{"common":{"save":0,"post_id":"7976","level":2,"total":10,"point":10,"point_extra":0},"segment":[{"id":"10494","post_id":"7976","mon_id":"1159278","chapter_id":"1159333","question":"<p>Cho h&igrave;nh v\u1ebd sau:<\/p><p><span class=\"svgedit\"><svg height=\"210\" width=\"240\"> <g> &lt;title&gt;&lt;\/title&gt; <rect fill=\"#ffffaa\" height=\"212\" id=\"canvas_background\" width=\"242\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" id=\"canvasGrid\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" id=\"svg_7\" stroke-width=\"0\" width=\"100%\" x=\"0\" y=\"0\"><\/rect> <\/g> <\/g> <g> &lt;title&gt;&lt;\/title&gt; <g id=\"svg_27\"> <ellipse cx=\"119.5\" cy=\"106.58333\" fill=\"#ffaaff\" id=\"svg_1\" rx=\"100\" ry=\"100\" stroke=\"#000\" stroke-width=\"1.5\"><\/ellipse> <line fill=\"none\" id=\"svg_2\" stroke=\"#000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"1.5\" x1=\"21\" x2=\"219\" y1=\"106.58333\" y2=\"106.58333\"><\/line> <line fill=\"none\" id=\"svg_3\" stroke=\"#000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"1.5\" transform=\"rotate(28 74.41417694091801,83.12547302246094) \" x1=\"25.59356\" x2=\"123.23479\" y1=\"83.12547\" y2=\"83.12547\"><\/line> <line fill=\"none\" id=\"svg_6\" stroke=\"#000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"1.5\" transform=\"rotate(-57 119.17333221435547,106.54649353027344) \" x1=\"19.30069\" x2=\"219.04598\" y1=\"106.54649\" y2=\"106.54649\"><\/line> <ellipse cx=\"119\" cy=\"107.08333\" fill=\"#ff0000\" id=\"svg_4\" rx=\"3\" ry=\"3\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"1.5\"><\/ellipse> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_5\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"116\" xml:space=\"preserve\" y=\"132.58333\">O<\/text> <g id=\"svg_17\"> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"17\" font-weight=\"bold\" id=\"svg_14\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"51\" xml:space=\"preserve\" y=\"104.58333\">28<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"15\" font-weight=\"bold\" id=\"svg_15\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"68\" xml:space=\"preserve\" y=\"93.58333\">o<\/text> <\/g> <g id=\"svg_18\"> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"17\" font-weight=\"bold\" id=\"svg_11\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"102\" xml:space=\"preserve\" y=\"92.58333\">95<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"15\" font-weight=\"bold\" id=\"svg_12\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"121\" xml:space=\"preserve\" y=\"81.58333\">o<\/text> <\/g> <g id=\"svg_19\"> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"17\" font-weight=\"bold\" id=\"svg_8\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"134\" xml:space=\"preserve\" y=\"100.58333\">57<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"15\" font-weight=\"bold\" id=\"svg_9\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"153\" xml:space=\"preserve\" y=\"89.58333\">o<\/text> <\/g> <ellipse cx=\"31\" cy=\"59.58333\" fill=\"#ff0000\" id=\"svg_10\" rx=\"3\" ry=\"3\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"1.5\"><\/ellipse> <ellipse cx=\"20\" cy=\"106.58333\" fill=\"#ff0000\" id=\"svg_13\" rx=\"3\" ry=\"3\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"1.5\"><\/ellipse> <ellipse