzO6mWsO1l0agGBjzg7LNkJ6BFOxJX0lImsKL6YJOek6WJ\/jz8ydF+SXqtv8IGcOfM7hMY6GYNUrf5NUTyCAGIIl6r3L7w78oDYab8duI\/dep7fPH36s5ylEAF5oARp4KhOUZe9VBzPKoV8b6g1qNIzO6fWXoB4epYtnzv3BRhJCc2QabONoQL1Whn6zthwEcJRezb5lih6X5ZdL8pylLDkVUWZ9iFeAvY9zR4pqkTR3xfFozSHGQeblw51hKNfn\/aqrOvtp8BfZIJWIQLOTvLefWXghsR2737LNtOfYNvOZEtHRFDFtR6Bhp7ZacugD2bZSu3XaIC2hzE7gbuP\/uLT0aN3xPEJSTJ\/zpy9yIhVZFyst65AJ5phQKXyp83eBtO1bNnLOHkgeSm4E+gafcRIGKkHC5k5meUxCZT67t1XBuaInXab\/A7CZ1F8gUULpyikR163NRDulp3kOU1iZ2CRo\/4PIPKXywxLqHe63Omy\/WnzqiSZm2U36LEGEmPQNH60AK7TsDFUzEV1JgapWn075WKAwswAwzuCqeo7\/dWdTn+hJF3orr8qhHzqJpdfUTzIgjXPb50x4znFOzS731oD4SbsRLv7ER8VxeY4npbnn1MJp2RcU\/uGDegdTlT84CNjYy\/Gr\/1vLiUkvBT6oUdvSBX7X3vrRjlVKmNY3iGg4S\/VHTDQCwU2XSHQyx7aYt99hX5GpmvGe12Cyp2dOJDqWXYt1\/aECV9HG4X9w07Zt3PnL\/PaH9qdkuf3UkgFyQhhxeEB7xdHjROQT+2Xsv+YZdfoFQOikThaqlsCI4owVVi+N\/17AK58veh\/sHjplnNUrzEGs2Ekk7JNGqv9Pry63LSngHLIJ6ogad8YrbIbPl\/V3ShOMSmVajUFwk3Y6TEDRdind+EVxf0qlEwL+4Y0wn6Rwb+AXpOmTWN3yBw3nwHT99pwDl9pOEt1BXnM7heu6+r6wzoZ9yd7G8wS1kvoQTKsOPCQ5RwV2DCbIzOGvTz2vDy\/R1+ZQglCoKo0hTSIneTtZVWf0Rf0+j6zRw0OhFuxk8zChd\/jyrZ3hz6sACAZIaw4nOBdg3k4gV6TnnvuX4visSQ5mxA4ceI3KRE7Q294RU1tHNnv18n4OymCl6a1Pld2CLDfuUWGDXGWXQ2YoD3yObe812E+1MDHWbX\/34Df58BvzQ\/daWgEwq3YiRYCRp6vTdOLRo367YtcpLSF3qGIpj2iBIJCMjnE\/qh0OXvEPN+g0aIcdyPjdRHWZZxl11cqf1ZnY5BYhy1ZUvuLNNX1tgYd6oJzy54kvIf9EJ1dtOj7nKWQUwiEtUpAzDVwpKJt2+cS49qMvg6EW7GTwbDvCVaz7WJVSwkJAQ0GKNUd0mjskUqA+kvfoV1RPBTHp6bpxePHP8X6iUJ8pYWU4qWF2E3NHg1Ok+Q0KaFK2FCHQN3X1YiddrfyCnuC+LH271bKXWIneuyLxo3GztqbFinklNyl5loA4SbspLLYiX2ETGJAlq2cPPlpSki0Lft61D5UQEe8L8o7VKguq\/v2Vu+74BlXrN4PiK+4nhUvV658tem\/TFerf+Mvp5DODoT3V6NvL5s9N44\/plfIyvLQLU3BWdFDVexZkC32O+y18gCURaBHPQDh5uyUr7dvf7MoHsiyq7JszYwZz1FC8uZ71D5UEHpKeToI4dyJ5PEJFz3uxjP2Q7Oz4vjDLMs0kKTu3wZzsRapSKLBG+1AqL9amXC0F2adBfytdDhBDilVDMFZ0YMq6IGR9oaOs5mBda8DzVLSWg9AuBU7t259gzVHmn6KRYOe2iJ58z1q73yEPlJeH\/Egg1EC3NKEZV+B3GyPfq7btetXbBwJjnUyBqla\/Qvf2ncsL0MPiJ02yPp3ya8myQLW2f6EUR\/Yia\/sjul5WXadfj2MJyXWWg9AuBU7t2z5GcOQppfk+d3+Z160PVzZSb8Ik+TV01LCJ4wQGahmm8XPsQCtVt\/eSE14iQDCncxLIfQAfSevztpee12afjLP7wufHXbh7iA3kqHvgI\/2Dovz2fiHf2hEeY+qEG7FTnsCoHazKs\/v9X\/idnZK2CsOLYTeUR7gNXWcI2tuIh+TOPtrVpNMI\/RaHpBMlt1QJ2OQoug4fxuMxsBb7HyE7CTgEZWy7Nojj9zpv7twdspdYV0H5aIHHlAte4PIBbBTdyr6jZ32ItlV9hv2TU3f6tRjAx2L0DvKA7xGB+k70YKtQFF8Oc8\/n+e35vkdbNUXLNiHx+UZUhyfWKdkLVW6uv5QtzXkfW9oSEDdD+cNe7HCaWxl6LUuS3gm+rq8Vw9BechOjsce+7Q9IX