cx=\"174\" cy=\"22.58333\" fill=\"#ff0000\" id=\"svg_16\" rx=\"3\" ry=\"3\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"1.5\"><\/ellipse> <ellipse cx=\"219\" cy=\"106.58333\" fill=\"#ff0000\" id=\"svg_20\" rx=\"3\" ry=\"3\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"1.5\"><\/ellipse> <ellipse cx=\"65\" cy=\"190.58333\" fill=\"#ff0000\" id=\"svg_21\" rx=\"3\" ry=\"3\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"1.5\"><\/ellipse> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_22\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"176\" xml:space=\"preserve\" y=\"20.58333\">C<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_23\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"13\" xml:space=\"preserve\" y=\"57.58333\">D<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_24\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"0\" xml:space=\"preserve\" y=\"112.58333\">E<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_25\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"222\" xml:space=\"preserve\" y=\"112.58333\">B<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_26\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"43\" xml:space=\"preserve\" y=\"204.58333\">A<\/text> <\/g> <\/g> <\/svg><\/span><\/p><p>Trong c&aacute;c g&oacute;c d\u01b0\u1edbi \u0111&acirc;y, g&oacute;c n&agrave;o c&oacute; s\u1ed1 \u0111o b\u1eb1ng 14&deg;?<\/p>","options":["<strong>A.<\/strong> <span class=\"math-tex\">$\\widehat{ABE}$<\/span>","<strong>B.<\/strong> <span class=\"math-tex\">$\\widehat{EBD}$<\/span>","<strong>C.<\/strong> <span class=\"math-tex\">$\\widehat{CEB}$<\/span>","<strong>D.<\/strong> <span class=\"math-tex\">$\\widehat{BDE}$<\/span>"],"correct":"2","level":"2","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>B.<\/strong>&nbsp;<span class=\"math-tex\">$\\widehat{EBD}$<\/span>.<\/span><\/p><p>Trong m\u1ed9t \u0111\u01b0\u1eddng tr&ograve;n, g&oacute;c n\u1ed9i ti\u1ebfp c&oacute; s\u1ed1 \u0111o b\u1eb1ng n\u1eeda&nbsp;s\u1ed1 \u0111o g&oacute;c \u1edf t&acirc;m c&ugrave;ng ch\u1eafn m\u1ed9t cung n&ecirc;n&nbsp;<\/p><p><span class=\"math-tex\">$\\widehat{EBD}=\\dfrac{1}{2}\\widehat{EOD}=14^0$<\/span>.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"127","test":"0","date":"2025-03-09 14:51:40","option_type":"math","len":0},{"id":"10495","post_id":"7976","mon_id":"1159278","chapter_id":"1159333","question":"<p>Cho <span class=\"math-tex\">$\\Delta$<\/span>ABC&nbsp;nh\u1ecdn c&oacute; <span class=\"math-tex\">$\\widehat{BAC}=60^0$<\/span>.&nbsp;V\u1ebd \u0111\u01b0\u1eddng tr&ograve;n \u0111\u01b0\u1eddng k&iacute;nh BC&nbsp;t&acirc;m O c\u1eaft AB, AC l\u1ea7n l\u01b0\u1ee3t t\u1ea1i D v&agrave; E. S\u1ed1 \u0111o c\u1ee7a&nbsp;<span class=\"math-tex\">$\\widehat{ODE}$<\/span>&nbsp;l&agrave;:<\/p><p><span class=\"svgedit\"><svg height=\"238\" width=\"320\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g> &lt;title&gt;&lt;\/title&gt; <rect fill=\"#fff\" height=\"240\" id=\"canvas_background\" width=\"322\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" id=\"canvasGrid\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" id=\"svg_2\" stroke-width=\"0\" width=\"100%\" x=\"0\" y=\"0\"><\/rect> <\/g> <\/g> <g> &lt;title&gt;&lt;\/title&gt; <image height=\"238\" id=\"svg_1\" width=\"320\" x=\"0\" xlink:href=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZ4AAAEwCAIAAAAICIDGAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAGgSSURBVHhe7Z13XBNJG8eXoqCiqBz2rmfvDVTE3nvveurZ9ey+ehaKFBUVCyqiiNi72BsWbCgqioqoIL1D6KQnvI\/ZvXEdWoAEkjDz+f4B2SfJZuZ5fvvM7hQqS3iEQChViCXiJG5SaHKoX6zf09CnN7\/d9AjwuPLlykX\/ixc+X7jkfwn+vvb12t3Auy\/DX\/rH+UemRqYL0rEPIag4RNoImoNEKknhpYQkh3yI+fA87Pm9oHtu7922Ptk6\/\/r8oaeGtjnQptbOWga2BlqWWpQFVVB0LHUq21euv7t+V5euY8+NXX57ucNzh3Ofznn+8PSO8P4c9xkUMFOYiZ0SoaQg0kZQb3hC3quIVwd9Ds67Ns\/ExaTJ3iY1d9YEDdLfqq9tqY3JkzLQsdIpb1O+6raqdXbVabavWd\/jfVfdXXXqwylI9yQSCXa2hGKDSBtBbZBKpRwuBzIy6ELuerFr6qWpICXFo1+FQ89ar\/PhzguuLzj85vCDHw++JnzNEGRgP4qgJIi0EdSA74nfrR5bmR4xNd5hXNG2YhmrMpiIyA9IYZVtVRrvbdzlcJdBJwZNuThl8c3F0LuEVGvtvbXr7q9bc2\/Nyjsr\/7n9z7zr88adH9fHrU\/7g+3r7a4HPVnso+RHy0ILZM7QzhAyykEnB0GOycnkYL+RoFiItBFUkfiM+EfBj\/Z67512aVrDPQ0xpcgNHUud6g7VOxzqMOzUsFlXZoFC2T21c33nClmeT6RPWHIYJE2Q+h3+Fl84xBJxCi8lMDHwedjzK1+uHPI5ZPnYcsmtJZA\/9nfv39KpJXSEQcWws8oRUNh2h9oturHI1df1deTrNH4aVgOEIkKkjaBCSLOkHgEe5q7m+lv1dax05JGJCjYV+rn32\/xw853vdxIzEwVigUgiEkvFRZGwggLfBaonlAj5Yn5ocujZj2eX3V7WybmTPJ1lLUstXStdSEUnXZz0NuotViGEQkOkjVDCgChASrXzxc5RZ0f9sf0PLPIxjLYZ9Tja4+9rf+96sQtysSBOELwdExrVgS\/i+8X6Xfh8wfqJNWR2kE5WsK2A\/SKMRnsazbwy88i7I98SvoFiYnVFkB8ibYSSAXKrZG6y\/VN74+3GWHizgT6m3la9ervrrbu\/7lPsp+LMxZQBJJUPfzyceXmmoZ1hWeuyead1bQ+0PeV3KlOYKZGSJ60FhkgbobgJSQ6BHG3QiUHQC8OCGQGR39+9v8Uji6tfrn5L\/AY6iGmEusMT8d7HvAflWnFnRVeXriDfWA0gau2sNeH8BLf3bqn8VKwmCXlApI1QTKTwUl5HvB55ZiQWuogy1mWMthuZHzOnUxVMCzSbuIy4Hc93tD7QurJ9ZUhUsZqhgdeX3FwSmBhIRpDIA5E2gtL5Ev9l+e3lrQ60yq3\/1XhP41V3V934dgMSOlW+d6ZsoLvqH+9\/9tPZWVdmGW0zwmqJRs9az\/SIqd1Tu9j0WKyeCWyItBGUBXSgvMO9J1+YnOMwNF0r3bq76o4\/P\/552HN1v4OmDERi0fnP5yGHrb6jeo5Pig1sDdbeW+sf588VcrGaJwBE2giKB3pMO1\/s7Hy4c3mb8lhAApB3TLow6ea3mxGpEUTU8kYkEX1P\/A49dNA4rBppqthX6Xu872m\/00KxEGuFUg6RNjVGxM+IDg\/+8snv3du373w\/fPkaGBkdFxcd\/jUsEbMsHiRSSWhy6P5X+3N86FnBpkIn5042XjbRadFYABPkARK0pbeWNt\/fvIx1DllwmwNtLvtfjsuIwxql1EKkTS2RCtN9rh9eNnvy8JHTdrld8fnw0fuRh8WC8cOGjxw5fNhyV2\/MvhiIz4hffnt5nV11sveeoEM69dJU7whv6KJi4UooENIsaXxm\/K1vt3od65X9xqWOpU7TfU0dXjiQBUgAIm1qhlTEC\/S5vX7u6G6mplOXb\/Pn\/OqGCNPDreeNNuk+4MjLH+hFZQM9ys9xny0fWWYfbQsa19KpJehdQEIAFqKEIgIJ8tPQp9MvT6+3ux5W7UDTvU2d3ziHpYRhjVWqINKmVmRJX1+wGdy7h4mJSZ9Ze8LSf7+9kiWNfrjPfMB47+Dk315XGsm85AU3FlS2r4yFFgDpw73Ae2CAxSRBgYilYkiWQcUM7Qyx+tey1Kq+o7rDcweBSIC1WimBSJv6IOa9uWg\/sDvImkmvEXO8o3N4LiZN8V4+ZUlwshh7XeFEp0Xv9d7b0BGfuA59z37H+7l\/cOcKuVgcEpQHh8sBFevo3BHrpULi3Plw51N+p0rh9HsibWoD54fXxIE\/8zUoK\/feFUqzMIOfiMOOWhxJluR0SEFAD\/Tsp7M1HGpkv6fWyqnVm8g3QrEQCzxCMSDNkvJF\/Mv+lyvZVcLahb4H9yLsBdaUmg2RNjVBmnF+4\/hutLD1nPQgtASGMgnEgqsBV3u79cZSA8jURpwecS3gmuZNh1JHIF92fedqesQUayb9rfoTL0wEgSslM1KJtKkH4tDrIxhhMxmw7rIgS4l5WY5kCDImnJ+AZWrwb9VtVR8HP8aii1DiQHLt8talrHVZrMl0rXQ3em4sDYPgiLSpA1mST2c2mdLCZtrHzjMEN1Am6fz0Hc931N1Vlx0hQPP9zZ3fOMNRLKgIqkNkaqT1E+saDjWwtmt\/qP3JDychDcfaWpMg0qYOSHkeNgtoZTMxH3MntJjWnoYO5qfYTy2dWrKjArKASnaVLB5ZYFFEUFlSeClTLk7JPjNk2KlhCRkJmto\/JdKmDki55zfNpZXNdODUd9HF8bQL4mHhjYXYhgBallrzrs37Ev8FCx6CigP902dhzwafHMxuTcB4h7GNl41YovRH6sUPkTZ1QCp4sGvpf9I25U2Uctftgsv4k5AnNR1qsmNA21K79YHW8DoWMwT1wuWtS\/YZI10Od\/kc91mapVGL+hJpUweypPHPDvSib7b1GHriY46r2STcPXkpkV9U70zMTJzrMRcbAlrZvvI+731xGXFYnBDUDtCvkOSQ1XdXY89Pa+6sufXJVp6Ih\/mD+kKkTU0Qxe6bP0T2jNR0xNoTcZki9lFheuzVQ7tOvU+WFuHJqVAs9In0aXeoHdvjy1iVgV5MICcQixCCuuMd4Q3JGrutIZUbfnr414SvmnH3jUib2pAS+nrxuP4yces5c5X9089hmXwhLyX2+XW3pX\/9dfrxV0nRRoSsu78Ou7NWdVvVsx\/PlrYFb0sPHC5nx\/Md5baWYzd6DYcaR97ivqGOEGlTJ3ixHw9ar5oydkTfXmampqY9evYaNHzMvJWWtz8lFkXX4EI9wH0A27\/LWpcd6D6QPC4oDXj+8Ozo3BFbtXzB9QXqvj4SkTY1QyoWpiYlREdGhIWFhUdExiZwuIIiPd7yCPCo6VCTfV9Z21Lb9Z0rV0QmgZYWknnJ6x+sRw5A+0CTvU3eRb3DvEWNINJWegGHtnxsWc7mt\/5If\/f+JFkrndwLvNfmQBu2M1TfUf2Y7zE1XaCcSFspJSEzweSICfsxmZal1oYHG3hCHubxhNJDKi913LlxyCUA6KhOuzQNcx61gEhbqUMqlT788bD5\/uZsD66\/u\/6Zj2ckUgnm64TSRqYwc\/vz7dh+Wj1de36K+4Q5kopDpK3UcTfwLjbnpuOhjmTNSAIbv1i\/qtuqsp3EeIdxECcI8yVVhkhbKUIsEW96uEnXShf5azmbcusfrE\/iJmGeTSBEpERAV5R9y6KSXSWXty6YU6ksRNo0E4FAEBgYuGLFijFjxixYsODDhw+JqYlDTg1Bbgrob9UHT5Vmke3yCDkD18IVd1ZgG2iturOKL+Jj\/qaCEGnTQAICAvr166evr0\/9V7S1tas1q0b9\/ctBGzg28PzhibkygZAd9\/fucBVEngNZ\/5SLU1L5yp3IXHSItGkaERERzZo1YyQNKzoUqJuW5c\/18uPSyYRQgrx8S\/zWaE8jpG6AmatZbHqOc5lVBSJtmsaiRYsYIcuxNKRmXZkFTon5LoGQN6Buvd16I2mDC6TJEZNATiDmfqoDkTaNIiYmpmzZsoyK5VI+fPiAeS2BIA98ER9bRL75\/ub+8f6YE6oIRNo0inPnzjEClntZs2YN5rIEgpyk8lPX3lvLfmxaZ1cdzx+emB+qAkTaNApXV1dGwHIv8+bNw\/yVQJAfgViw7v66stZlkbrV3ln7ZfhLzBVLHCJtGsXNmzcZAcu92NjYYM5KIBQIoVh49N1R9mPTyvaV7wXdw7yxZCHSplFwuVyDPwwYDcuplC9fPiEhAfNUAqGgiKXiw28OV9lWBalb3d11VWoXZyJtGsUhn0Paw7QZGcup6OrqPnlC9jcgKABplvT61+vsSXvwt+rcdyPSpiFIpVL39+7QL6AWU1Q5RshyLJUrV3748CHmpgRCIZBIJSf9TrLn0tfbXe9xyGPMOUsEIm0awim\/U8xzq86MhLGLtrY25GvMPxRlaGj448cPzE0JhMLhEeDBfqoAuduriFeYfxY\/RNo0gUfBj5gdwmeCjDH6xS4rVqy4evWqnp4e8z9FNWrU6OPHj5iPEgiFAHK3sx\/PGm3\/lbu12N\/iS\/wXzEuLGSJtas+bqDfMKMqNFFWfUS4oHTt2ZP6iqHXr1oELPnr0iK1u9erVI48UCIriwucL7EVlau2sFZ4SjvlqcUKkTb0JSw5r6dSS8aeJslmislKjRg17e3vmn\/+kTSqVOjs7a2lpMa9SVJcuXaKiotgOSiAUDsjdTnw4UcG2Au2NcLnt7dY7MTMR89hig0ibGgNXRePtxoyuraOoXyt9UEuXLr1w4QLzz3\/SRuPk5MSejNWtW7eUlBR0lEAoCtuebWPPVTB3NU\/hpWB+WzwQaVNXhGJhv+P9GB\/aQlFmjFRBadSoEfQ0L168yPz\/u7QJhcLNmzczB2Rl2LBhaWlpyIBAKDQ8Ec\/ykSVSNx1LnVlXZ5XIns1E2tQSrpA7\/vx4RteA1ZRWRaabWaZMGcjXwMlykzaaZcuWgSVzmKKmTp1K1I2gEEQS0VyPub+c04La8mgLvIj5sLIh0qaW2D+z17H6b0\/cLVTV9lUZiaKozp070yKVt7RlZmb+9ddfzGFZmTt3rkgkwswIhEIAndCJFyYiaTOwNfAI8MB8WNkQaVMzILe\/+uVqGatfazr\/ueRPRpwoSl9f\/\/Hjx7R75S1tAPRMx40bp6PDPHrQ0tLauHEjl0t2ViYoAFC3bke6IS+tYFOhmAe7EWlTM95Gvf1j+x\/IYxruadjetD2tTVAWL14slTJ7HeQrbUBSUlLv3r0ZI5m6bdmyBbMhEArHt8RvbF9t5dSKk8nB\/Fl5EGlTJyJSI9oebIt8pfHexntc9qDBHEZGRv7+\/six5JE2IDk5GdQNfUjZsmUPHDgACR1mRiAUAq8Qryr2v6bQ93fvz+EWk7oRaVMbMoWZvx6JynD2dK5QoQItSVCgO4lSNkBOaQMiIiIaN27MmMqm0Lu4uGA2BEIhkEglTq+d2E67\/PZy8FLMt5UBkTa1weG5AxrtXd6mvPMb5w0bNjBqRFHt2rXj8\/lsr5Jf2oDQ0ND27X91bCtVqnT+\/HmJhGwmT1AAa+6tQa5bwabCja83MN9WBkTa1IO7gXd\/PRK1oOZdmxcXH4dSNh0dnXPnzmH+VCBpA758+cLOAcuVK3fnzh3MhkAoBBmCDBMXE+S9ZazKfIr7hHm4wiHSpgZEpkY2398ceYapi2l4Yni\/fv0YEaKorl27pqenY\/5UUGkD3r1716hRI+Y9FFWrVi1PT7JXKUEBhCaH\/rn3T+TDA04MUPZINyJtqo5EKhnoPhD5RPUd1cNTwm\/cuIEG3Orp6UVGRmKeBBRC2oDHjx9ra\/9aPKRq1ap+fn6YDYFQCKDnobdVD3nyopuLpFlKvOlGpE2lAV3b+mQr8gYtCy1XX1eBUGBqaspoD0UtW7YM8yGawkkbcPfu3WrVqjHvpKjmzZuT\/f0IRUcoEW703IicWcdS58LnC5jDKxAibSpNcFIwWn5e21Kbfrq0Y8cORnVkYzW+ffuG+RBNoaUNOHHiBHsaVuPGjUNDQzEbAqEQDDs9DKlbA8cGmYJMzOcVBZE21SWJm8QexdbJuVNCZkJQUFDNmjVpxdHS0jp48CDmOoiiSJtEInF3dzcw+LWDTJcuXcLDwzEzAqGgfIn\/8nOZ+\/+8esTpEVwhF\/N8hUCkTXXZ5LkJeUAFmwq+0b5ZWVn\/+9\/\/GLGhKOiW5jE+oyjSBsAn29jYsJcd79GjR2JiImZGIBSUW99u6VkzN93KWJc5+\/Es5vkKgUibihKQEICGcetY6Th6O4Ku+fj4sMdnZB\/wwaaI0gYIhcLt27cjddPW1u7fvz9Z3I1QdOZdm0f7NlB3V92YtBjM\/4sOkTZVJDEzsf7u+qjtuxzuAt6QmZnZq1cvWmWg9O7dO+8htUWXNkAgECxevJj9zHTSpElwJpgZgVAgQpJC2NNLB58crPBuKZE2VWTTw19dUUM7w++J3yFlu337NtrZ4I8\/\/ggODsbcBUMh0gaAkC1fvhxNMoUkbvLkyWSSKaGIPA97jvafL2td9uwnBXdLibSpHEGcoF9dUUsdx5eO4AfQDWzZsiUtLlCWLl0qFovZjpIdRUkbkJqaOm7cOOazZGXVqlXs+aoEQkGRSCULri+g\/RyAbmlseiwWC0WBSJtqwRVx2U9F4e90wc9pBv\/++y8jKhRVsWLF2NhYtpfkiAKlDUhPTx89ejTzcbK1fNeuXYvZEAgFIi4jjt0tnX55ulgixiKi0BBpUy3cfN3QXNGq26oGxAdAVzQ0NLRevXpIU9zd3TEXyRHFShsQFRVlZsbagoGidu7cidkQCAXiTuCdcjblaIevbF\/ZO8Ibi4hCQ6RNhRBJROynBxs9N4KuQZk7dy6jJblMF80RhUsbkJGRwd7eFHTWzc0NsyEQ5EcoFo44PQL5fEfnjopa8ohIm6oglAj\/vvY3amPjHcZhKWGga56enugBJfxx7do1zDlyQxnSBnz58qVp06bM58qmQ5w5cwazIRDkxzfa18DWAHn+zhc7FaJuRNpUhZfhLyvYMNvTAl4hXtDqfD6fvcLHtGnT2D6RN0qSNiA1NbV27drMR8uemb548QKzIRDkZ6\/3XuT50HGJy4jDoqMQEGlTFdhpOWryq1evou2Qq1Wrxl4fPF+UJ20AaFmVKlWYT5etXf7w4UPMhkCQEw6X0+5gO+T\/K26vwKKjEBBpUwmuBVxD7apjqeMT6fOzvTkc9izOJUuWsL0hX5QqbUBQUBBb3SpXrvz161fMhkCQk8tfLrO3nX8X\/Q6LkYJCpK3kgUtWh0MdUKOuubdGmvVzyNjGjRsZ2aCoP\/\/8E5SO7Qr5omxpA65du4YtEPL582fMhkCQB4lUMvbcWBQFUy5NKeJalUTaSp5L\/pfQyvENHBtkCDKysrJSUlKqV69OS4aurm7e00VzpBikDbh9+zY7tQR1y3FdTAIhX3yjfSvZVaIDobxN+Z+TcLIFi\/wQaSth0gXpjfY0opsTsHxsKZVKxWLx4MGDGbWgqI4dO6ampmJ+kC\/FI20SicTFxYX5Glnp0qVLTEwMZkYg5ItALBh\/fjyKhc6HO8MrWLzID5G2kgSScIvHFqgtjbcbJ2b+XDXoxo0bjE7INoQv3PPH4pE2GkdHRzhP5ssoyszMLD4etyEQ8iUkOaSibUUUEWc+nsFCRn6ItJUkMekxjfc0pltR21IbeqZ0A\/fp04cRCdmG8KjhC0RxSptQKNy0aRPzZbIydOhQskAIoRBAx0XLQosOit5uvbGQkR8ibSWJ8xtn1IqmR0zT+GnQtMePH2fkQfbY8ePHj+yGl5\/ilDYA+tHLly9nP1WYNm1acnIyZkYg5E0gJ7C6Q3U6KOB6\/yLsBRY1ckKkrcRI4aVU3VaVbkLA1dcV2jU4ONjIyIjRBoqytLTMe1G2PChmaQO4XO706dOZr5SVOXPmFPr8CaUTuEb+78H\/UFzU312fL+JjsSMPRNpKBmmWdNuzbaj9Wjq1hPaDdt24cSNaGa19+\/b5rlyUB8UvbQCfz588ebKOjg79vdra2uvXryc9U0KBgO5LrZ216NCAbs3VgKtY+MgDkbaSARqv\/aH2dONB1n094HpWVhY0avny5WlRAIE7deoUu70LSolIG5CSktKjRw\/mi2U\/ZMuWLZgNgZA3Vo+t6OgARp8djYWPPBBpKxkufr6oY8ksXtTKqVViZiKkNgMGDGD0gKI6d+6ckZGBtXeBKClpAzgcTv\/+\/VH6qaen5+joSBbmJciPf5x\/eZvydICUtS5biMkJRNpKAIFYYLTNiG42YMfzHZCy3bt3D00XLVeuXEJCAtbYBaUEpQ2IiYmpU6cO8\/UUBV1UV9efNxMJBDn568pfKEY6HOogkUqwOMobIm0lwCm\/U6jNGu9pDJ1TPp\/ftWtXRgZk64NjzVwISlbagJCQkE6dOjFnQFGGhobQxZaSZccJ8hGfEW+8w5gOk3I25Qq6SiWRtuJGLBWPOjOKbjAtC63Dbw9DtNvZ2TECIJtWle+WLvJQ4tIG+Pv7s6dhQTYKySlmQyDkxpJbS+hIAX6uzJotmvKASFtxE5MeY2hnSLdW9R3VAzmBkN2gvpuWlpazszPWwIVDFaQN+PDhQ+PGjZnzoKiaNWsSdSPIiecPTyRttXfWzhRmYtGUB0TaiptFNxah1oL0TSKVsDeENzEx4fF4WAMXDhWRNuDBgwfoyS8UY2NjX19fzIZAyI5YImYvqb\/75W4smvKASFuxEpwUrGetR7eTjqWOX4zfy5cvoZvGBH1+G8IXCNWRNuDhw4egaMzZUFSTJk0gm8NsCITs3A+6j2bsNN\/fPImXhMVUbhBpK1YcvR3pRgKGnBzC5XLZ00UHDBiAtWtRUClpA9zd3dki3qxZM4XcUiRoNtCtaXOgDR0y+lv1oYuKxVRuEGkrVnod60U3kq6V7vlP5+\/cuYMWzICkRrGr1KqatEkkkjNnzrB7pu3atSOLuxHyZaPnRjpqgL+u\/oXFVG4QaSs+wlPCy1iVoVuohkONLxFfoF\/GRDlFLVq0qCjTqrKjatIGgLrZ2dmxp9Cbm5sXfQQfQbP5GPsRrS1ewbYCJ5ODRVaOEGkrPmZfnU03D7Dw+kL2KkBGRkZxcXFYixYRFZQ2QCgU7tq1iz3J1MzMTM6dVQmlE6lU2t+9P4odhxcOWGTlCJG2YiI2PRZNHNHbqvf049P69evT4S3\/hvAFQjWlDeDz+f\/88w+ahgVl0qRJXC4XMyMQEI+CH+lYMRMTuxzuIs8oECJtvxH48uTkMaPyKRM3+vOzsDfmyyX\/Syip7ne834wZM5iwpqgOHToUYn3wfFFZaQMEAsHy5cuZk5NNwxo7dqxIJMLMCASaNH5as\/3N6PCpYl\/FP94fi6\/sEGn7DalEmBT1ZcusASay0m3g2h9caVaWVMBLi\/jue3zHqn7dTAYsc8uE17K9N2\/meMyhG0bLQmuUzSgmpmVzD27evIk1pEJQZWkDUlJSJkyYwJyfrKxcuRKzIRBoJFIJiiBAngFuRNqykSU++M9gWtqG2jwXZf0qUgnfw2rS\/85\/wN+SHxKJpMq2KnSr6FjotDBpwUQzRc2aNUtJ0ypVXNoASNOGDx\/OnKLsvptqnidBFbj1\/RaStgaODbAQyw6RNhxp5vuFA01\/CpvpgH1+PEbV\/iuBL9wf+Edjb8mXY77HUKsYzzZGjwiNjIw+ffqENaGiUH1pA6KioszMzJizlM0zc3BwwGwIBIAn4rFnJuQ7wI1IG06yp42ZLGXrNmxRiJhRNCgSsRi6oZixPEBS1tG5I9MkayndMrpMHBd8Q\/gCoRbSBkDu1q5dO+ZEZep28uRJskAIITs7X+xE0jb\/+nws0DCItP2OJO3cqrEyZTMZs2KPhFY1ELQEv912p5JB6TB7OQjiBKE9ELTMfz0WbNGiRUpKCtZ4CkRdpA0ICAhgT6EvV67c6dOnMRsC4VvCN7SVXyfnTqn8VCzW2BBp+w1R4pfZw\/rQ0va\/Q\/eypFKxSJiREnvof39tvB5VuKzNI8CD2Rx+PUQtE706OjpnzpzBWk6xqJG0ARwOB42GgVK2bNknT56Q