+V1q\/4B1UtNDgQbsVOFh\/GzguL4guN7OxRe8fCLZeP6A5HdZmQOXUqs\/bGPL+tKL7IvmfcuCeLYjN+YBo54oiv6etmEtudOjO7\/oDFmW41e8gsNaF8x0JGAnij3nFNxvEs5kxWd\/KM2Fmq2AiUNGPnhbion9nJ1JZlK\/UqWy0aSM7OoQv3i3wEnzQq9MtesbIwSc7I81umT3+Ws7iC5TzXp\/371kdgKhXlCgswZ1Sr\/7NancACff36n8hv1HIXqQnlOxYyEifIfhhpP8H9RFE8RjklnMJL7Yw78hITO1Fof250YZpeqX9SpaR\/2Gkze52drL0oIdF2O1YOCdAR4oH6ZXfR2aWeE8fTsuzTc+e+oG+DSHjDHnNcUqmMY4HPBlFrADRk2RoLn5U4PsVfuIoP2wkznQONqQYdy9kSpbWf+80j7FFCucjUI58AMqKH2Ekydl4EO\/XwYb+xc\/jFTveIvKOPdIr+MmvH8Yei6F1Zdr3ufZAQoLPKjxixvVp9h7039T7dKoKjRfFAtTreHmV\/r\/ZDJHSKnWFzynQU3CqNqYxn\/2cTCHy6SG+SwjlQos0uyGNkfjd2HgR22p59WK073Skc6YXmMvwI2\/BgV9dIFltyIkmjomeuSXg5iv6pWv2rLFvhb+FjSuHSjeMZUfSPeb5OfvOlp9rqWLh5GlPrpb4Mu8\/+LGuV7nTSqRfbfr8hYqKH2Mlx\/7qzv3dFxs5PM2zDcs\/u3dy2rfbDLuhVqRyht2R5NwmBiFm\/a393QuCsVv8yTS8LGYyv7Z9QTk7TS5Yte1k6UVJyVCf7im5iqnpkf5XGhLmsKB7SM530CCe0aT9i6vXvsvMg7NmNnbW357B303fKpJLTveIQglxDL9RN+8ruzErlf0TR+\/SyExJO0JhxVElRbKtW\/zcbILaf7g0l9kP2N2dns9Nftaq+QFf1sEU3oHMgqzSmMtu+2jmLwMkympBJCQyjL5LssSOcVa\/FTog4ceI3jZ39fb\/T2PlZgnye3yPVJPVEkmHFIQTZD9QjNkPM1\/Y61mt0fZMYDw0J4CMOyfM7urp+v1o9Ks\/v0ssXGAAp2b37LRuDS+P4RP3AlyRHSYOa60CPyTwZJrPthzofzvNb\/D2Y2q23aTxici8eA2Tsu6ILWA5p+u03dtr37Hfpe3bdDiB58z1q71jIfnxEd4x2d1cqo+2uUP1vbkhQEz9IHhn272n6Sdv9vA8iogEZAgMZjuTxBl6KoklEHY0r5aVh6ECPyTzsVC8oYW0TRe\/BFXxUiWTaNB6xkJ2s2seMecK+r7+unV8mhUC4FTvtAZP72W0RQcPbJcODneF4dHWNqlb\/+phjvgEp6TuncIJ+U4EMgzd+\/FNR9P6uroRV+I4dv5AM5SKxOab2Nv8kmcNIED5FUMQ4K0eFx06ALMEVAMZgKsd1616zv61nBqj\/ITsdRADhNi1HTO5V9\/FVUTyaJOeg1t+mJG09KkS4FTt31t5l+pj9pu56dqyUkNQfSYYVhxBkv9jJkcVipfJHUfTO6dOf5ZTmMpZczz33r\/LD9u1vsrypVP6kWj0m\/E2mwPiphD0EOwl7N8vZupidnT4YneM0WSL7fbjtBccr2Gno7R2kA2EnnoSRer6TAOdPk7SpEOEm7MQg9HKO4TFz2bZf4S8AV\/PtaO9YyH2A7jAwRfEgi85q9X\/l+XqIqG5SrjHDCfY6uKOgJlGWtbgEUCI\/cMTjAHlCJjv6KPrnovgipxCD6GrR3dUJfnMbMIzrUD1dvfqH+xdyt\/o2Q+z0ij1CDiFDXXxiOu+1Z+Nv1r\/D4BCuWEl6raZAuBU7mdq4hrQxYitHCQkBR6nuUIGMx4kaFeJcknyiWn0H87L+7IakUyw3mabjeAZnuUR9o4DfpUGqAGpVy25\/fixNlx133Ld1rxR5XCoZta7MIMJtCNlp\/\/jzKfv95MP6uoHUN3ZCQepyXLz4Ra55+2a4\/ic7mpdKtZoC4VbspBk2Q+hNkvNYPahQMkJYcQhBxtM7jQo77pEjH2c6jqK\/h1WzZz\/PHM0Sfu7cF4raP9EvSJLZWbbG73GqbqiQjxTq7LJlLxN74vhUpkjdzcZv0FTu0rETgCUCwy0\/7H+h4eJjj31aT81RTte8sy2MlyplUOjsnDNnLxOO3Wu7q5GdXqspEG7FThThX\/s9+5mstwgYFEqmtd6OhdtMBqfTQfWUuca+ZGfJWJuDxo59EuT5Hfb4wqWsJlkzMVRAUbPUd7GTU2gDCxd+j2Acx9PZZqmWxMKKJQ0DCTXtxohJmH3EEV+z17mtWLnyVfqC2RSqa163RyDs