3I3AJoWXgpbdN7QzhKQBizU2RNp+I\/Kdx2DzbrS0TZq73GLzpjUrlk4bO7hHv9kvUqWYsZwsvbX0Z2NspqhfecnPLV2UMeCDjXpJG+Dt7V2pUiXmjGUzzx49eoTZEEoz2HPSgz4HsVhjQ6TtN56f+B99o82035rvPKlELIj+9sJ6ztDhyw8JC5Wy\/VyVxVF273MqRWkzQauvr18Mq\/qonbQBnz9\/Zi8QYmRk9PHjR5K7ERA3vt1A0tbRuWMeq4oTaWMhTd+\/oD+tbKNsHgtkd9mgpEfeOXypkPu8Pgl5wrTEr84WtXDhQqzBlIE6Shtw48YNNA0LSuPGjQMCAjAbQqmFK+SifUW0LLW+xH\/BIg5BpO0X4rj7k5mHowP2v0tlhC0ri5\/6\/vO3eMxYTmZ7yOaN\/hq8RVWoUKHQG8IXCDWVNsDDw8PQ0JA5dYpq2rTpjx8\/MBtCqWXB9QVMupDn2F0ibf+RJfl2dh19m6378HmB6Shp+69IhT4Xz71JLsAdt3RBeov9LajlFPVrewDK1ta2eHpY6ittEonExcWFOXVZ6dy5M1kghEDz4McDtNHlpAuTxFIxFnc0RNoQHKdF42TKZjJ26Y5M0c\/Hob+KVBT66uL8ja7pckyxgsh8\/fr12rVra9eprVVWi2J24PtZOnToUGx3jtRX2mh2797NXtzN3Nw8KioKsyGUQgI5gdV3VKelrd2hdhmCDCwAaYi0MWRE+U0fZk5L2+p9d2XDc\/8rUvGnWwdG9Ou\/7fp77F3ZAeXav39\/xYoVmYj8vShjhY\/cUHdpE4lE\/\/77L\/MDZGXw4MGK2jiCoL6kCdLaHmxLS1t5m\/LxGTnfLCLSdiRLKs1Mir7mtPK\/UR8mm91fCiRSsYifnBD1wfvBAaul\/c1MzQaOe\/kjBX9vNm7cuMEewYCVEydOYO2kPNRd2gDIf1etWsVeunLq1KlJSUmYGaG0MfPKTFragFMfTmExSEOk7Ujwjx\/9+\/bu0U02b1RWevTs1X\/AgAH9+\/ft07tnj+70iyNm74kX5tMbFYvFtWrVYqIwp9KjRw+skZSHBkgbwOfzJ0+ezPwMWZk9ezZmQyhtXPx8EUnboBODsDCkIdKmSDw8PJj4y6Xo6uoWz+NRQDOkDYBO6PTp07W1mWGBOjo6K1euzMzMxMwIpYdkXnK5reVoaStrXRb+xSIRINKmSNibwOdWWrdufebMGS6Xq+znCRojbUB6enqXLl2YHyMrFhYWmA2hVNHbrTdK3B4GP8QiESDSpki2bdvGRF5+pUyZMq1atZowYYKVldX169cjIiKwlis6miRtAIfDGTx4MPN7ZDM6oLbJwrylFhsvGyRtjt6OWCQCRNoUyY0bN5jIK3hp0qTJ+vXrfXx8UlJSoAtW9JxOw6QNiI6ObtCgAfOTZD3TY8eOFdtgGoJKcfv7bTS6LccFjoi0KRI+n9+mTRsm8gpVtLS0qlWr1q1btxkzZuzZs+f169eFHu6gedIGhIWFde7cmflVFGVoaOjm5kbUrRTyPua9ob0hLW19j\/cFH8CCkUibgnn06FHZsqxBuqxSrlw5yDIuX748a9asxo0bGxsb6+npMcdyLxUrVhw9erSrq+v379\/j43\/eU8faODc0UtoAPz8\/IyMj5ofJJq7duXMHsyFoPDHpMXV21aGlrd7uetnnyRNpUzAQZjlKG6jYrVu3JBIJ3TCgUIGBgQ8fPty7d++4cePYy13kVuATQBD79OmzdOnS8+fPx8bGombOEU2VNsDf379Ro0bMb6Oo6tWr37t3D7MhaDZiibiDcwda2nSsdGLTY7FIJNKmSJKTk+vWrcsEHBRDivpvtXDQuzzmCUE6DcnIjh07Bg8e3KxZM8hK2Nt05lZat269evXq27dvBwQEJCQkIN2k0WBpA+7fv1+5cmXm51FUjRo13rx5g9kQNJtlt5fR0ga4+bphwUikTWGAPFlYQDX\/VwyonxPjOzL\/QZFnvALIU2Ji4pcvXx48eLB+\/fpOnTrp6v7aSyHHoq2tXbVq1ebNm\/fv39\/Gxub169dCoRA+SrOlDWr76dOn7J5pvXr1im3MIEEV8AjwQNI2+uxoLB6JtCkM6CH+WgJbm6JG\/6zxsgvLovwLMguBQIA1T75AOnb16tV\/\/vmnd+\/eTZo0Yc8Yz62A0o0cOXL69OnM\/5oobQCom7u7O7tCWrZsGRQUhJkRNJUkbhJ6SFrFvgp2u41Im8KYOHEiE2FQqsl2QrCg2h9s37RpU+ZFivLx8cGaR374fH5cXBz0PU+cODFp0qQ8ZqpmLy1atDhz5oxSd5kpESDJheRUX1+f\/plwFYHufExMDGamWH74PjqwffPiebNnzllgvcf9U\/TPHbcxG0LxUHd3XVragLiMOHY8EmlTDPfu3aOjC4qOrg41janu2Vdnr169mjlAUbt378baptBAVPv6+jo5Oc2aNat79+41a9ZkviP3Al3Xdu3aLVq0yM3N7dmzZ1FRUZD4YB+rdojF4m3btrGn0EN6q4zF3bJEae88z6+ZNfKvFXbP\/CO5An6k3935Y\/ub9R2x8+zTVBFRtxKg3\/F+SNreRb9jhySRNsXAHihft9evK8m+V\/tu3LiBAm\/s2LFY2xQd0Dgul8vhcPz8\/CwsLNq2bYumW+ZWILspV65clSpVWrduvWnTJpBI7BGEegHq5ujoiH41\/LouXboodpKpKC3ccel48x7des3cG5HBTIHIkopeHF5tYmJi2t3c8vQHMcndip2FNxaiWPMI8GCHJJE2BXD58mW0nL+hoWFnq850XWtZaHmFeAUHB1etWpU+WqNGDWXPDYJEDHpkt27dmjJlCv2l8pRq1aqBOm\/cuPHs2bPv379Xu8nnIO4rVqxgP1aePHlyIe5s5ogo6euOfyZ1MzExH\/H3a86va0BWljT6wW56KawBE\/8JTuKjQ4TiYdeLXUjanF47saOSSFtRiY2NZQ9kW7Rk0aATg+i6NrA1+JrwFRqAPYD+9u3b7LZRHuwnpKNGjZowYUJuY4nZBdQBZNrAwGDkyJEgcyAZ2MeqLKDpS5cuZX6G7IeMGDGi6NmolB\/nOG+kTL5M1uzH2y7+8T5mlb\/uw05\/yWekIUHhXPh8AT1JWHd\/HTswibQVFUtLSyaYZE\/oohOjOzl3ouu67q66Eak\/5727uroyFhTVv39\/dtsoj+yDP4RCIXRaT58+vX79+iFDhuS9tBxdQA3btGkDCaCdnd3NmzcjIyPZX6FqJCcn\/\/Ywh6IglcNsCgTkZe+ubO\/TQ7aWn+nQ29\/SsKOBV7cy6\/yZ9t3xJJR9lFAMeIV66W\/Vp8Nt0oVJ7MAk0lYkUlJS0N5L2traJ06ciM+