7CRvc+9N9oXOl\/rn9+wYJOMAo5Ln9xAJiCJqUjJCWHFIwM0Ou0CnSKyK7JnOrUVxPxMF0bQotkFZ\/Lt16xuSwS0aLVV0qER0R4xgzFYyjk\/I81tuv\/01XQDUZdi8YknDQEJNu8Eyzx6Cud+e6byFchnMWcR6ZSrCITsnTvym7VuW4kyaoJBTB8pOVGAcpymBl3F8IqsHNSkZwWsNLbjl3guNEEc8u2rVq7NmPc+ShrUXZ\/1UKO\/5sETbc4Q5EjVZp1ok3uC\/RSzt36VEmQFD2DSd9VEmXtoUfDrrZnXZqdm+kRKGP1JLhikoy1Zm2XXjxj2pVThqabdUsSkQbsJOt4bTJOY1ewfdTSjlI9pLYkMObrl6AegUE4X6i08JfgABlXAKAcpBY10vwT\/kVcW2U4+xnYKgemSEIZekyw8KvHUyXC0iIlGNRSc0SpL5I0ZslytK\/W0HCANqiZ22XnqEpTzxmCmIjxT2AzvVBqdJ7Naj6P2Y7jEA9NbuToP66Hm6g8twH75Tr0nik8pDeVXxvMMLNeREo6T25t8TWS0obJA4S1su31TPwYYa5ejsZP3GzMuGPcuWQ1Oxk447jdo0VTLUEjvpdZ7fzdpdz2lwtuSB1kC4W3bSBqdJU6Z8K44\/nmVXL1r0fcUYujTM2AnoEaCD9E7AxTqrzrq8Cj1fAkOusWGLylbA3up9yZgxT6CEQglIsqRzwKB2Aes\/sdPe5XYr+788v88fs5JDwiquoTtIhlryANugLLvGttSPEZ5pC80S8CotgIae2Tl37gtpupirasKEr+uGKm1wVm20Y3THQj0NP2pI1DtQEpBMqaRUSF1dw4zQ+vU\/sT81PIE1qN7TQmFJbZgfGHiLHjuJO\/aC4wtYLuu+D\/Yjg6lhxR4htRylFrak6UJC27HH1uIxwDMu1iPQ0ISdOmIZp0m2Xr4ly64iEqxe\/UNKaIaOyfQ2W+pMYHxovz42wgVcJiwpFYp8ZPASvpo27Zk4PjmOZ02d+oxGiJFDxge+qcKDCm+RC0lGYpv9rfKC22+vvxCBq6gPhqmKLk70rFnzI5bdSXKabhWjFtq0r5YqZXYK1Hd22lelD6Tp5Zn92oYS2mZSCP3rFYci2vRXj2IuwBH\/aHbbuvUNNpSMEN6bM2evebTJ\/fyBgZunjK\/T2FnH8XTCp77IdWpKrH3QKaqgELUonz792SSZR0jWM6+oxS3tq6VKK3bqCmBKOvLInSyZacZ\/BnWYnY3ws2R89cnHWbNqf23P\/j3P11NCYuSkrbXCfoea46jlB5bAJNsSfVG\/XtctSWQQ6IN5Yqd1sfZwMMtNe+74t\/+Ee0Ds9GpkaAnTkUDjjBnPETuTZPa4cb\/9n0yZ0mZLhwJCb\/ili68YlaJ4MIrem6YX6bFlCvEtMi42AG70Jsg4OxlcpnV7lGJRUTzEsFIogbBKmxAl0ECy9xLfY++6uVtfZ+AH9CPWplqq9MxOlBKZuQLsG6PHFFDlVsTabOlQQOgN5X1hx8IrTS+23esmf18DZweLnbBE7LSHJB+EQ1l24+TJT3OKQmT6xk5qSQNp0qTddh+e7cpXd+9\/K77Y2Sao0u3MDlAn5+7Z85Y9C3IaGyOuNrVE93StSD6sfhgAnzAYciBOY21nG9hZY8Y8QQlJ3hNKdQ8S1BBH7GEEscFerPCZpPZ+zbuXLXtZlEXAL5t24PaH7LQXI87PsusgvXNGpG8TVGnFTjLqA0bbl7CfyPN169bVvzjmKGu8ijKHONx1HBljXCcfwlQm0Ch6J5sk8nIgp\/wKVxVlDhLcNgZOg8ho2o5iTlE8wpaIQi4nWV6q0hoSUy3UkvJ8Qxx\/HML4ffiQne2opUordspxCGG0\/TrkHAI1l4IeNqEQL3sbPTZ2iECu8wzAjbiLZC90mEkE9S+docJA+lD2KK+gvnjxi2l6YZIsmDLlW+IrR9ncWKUpdFZiXIpSAgsJyfZW7y3aaVHO2QNlZ1gNXbrK6cn06c+m6RUsnlim+C8SidgS7rGlQxYMM27EXST7Sqb2oDhu1N0lsVNRwH3Y78505RxFO1GTETz66F3Mv4TPlfYmIsrhkMv3CBdDLRA1OS5f\/gMCWZKc4X834GLKtANqtWInuuRZjF6z5kdFsRm3ck3oXZ7OzrDKYQjuEDIaNnwINm16PU0vjaL3FcUDnKVEYr0att7CB0jGkNHw7f\/RzxlZdoMijq80JN8jXIxaAA0kVghMDlAlTS\/yN3tBpPbVClRsPrML6KJJeRYiTpv2jH3fNV\/vkFeTElOrvWr7EIGcI8\/Uhq62ILvLXiR2NSOnJSkeHpj5Hc0aMholRtoPHz6XJPPy\/E7\/ohVLJOm1WkOS8MSnCHvXzb32dpob+vCuGwcVe2CnNMqJX\/nKz9N0WRx\/ZPToHbQHSmK9bX4Yo+SKMLTMnv18ln2ajQjbI92mhp3+0w5wkNyIWgCH4CWNkhk\/\/in21IzpiBHb\/dFg0bd9SG3YQft\/t+WsA9lpwRlKoIpffpIPNXQHKvbMTlolj+jevb\/GofYOyy\/SB5qEtfQHAW+vzYYPBch7ystFsFBh0r58PzX8sxUJhN4L8\/0CKXR2EsxsqXZRnt\/KBUM5hSE7S\/Y0Qmclhv0ADSS7l3Ralq1asGCfeEIHybi21modqOqBnRylF1GORfHlpPbvHmvmzfsuXqYQgvah4UMEoVsA46dZaFfth8VXRNEH83wD0YXBYwhLcavfPSmFNCEb7PG26+xh+IeY1rGBQgm4fGsbdFZiyqOBjtif47w3z++QTvoVhjAX7hHUbcVOwdlJG1OmfMteUHYJq2k9TYcFYdAOKx4GCAdDjsJpHMeMeYK4ZX9A+pDu0EEaBLxiv0NmcBRp7PG2C+N4Jtt2KAUkBo2UaQ3vFBlddSI9F1uWXR9FxxXFg3wkIeDw6u2Auj2zU6xXfLZ3VG9ml5eml+sVrJTLp31o\/lBA6Bb3JLBnk2u\/lE+S83Q3B\/dK8iC5UZbAIVqnuSVLXrIHiObouTNaVxhqs3UXo1NUlE46ZQ8MXcYE6y+PcbVtanZQtzk7Q11ksADrZcHUqc9Yr2b7\/2uVqoR1DyP0hvKKNPiNvS3XeRyfMGrU44pneFgCjXUPHKVrY9y4J8M7nRjg9wdLFRshGR1RS3gSN5Yte9leqbkwzz8vtSTY6T3qFajbc+x0i+XB9et\/kqZXsqIviof9C49wYXEYrcFYip2s9uwfTs9k13zMMd\/AgRQioGDj8gfoVa8utTRBsgeINthPNdbr3TuYpIVHj825gISBx057GeKcNF18\/PF79NZ9ykNieKYdUL1ddmIBFKTC7t1v0TG7hbtm5szvIKC+lXx6GN0BEsiTXO32mqF1cTw9y67VgzycwpOI9YszNXbKo1YXAGnChK8z\/xJlCNv6qYaz0+t2B5chg0IMVnfQXxRfslu51xOGpROENrSj34GGVuwM9cplVMAgeziK7d75RfEF2YGj27zyDk2EnlEsAYo3ODOOT4zjU\/XDYjmTs4g11j0QKHyoCbYsFl9unD79WWeSs7PHFl0MnVSkOh9ZyKIwjk+GFV4osdbaugMa2mWnnIVDAVd5UTyKQ9N0ia54HCqBvtkx7FEaIfJwQkNI+LQfLtZewuEExZkhO71i36DWgYIciQndHiC6i62tCjFG9HX5UEMJLkYvtN6zB+wfZk4nJOv9PBSGvegD0NDzzC7IYiBrFizYlySnszfCoTKFTkrA5b3uYQjuH44EKnmSAWZ7m6aX2087fvvGYcbV5VVFmT5AehggXQ+0aM90nlYUWxU4sYSz7TBJZkghGWcn+yFWz0lyVlE8AOMb2elV2gcaesFOjlijHtq3mlfCzqK4Xz\/kIyGgBYDLH0aIcIQYNgihoSXPbBhF7yHw+L1PEMofiD\/FErWFnvnz9xmTzmQTQwlMklg7TUiGozIMt4h43HHfZqOcJPNXrXqVEtpqtN\/zbQK17bIToJ0rXuzErP2RfLG\/2hMZsVN29NaaQwcaKuCja+8QPddiz5fDd9eHscertwmvInZK544dv7BbkhezbWh8QbPXbQoXIINtXF3UBfbzjy\/o0RY9TYIMLbajswXQ0zM7wzawSezEJnta8Y44PiHLPq3r0i+XA7Hp0AHjBy3EThvgbUlyHpsV1m2UkMQqJPvmT68lPdK5\/0nIhf6\/NhjAlNhOEy5Dhiqwk+oEe\/tvuCUETroAQyhU17xi34Ce3rFTGZkFI+130B\/mol+48Hu6jCh0n7r8YYQInYmjNL\/jOgjKdR5F\/5Dn6ziLhzlFBhlV4dg3f6JBpCHNnftClq1hCVEUm9av\/wklITt7bMIFPE6xrkvTT9kfEt8D9RWn1GKpSm+Bnl6zE9AwXaIy4dO+tvoEe0BdiCQsAy6vzGE4Ss4U5Dp7bd2JLJb8l2L4GW+HVZRpE1KuEVETdsP8\/CxbGb7guP0mpI2MqEmy12zNYIs8a9bz0qYpNORAa53dAW29WHcKtOTsJG\/3dT9pd7kerhnbMB\/1zbJhD3cLvsKfcp1uztudyKt82mWK9JEW2ncpkoDqHNVEUWyxBWL9HzBEJgmU6oaQHuWxliN1CZMrVryS115DflKWXevfOYnrrRW2A7S1y05vjAydYdLR1YMp9sTUPzEr6csryjkb2hfmD0MInYM\/cRqDjd+WLn0pTS+K46lF8ahCwIHM7y6MElTRBFuFKJqS558PlbfW6ackxohLG9Hd3qs\/L00vJ0gp2NORA19xCmjrBTtlpTIC9Ums4uP4oyy0yfh8FF7xElb+MAR3iJyjj\/Jnnt8SRR\/IslXLl\/\/AWaWA5PKq2wIu7NRnUOylTp9hI1sUD6ktkb6FzvCUS8oqoq+9oBRtD2MeJTSBWH+NOwp7PbMLWCCDSKyL7Z8Pzk7TK2bPri8+xM7QvgMxdLjCfYKvgPx5\/PF78CTze57fqekSbmnjEvqwhT9DtQyTwuS+ff9mL6VZmSTn+L9PcRaZsEoLSNIr2p54ZvhyZwa9ZOSBAJ29Y6c3TAZbMQgVXJps1tJ0iT1zuoWPFHqfwyrKHIYQOgd3AdEIIsKeOP54kszWDwzxM2dDeVX3fAmhWmcnO\/Si+JK9S3C1fipJcnZ2B6nSEWGOqsi+zV7TMC\/P79Zz6Iy7LiFVVK3wY2+Bzj7GzrBhWYaVUfR+LGblJNZypD8udoC2Dm\/IMxx1bduD65dE0QeLYrNW8yTmU\/HD5VtAAjAPxoid9pTGNfpdw9o23uXERy8hIzGNLJbYA\/DvzbKbVq16lY80geWheSVtfQAN9TF2ClgM0IJx8+Z9N8tuiONTmDv0vkZ64hdTeDwMAW+EDiHvwYkpksVckixgh1QUj\/l20zccPXpSygFVxE7CcJKcl6aLCcz6RodyjaBX8er66CUSkx6MmTjxmyw84vjD48c\/pUJJunxYt89Aba9jZ9gwGYyGhZhInkUnRrOiL4qv+kWGGDJhFWUOQ8Ah7hNNNfgN723e\/Lr9F8\/0NL1YvwqHnfKky4d5h0r8FEcRyO50fiJNr1y06PsUqpVwaEJ4IRmAYYAqpOOO+zYBOElOZ\/emL13RrxWnV+8XoPlA2QnooTZxREp7NOtDLG64UtUfXfFhFWUOQ5APw7wmSlwHjZLktDg+SSEKwKdGeeUdKuGocdFSgaFhn26Uqr9CFlVO97C64IXSQ0ZDzNFuKbwzy67VHVMShum6UpX+Apr7Yd0J+fzCssXNp+P4Y1l2lb+EXPO7VwnrHoYQ+gR\/ilIMv92cPw0qcLWLHwjg7cZaJVCOmPRw3H9f5bQ8v4cRoRBtEmvUEBZCTV+5UuXII3cmydlE9JEjH6eEJH57lbDuAQLlfWRnCNmHC9QHm9\/nsKIfM+YJzlLCKRcj048dGJaAVSIiXrLVvK72zyrm4UwFs9Y+5Cx6REToDrnZFbDuKoova5hQ4sRqrKujgB5VmTWLkZ1vj01+Qd\/Rkzgb2qMq0nOAQHk\/xE7l3af2w6M7tWBi+axCjr5DatRwGKErNNh4DE7AxXHjnuRS54L3vSaFjd5TSQhIKXbu2PGLI474GivONL10woSvOzsZslCDK\/E8GsggTOLayPPbougfUbJrF8bVlGAJSsIqyvQL0H9AsTO0ht6KiHgEP+a1r19ZgF6i+8l0RvJyvfKCPh5GCNzi3Fq58lV7kuEUJmURlCRPug9DUK5TrmHDhn\/J87vSdAlRY\/78fc5OHwtvNMyHGtj92OuFz7ToW387e2MVz\/cLaOJA2ek2qau64tE7Z87eJJkLQfP8bn+cVh1urHsYgjuEDFONmEFwsueFF9tbZerzMjKaUjkCvNoIoh2xDWF7hezSJDl\/1KjH\/eEPmmjBTk7pI5LAvh34qL1C6xHdjSIh4xrCuv0FmuiHdadDPpVHONrjtGeyZsrzjdadWlhFRvAqnj+M0BUMPJe6piO8muf32U87roB2lMAYPIwYR7wqDgl8VInITbKdwCeS5Fz2rC7T3SgoTysaRwwg0LAqsHvvK\/wPjRprKdOPoKF+iJ2hiVzHmE7\/Ub239j+7D0TR+3HNpEm73a263EMNyh9G6Ap5BkfJmZMnP20\/Mzx79OgdfitH3O0x6Uc\/aXqh\/w+v6w\/bCvNcGyK3PcK7JI6nsjkjBouyiCm4lmop31+goX6InY1WQkT5lPW4\/ZXMSbhGb5OiEJ9qUijVUv4wQre4J7dufcP+8+ocJuipU5+hhMQp6EJkJaRt3vz67be\/tmbNj1inLlv28urVP2S5STkVibtxfHKWXecvdChxy5sDXA9OeuKLfUH9bvbpCxd+jxJa9OELa7mSfgTN9TM79RHTdeXRGS50CFqtTmR20MtU1UO84LVKGg5xhG6RJ\/EYsH9vWRFF7\/QfFnMWLo4f\/xQcsncDsjY9O44\/bj+PnE1EsC91zicPrYviIXxOLTTL+WoobA5wSgHSlhN3sNZkSTBixHa9lYhTEivVUr5\/QXP9tu50K5UB+I4GSPaDw3n2BPVnV6x4RYUSAKoVajgMQQ4B7kn7z7gPpunlhE+CGbN8nn+OxWiaXgoR7ZWLcJH4yub6PPtfgQuiaDKEpgqLK3SihGPITm9LhWqImD1hwtcZMnsO+hGVc4WorlcJNfQ7aPGgsFNH9ykXnN3InRdFf5\/nd2kBSiFi8khJwyGOkhN0DcuTREroGMenajWfJAvsv4HPyPN1RfHoxInfhLLr1r2GGOtFJihbrZ4ZRcdl2U36e32USGfobeUp9Dkd3tuXqNPy\/FatVgnhTWspfzBAo\/3GTiE0XZ0hTzNwsSi+HMezbAt\/N0uimg+6iaDKHOJwP8g\/mt9xI5MPi8iurtzu1t2S5xvh5dy5L+BSlonIyLFK9hcfV9pfSN5PXsst6ZRyQEPECKAqnJoy5VsWSt6f5zfr62gSTTPXyyqODtfT76DRg8hOh1zGknzkyMfj+MQoeg8L\/Oee+1fK8ZdW2WFFZQ5xhA5RHn4YT36Tpp+sVP6YGdxfoUrSWbnUJYmjzO\/6UQ1KJEDG2enKAWepaOF2LuuHLLuaGOxVQkmhsaR\/QdP9zE4QGk0GR8A\/XbX2erAv2LK99nfQfmdEYs5RaRCk5zDkHLnL\/nfvXEDUVAnJg6t7mzR79vNpuihNl\/ovPDnrjuVIyCQiUs5ZatmDm\/OjaEqWXQs1Vc7Ro6ZquYaDCpruf3YKYQfkWXWVkGnvr5tu\/yhVe58+5brcVcVrCY0lhybkQ1EQH9rDmmezB2I1KWKxmkdAWxa5dPv2N9nQsCrNsuWaoHEyehCQV8lDVsApjhY1z7EfOFypP0wjSRK4JWH+oILWD1bsDLuEFwD+UoftS9va39XD0Ty\/TW83JeEgLYBcFQj1HGoI+6480Kytn3bE8YdZzRPYFDJxsoKcnLlkyUvsQZmm\/dfriEFitCGJn\/ft+zeFDIbG6H4WIYOVABUpJHEWMYRlg5vhHw8qMODgxs6wJ6Kdum1fI7FJ+pDdsLh\/y5afqRw3eV2v2LTk0EFTH8JC1kj2rPtl48c\/5bdBcKwEqGV\/kLIaEhfFFn05DmUVYgHCihccbRtE1GRrv6L0DtGw9TA\/AMCGgWOnuoqDdL1aBH2Q69W+JVvlu3icxRhoGBwlVYcsnJ14ac2aH9ndpelpukzeg3CEQwnAQntJ4GVZ9hmmbNhMIc5HACU4k48kPtoPmE4nUmTZdcuX\/0Dl6EcmjJpggIcAMw4WOwWxyntFxqceEp23f0WZbjdHbp0\/fx8yOoWju7t2w5JDAfTXO+55hb05c\/bao0MnTZ36jK55+AfI2OOYNzOtF8WX4K4KqYtLJUmyAMwMdopFzZX+RQn01TA12jCQwJKBYGdYIsLJWSSceOyxT6fpxVH0riRZQF6+48jVr6vc6ypfUjjsQX+94wKe4erFS5s3v77\/d7CfnTfvu\/KqTjGVp+mlcfyxceOepAR\/UhHnu+et7o1R9IE4npnnd\/uz7gjTVmNcCD8ODDDm4LJTUN+8e2TwLxm\/iG1Jfi5rfGhaFI\/5E4QI4CZx1KtLgz6GhcMbYU\/xnsdC+0nG1faCwtu41CkUF4mX5tJZ06c\/SyGxVqwloYGgm2VrbNY6Jc83hA\/gMteHbZEPPw4ksGfg2Fn6qBLNUBztEQcu5Sn27dl9rO7NXfW1eWMQ1cewcHjDe0pGIVCuI2PfcUxlBe8\/Q4Cmduey9ut1v9NZ86Zl7LGH86vVv0vTCxFDp06hSvpDr5Y+DiQwaSDYKaif3lUycA5H+zXNuocZiqs5jk9lLc8yFAGdYiTIEzOQLzkr1HmIQP3FGyLookXft9fWnVwU9+v23MaNP83ze+xBkBv9tR\/wkry9+PhCeyvbpWz28afOorAT1pohsGow2enQZIQ1tk5nnzQriv4hTRdOm\/YMpGQMOMuVLWoKJbX+cbjC+6gMR3wldrIQYjmUJBckyRlT7N8p7TWLlxM4i2Lr1q1vUIL3WFna6xE\/gG+z7CYFWhJKXKe30vhx4IFtA8dOR9htMnAOCuI+OQunM1Wl6TKCQZKczXLK\/1GOBI8RBs5U6XFtpZJhBu8dGTmN6xbs2PGLPL81iv4xz9fz0b71uSDP71y37jXIt2fPW\/YrmgvszWHzWWj69lzU1KQUttIJbsS8QWAnKHVe7gAKBvjX3gJ8K2tQ3SJmac9qXacYEjjqtUp6wo\/DD95B7zvHGst+85sjj9xpD8CvsK+I7kvTJQqcxEgy9tDdO9l0Tpq0W07mSPVOno4wcnDYCUIXkFEEJW+ursVICMqElaZL9VpyIoH\/cxeJDFW46KnV6M3GkuEE7xoZPCCfECaZuHEX0w7HLFtVFA8XxQNZtpyVUpIswIGzZj1PFTkQD+NAsdO1Cfo46MDIQWOnUHIHedxNRh7HgzAyy65lTxrHH9H\/On7lKz9HgLPIEADCOOqQthDdlXc+WnRH1ycewA\/AfsW1plr9qyj6+6T218VXpOmiOJ6eJOeMHr2DJVONlftXR6FDwnznAFM7jp1yHB6EfOIfUQHn2kp0pm3nVzI9MTDyNYm5nlogjAQllBoaEpDBTc2mUNQEZCiRK8aOfbJS+S9dXV0c7b0dlxXFlrlzX9Dv3Uj4E3dRJfQVmaatDC6wdpDZKZS8Qx6qca1zlE+h6fHH77FJ6gT7\/67lRfHo8uU\/YL3v2ykSrqe6XC\/vlzQLjSUdhabmeV+8d9oSqePuBKbvrq4q7Ozqiliys7\/EJzqFDFSWV6VKakPl3lwnAJs7lJ2AASCPczUG+HTz5tenTPlWnt+S1F5teoJeCw1HfZDIMAZIAg1hU483LewcdGezfELXFC\/Dy5LQaE8k3RhF\/9zVlXd1ZeyBRozYjjBn8SFzkdeVc6QwVO4fOwRY3hHsFBp9RF6Xu48E\/Fu6lD3phqT2bw+nJMn8LLtpzJgnli17mfUoYyAxEpJ8REM4GKHypmhHpl\/QpiUA4wWc4IFQCc+wJZ869Zk8vydNL7ffwZ1mb0z+VFHcTxVk8AM+pC7e0KUukPdWSo36x8EFxncQOwX3jjzl\/pJzsZgjft+27U1ig73+ig3TCSz\/i2Krfi\/viSpU9NF1VS3Qjky\/oE1LgIynpERNOHf00bvsH15OjqL32m2Ne7hKfe4WC+ElIFOvtj\/plJooNeofBxcY2XHsBI0+Yng0JYXRUd8mEzvtd9zz0vRiu43yxcmTn16x4hUGqS5nicFQKPWpzdGHIWkh31ttkg\/twTyMJMPZEiPhE1fgvHnfZUGZ5+vsXy\/OTpJzs2wFF6d+pOaJ\/qqnuILtPNi379\/27v01GeYZjpqUQjOU7xDQhSHATn0MSzyOagzmz99nXx8vIo5G0fuY4NgcsA6DvngfSUURMooWDJi0uWZ9bB8t5HurTfJeK8zrUnTLMRv+FcWX7cVGH1JPiZ1corBZ3vCeUlcayLMqXbLkpeOO+zaS48c\/NW7ck1zARNldu34l\/4SNdg7oTieyU2h0GXmFFkCeYdCQ4OLbb39t0qTdRfEFwqe9sOX8NL0wy64pigcZicWLX\/Sn8jz5qKNZAQYosirkiMShAQcCqZJaNUFbtKi+YAZM8h55ouLatT9mZVkUX2U7aMGSZWXt\/6vzfD0RdMGCff48F0kk9vmBDqKTq3Tu3BfsN0Zn2fMfF3MxL1z4PcpFX9kGQoMHHXSnc9kphF4rOVF5xiMcVNajhAc4Gsen2u2nU+2tquuPPHLnhg3\/AkchhNcSGB4GCVDoKLXYX5DasCE1LRrJGMSg1549b23d+sb06c+yv7E\/aJtr7405yVbY9\/ufFCrJ+LAJMrCTcnRy5OrNsusrlT\/u6voDvQd0\/fqfuCWq6HU7BPSr09kplHynj4pAZBhRDZISFCRYsmMoii0WSi+x53eIposs5NwFU9n4swhj5Op1GhIjSkPoh81IAkVWQF6ZdqC6qg5doEKLRmmRS+j44\/eY5TdwXREmLVhemKZX5vnni+KxmTO\/s3nz65hXr7N\/f4NyQc4Bak4EpfUsW93VNapafXueb1i16lXO6kpwfyrfOaBrQ4OdIUpO5COO1kTGx5CpnGL+KopHbQNxsX3V9JEkOS1Nr8jzu4844mvMmNCUuMIWgWmOKRI+oUQE4og2RheQEfSxR7i8qngenYASDIayNMq1xEYHusyZs\/eoo7iiiJQ32mPtJ5q187PsOrZ6xx779Pbtb6JBXUMJdnrHG7kltzg7yWfZZyuVt8Xxx5leKEEJpygHYa2SnkEEFg4TdrqXRQWRgO4xeOxP16z5ETunY475BjOavbRtmb2obQ5He2DiRgqLYhNrO0jABgLGoKfGgoOQICXXw4wZz40Z8wRcJJLBGzbdBEim7yQ5g3Uzex3W0AgQKdm+QF94rB6pa\/SRznrHG1klt4iaHAnJaXpZpfJ\/QHfKpecwOw8K5MFGV\/IRX2tKhZdEjhod9ieNB1FqxIjtWfZpm+7nGU3Ptcx59vtamHovNGVhwJpv0aLvIw+ZNm16nfkUohN44C67XdaFAhEX6ijP7hggAJCkCsSCGVwerBTnzfsuG+fRo3cwcbPFYZlhNtD6fLsxBOan6eVESppmLvZIqYT9dFALDLpZ6ru6LyiPB6QBC9mnx\/GsSmUs+ypdeCV5fVSmQ4CRQ5KdgnvWjw4NHuxkeASGFmhUINCWLT+DcytXvsqO3qb+jXm+1gLYZSxPYaq9ApPgOnt\/iL00y67OsjUsWwl4RfEIS0BYzq551KjHWSRw5CNAW1FsheIsJ9iI2Fc451tQPN2AWq6HC+yNm1eyFszzO4viQZbCRHdIDJtZZsA\/0RF4F2AVxivahZ2l0J3gGY7Oby4S+zOXKfZ48kb3g+tRxU7D0Gan4IMRFqoE7xM\/GCRAhkKFjTDBYCIis+e0ac8QYGzqv4ulHjsStiP7OXqGBbbavsri61VZdg37aMR+F5Rca6eu3v\/G14ssNKIEXkJQWH6x7czWFsWXIDTXBqRk+4x5dYP2JziEbfQCpraIl4DCsFx5js5OLkK2htXqX8bxqURusVPOcfkOBEYOeXaGCMdJeYcKtUsADJsik3igsISY2MzETbxZt+41pvUFC\/Yxz06Y8HXC5P6geIcF2s+wDGCFQIA0at5goOQmoia7Lgux28aOrd36ZsfDzL569Q8J2FwM2n7BD5kkDskSxUhAuWyWYaWOqNDzIVySJqSZNS57rGp1PAvu2bOfV1vOzo4FRg4rdgpNh00DpiFRNNLYODNaJGTg09atb0AvVqIMMJv9KVO+Be0mTdo9ceI3BXZUlBx\/\/B7YQERcseIVVpwQnVbqirpP8BI6Yh6GyTbyQGZ7L0BjieCFLoASXYHjxz9Vrf4d7MzzW7nk1KL0l6p0FDByGLIThO5WvhEuLEAORVa4KGhoBY1on1OoCqBc0VEIzSgZ6fCzLllCKAPt1Bfa4mNRbK5U\/qxa\/WvWElBf9kjMq3cgsHN4slNgAHzMGqGzCiGASOMRSwKijvjKcBrN+pJKdFTT3qI32qO1pRKHV\/QjOmlIrUNHVhqwM44\/unbtj2VMWKuU7xxg\/HBmZyN8GJRpRKNwiBYVm6I7Jd3pB+FZz7eGV\/Sjs5M1jP2fxLmVytvYnLHkpZDrRFUk7xU7DYccO4XuBsPHrATFthAe9rpDSR6UdIJS644Wp1pAtXSEfxxZKI8b92SaXgo1u7qqUfRe\/SkMMh7CBfIdiEOUnSUM7gj1V9PSw1FRk+uBbVlRbEqSs6rVv61W32EPfzzKRg0ZJnfEyAihns7BYXbWMLgj1F9NS4+OkA92btnys3nzvnvMMd8YM+YJtu3HH79n6dKXtm17ExkFVzKCNHQaDrNzOMAZFrKNIwQlQPqWjiMfKSzVKuU7B4fZORzg3PKjABdhpKgpdmq3HsqEH5XvHBxm50FH48AfJB6EapWHnUAfFTJVwkcXDvOdht\/85jf\/P51gwKqiwJ4oAAAAAElFTkSuQmCC\" y=\"0.5\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["<strong>A.<\/strong> <span class=\"math-tex\">$\\widehat{ODC}$<\/span>","<strong>B.<\/strong> <span class=\"math-tex\">$\\widehat{OIC}$<\/span>","<strong>C.<\/strong> <span class=\"math-tex\">$\\widehat{DOC}$<\/span>","<strong>D.<\/strong> <span class=\"math-tex\">$\\widehat{DCI}$<\/span>"],"correct":"3","level":"1","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>C.<\/strong>&nbsp;<span style=\"color:#16a085;\"><span class=\"math-tex\">$\\widehat{DOC}$<\/span><\/span><\/span><\/p><p>G&oacute;c \u1edf t&acirc;m l&agrave; g&oacute;c c&oacute; \u0111\u1ec9nh tr&ugrave;ng v\u1edbi t&acirc;m c\u1ee7a \u0111\u01b0\u1eddng tr&ograve;n n&ecirc;n&nbsp;<span style=\"color:#16a085;\"><span class=\"math-tex\">$\\widehat{DOC}$<\/span><\/span>&nbsp;l&agrave; g&oacute;c \u1edf t&acirc;m.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"127","test":"0","date":"2024-11-01 01:32:04","option_type":"math","len":0}]}
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