Mb+jYkK7rNgfaJHF\/LgkLPaNy5ZiN4\/X09KKjo9nNoyTkGdf27ds3a2vrtm3bli9fvkyZMuwOXW7lzz\/\/hH4r3WmF36WCDyKGDh3KnKusbNq0qdC5m5T7efkQRrt6zDqSLPntblpWlujJ\/hX0URPTAQdeK375FkLeBCQEVLStSIdbtyPd2LFJpK3w8Pl8yH2YAKKodu3apaamRqVFoX0Sux\/tzhUxHToUb9Ddu379Omob5SH\/kF2I\/JiYGC8vryNHjixatKhTp075Tm4FEaxevbqZmdmcOXOcnJx8fHygNrCPLSmioqJ69OjBnKiswh0cHDAbeQDleu+2hllk2cR83Y1wbJBHlijt0Opp9GHTPuM8Qzjso4RiIC4jrop9FTrcmuxtwg5PIm2F586dO0gC4I+AgAB4MSQ5pKx1WbquB54YKJEy+cKuXbtoSygbNmxAbaM85Je27IBGX7p0afr06fXq1atatao8N+kMDAxGjx59\/Pjx4OBgDodTskoH6SQINHNmsoT65MmTYrEYM8sbKS\/GauYIRrl6T36SiN92FKZG\/jOZ3pPbZMDkfyJSfk4CIRQnfBHfeLsxHW6V7Suzw5NIWyGBjpi5uTkTOhS1YMEC+vU3kW\/oigZmXpmJ2uDp06doylSXLl3Q68qjKNKG4PF40Gm9d+8eSPPYsWPlmcavr6\/ftGnTAQMGrFixAvQx32n8SuLr16+\/JodQFPS4z549i9nkDTfaf8bwXrRy9Z26JpGLKyMn6OaYXkx3ddGOm7zfu6uE4uHnVr+ycNOy1GJv3EekrTCArh04cIAJGlnK9vHjR\/rQuU\/nkLRt9NyIGiAtLQ1N54YkohjuxytE2rLz4cMHe3v7fv36NWnSpEqVKvLcnmvduvXatWsfPHgQGBgICV2xjaGLi4uDk2ROQqa59+\/fl\/\/bOT9ejuvPKNeklXu4vw\/KzcoSezv9RXdXu\/ed7hlJUraSYcTpESji\/GL8UJASaSsMISEh7BU+HBwcQOzoQ7Zetqiind84s9tg\/vz5zBsoavPmzexDykBJ0kYDApGQkACCfuvWLfhw6P2x5wPkWEDQjYyMQOaGDBkC4ujj41MMy3\/Dt1SoUIE5A4r6448\/IH3GbHKDLW2LbC8Kpb9JmyT5\/eIBsoEf3ftYXXgjIuN1S4gVd1agiLv4+SIKUiJthcHCwgJlKx07doQ4R4fmesxFFX3r2y12G\/j7+6ORvY0bNy708rlyolRpyw4o3eXLl5csWdKjR49GjRrJM40fkr7Ro0fv27fv2bNnQUFBShon7Ovry56FVq1atTdv3sjzYJcXFzBnVB+Zspms3n+fLV5ZUvErdwuZ7JlOWOoQnU62aCgxDvgcQBFn99QORSKRtgLz+fNndtweP36cfbSPWx9U0X6xflgzNG\/enH5XpUqVoGeHHVUsxSxtCJDs6OhoSOjc3NwmTJggzzR+6NHXqFEDEroZM2acPXtWsZsog4rdvn0bTcOC0rBhQ+gaY2bZyRKlHFs1SaZsJisd77ClTZD2denYn6rXb9oW\/0QemR5fgtwPuo8ibrbHbBSJRNoKBpfLHTRoEBMiFNW9e3eBQMA2QDc1gbiMOKwZ\/v77b\/qN9CA47KhiKSlpwwBleffu3d69e6dOnQpaABKW7+05qJz27dsvXbr05MmT3t7eIJRFvz0HGSUkicwXUBRcY75+\/TlRJG\/SA67NGNwTTnvicsd0EZPoCVJCj6we3c3UbPz8TW\/DNG0xFbXja8JXFHGDTw5GkUikrWA8efIELaFjaGgYHByMGdRwqIEqmifCu5yQyNDvhQKhjh1VLCoibQiQp4yMjLi4uLdv327evFmeafxgUKFCBWNjY+j1b9my5f379\/J0JHMEvt3FxYX5XFnp0KFDcnIyZoaRlSUJfX1pbD8zU7P+a108EzK4CUGvrBZN7NGjn\/XxBymZQpKvlTjxGfEo4rq6dEWRSKStAKSlpUE8MJFBUfPnzxeLxZiNnrUeXctlrctibQBAP4h5s+yWtlJnaKqatGGASEE6duPGDdCscePGQW8UTdjIo1SrVm3o0KEWFhbw6\/z8\/Ap6e87R0ZF9M6FXr1757gCblSXlJQQ98DhzYK\/jrt2OBw67Xbv\/PDSRS0RNRRCJRVoWWnTQNd7TGEUikbYCYGVlxcSEbHIlRCZmwBfx6SoGjLcbY20AQDy3a9eO+QiKunLlCmagQFRc2thASgX9eg6HA+c8fvz4fOdCQIGEDpqgcuXKY8aMOXfuHOSD2GfmCHzR+vXrmY+QlYEDB9LrrRPUl3Jby9FBV8W+CgpGIm3yEhUV1bBhQzoedHV1oXeDGQCJmYlI2prsbYI1AI27uzv9IVBGjx5d6B5WvqiRtGGA1kDfEypq9erVID3yrLIJMgc93BkzZjg4ONy5cycyMjK3ioVEG2qDPVRlwoQJoKqYGUGN+GP7H3TQGdoZQnpBByORNnlZsWIFEwqyAR8pKSmYARCWHIakrZNzJ6wBaHg8Hnpo2KBBA+UN1ldfacvOt2\/fLC0tW7VqBRKGBtDkXf78889NmzZ9+vQJ8kGQM7bSgXRCF5j9NGPu3LkhISFgv2jRoj179qSlpRX9wQWh2Ki\/uz4ddJXsKqXwmMAk0iYXXl5e7Os8qAZmQOMf54+kre\/xvlgD0IhEoj59+tCfU758+ZcvX2IGikKTpI2Gvj33+PHjQ4cOzZ8\/Hy4w+XZd6Wn8vXr1WrBggbOz85s3b\/h8flZWFpfL\/euvv9BzDDBjK52hoeGUKVNKaooYoaCgYQkGtgZoQ1IibfkDF3n2Ch\/Qi8QMED6RPkjaRp0ZhTUAgn27x97eHjuqKDRP2rKTmpoKPxNkqFatWpAL5zsjAkqFChXGjBlz6tQpf39\/6MMyr+ZUunTpQjqqakHnw8y61hVsK4Qmh9LBSKQtf+7cuYMGfPzxxx8fPnzADBDeEd5I2safH481AOLBgwf0p0Hp0KEDdlRRlAZpQ0AW9uXLl1u3bm3fvn3UqFFyTuOvX78+O1nDChzaunUr9kUEFcTExYSRNpsKwUnMeCwibfmQlJTEjpO5c+dKWNOqMF6Ev0DSNvHCRKwBEDwer2LFiswnUtS3b98wA4VQqqQtO3AFsrW1ha5ogwYNoIOZh4TlUSpXrpyeno59MkHV6Ha0G5K2H0k\/6GAk0pYP1tbWjJvL9idPTEzEDNg8C3uGpG3KxSlYA7BZvHgx86EUZWlpiR1VCKVc2mjgOhQXF\/f+\/XsPD4\/Vq1d37Ngx3934sXL37l3sMwmqRo+jPeigK29TPpATSAcjkba8gJQNrfABIYFNF83O09CnSNqmXsprsoGvry+KsW7duiljqjyRthxJSEiAmlmwYEHXrl0NDAyYCsq9XLhwAfsEgqph5mpGpK0ASKXS0aNHMw4u29IlOTkZs8FgZ22TL07GGoANiOaff\/5Jf3KtWrVCQkIwg6JDpC1v4HKycOFCpoJyL\/IvgkQoKbof7Y6kLYgTRAcjkbZcYW8Ir6+v7+npiRlk50WYXPfaAJFINGbMGPrDtbW179y5gxkUHSJt+RIcHJz32uiNGjUq6LLjhOKn2xFyr60gsDeEnzNnDiRxmEF2vMN\/PSEdd24c1gAY+\/fvZz6dombMmIEdLTpE2vLFy8sr71tvFStW9Pf3x95FUDW6unRF0kaekObDuXPn0HhOAwMDX19fzCBH3ka9RdI2\/PRwrAEwIGVAA+srVaqUlvbbHpdFh0hb3oCuoV398yitW7cOCgrC3ktQKToc6sBIm22F8JRwOhiJtOVAVFQU2+lXr14tT8oGsJeOMj9mjjVAdth7yl2+fBk7WkSItOXBjx8\/\/vjjD6Z2ZBv6MX\/JCvRS0YUNSv369ePj8U8gqA7N9jWjg66ibcX4jHg6GIm05YC1tTUaBgUXbR6PhxnkRmRqJJK2dgfbYQ2QnaNHj9LfAmX27NmKnbdIpC03oI\/J3g5GT08P6iomJgauLidOnLh79y5k0Dt37mT3VXv37q3YtX8JCqTOrjp00FWyq5TGT6ODkUgbDngwe0mvY8eOYQZ5kMJLQdLWwLEB1gDZ+f79O9rmqkOHDikpilyylUhbjqSmprI38QP9evDgAWZDs3v3bvZA33bt2iljjA6h6KBdlg3tDYViIR2MRNp+A3x32LBhjC9TVJs2bSASMJs8EElESNqgurEGyA5oGVrb0sDAQJ4F++WHSFt2oqOju3XrxlSKbCrV\/v37c0uWuVzu6tWrGVNZmTRpElkRRAVBm5pX21ENBSORtt\/w9PRE00WhnxIWFoYZ5EsF2wp0LetY6mANkCNotwQokCZgR4sCkTaMjIwMtq5BvrZnzx7MJjuLFy9m527jxo0TCASYDaEEYa\/\/2nx\/cxSJRNp+IRaLzczMGBemKBAdzEAe6u6qiyo6Q5D\/0q\/3799nvo+iWrRowV5WrIgQaWMDujZq1CimOmRl\/fr18ohUcnIyJGvMe2RlxYoVmA2hBIlKi0IR1\/1odxSJRNoYQFP27t3LOK9sjO7nz58xG3loe7AtqujI1Py3iIcODvtR3adPnzCDQkOkDZGZmTl9+nSmLmT52qJFizCbPADfGDZsGDt3s7CwILmbivAx9iOKuBGnR6BIJNLGEB4e3qBBA8ZzKQq6KpiBnAw9NRRVtE+kD9YMOcKeKu\/g4IAdLTRE2mggGccmVE2bNk3OvRQQ0dHRJiYmzPtl4qjAliIUBY8ADxRxS24uQZFIpI3B0tKScVvZ+uBcLhczkJOlt5aiir7sL9dQNeiTonEG0GkSiRSzFTmRNoDH40HLooRLW1t75MiRhdvnBVyCrW46Ojpubm6KaixCoXF44YAibo\/3r4yESNtPfH1989gQvkA4vnRkVzTWDDkSEhJSq1Yt+qvr169f0IQiN4i0AVu3bmV3JHv27JmQkIDZyE9gYGCNGjWYz5It2Hvu3DnMhlDMLLi+AEXc7W+3USQSafs54GPo0KGMt1KUubk5dGEwG\/m5HnAdVfTqu6uxZsgRgUCApiVAHCpqt4RSLm2Qmrm6uqLZ71CxUMn57qmcL9Azbd68Of2ZUEDdbt26RUaElCB9j\/dFEReYyKxoBBBp+7mlCxrwUaVKlYCAAMygQHyO+4wqOu\/FP9js2rWLPgEokyZNwo4WjlIubceOHWOv6tGwYcPQ0FDMpnBAjs\/eDdrIyOjFixeYDaHYqO\/IbGelY6kjlvxKSkq7tKWkpLRu3ZpxUtn64CKRCLMpEGEpYeVtytN1DdcTqGusJXIkMjISxSH8oZA5PaVW2iCH8vDwMDQ0ZH68bLZccHAwZlYUfHx8ateuzXw6RUEvFdRNgQN3CHKSIcgw2m5Eh5vxdmN2JJZ2adu6dSvjnrLORWwss9NXoYlOi66+ozpd1yYuJhlCeW+c9e7dmzkPirpx4wZ2tBCUWml78OABe+sJyLD8\/PwwmyICKnb37l32Xbz69esrYz1RQt5EpUZVtq9Mh1tLp5bsSCzV0hYXF9eoUSPaNXV1dQ8fPowZFIJEbmLTfU3pum6xv0VCprw3rR0dHVGoKESJSqe0eXl5sfMpUBzIsDAbRXHp0qUqVaow3yQbcf3582fMhqBU\/GL9DGwN6HDr49aHHYmlWtoWLVrEeKWsz5Lv+uDyABkyWvOzhkON0GR57+9AjwbSRvpkzMzMsKOFoBRKm7+\/P3v8M5Tcpr4rCmdnZ+abZKVdu3YKX3ePkAcPfjxAE0hnXZnFjsTSK21Pnjxhbx5++fJlzKBwiCXiEadH0HWtv1XfP17eNVoTExPr1KlDnw9oXNGf5ZU2afv48WPLli2ZHyzbMfb69euYjTLYu3cve+QQXJbCw8MxG4KSOPnhpJalFh1uFo8s2JFYSqVNLBYPHz6ccUaKmjBhAmZQFJbcWkLXNXD7+22sMfJgypQpzAlRFPRPsaMFpVRJW1RUFNpGB4qOjo6rqytmoyQkEsmaNWvYS1cOHjyYTMMqHqyfWKNYO\/LutzAspdJ2584dPT092hGrVKny7t07zKAo7H+9H1W3rZct1hh54OXlRZ8SlIYNGxZxpHvpkbaIiIju3bszP1WW87q4uBTnWDNoqQ0bNqApJdAJGDVqFFm6shiYcXkGirW7gXfZYVgapY3D4VSqVIn2QihybukiP54\/PFF1jz8\/HmuMvEHbnkIWUMSp8qVE2kBBzM3Nmd8py9csLCyKfwwtn8+fOHEiO3f7+++\/CzejiyA\/pkdMUaz5x\/uzw7A0SpuNjQ3jfbLd2EDpMIMiwl5GvPGexlhj5A17+bajR49iRwtEaZC21NTUoUOHIkGBvGnr1q0l1RnMzMycPXs2eswNJwOtSRbmVSpG25hBbQBaOpym1ElbcnIyGhxA35HBDBQCGmujZaGVzCvAA4HTp0+jQJ01axZ2tEBovLSBakydOpX5hbI8F6SkZG9ygXf16tULqRuckqWlJZmGpSTCksOQrtXfXR+LwdIlbeBkI0eOpN0OSrNmzRQy4CM7Q04OQZUO\/VOsSfLA398fTeKpV68edrRAaLa0QV9v5syZ7NtbixYtUtTKAkUBPGrIkCH0WUHR19ffsmULUTdl4PrOFUXZ\/OvzsRgsXdLGXj4IfM7LywszUBTbn21Hlb7t2TasSfJAJBI1bdqUPkMoz549wwzkR4OlTSqV\/u9\/\/2N+m6wMHz5csZvmFIXQ0NBWrVoxZyZbid7FxQWzIRSdqZemoii7\/f3Xmh80pUvaBg0axLib7OkBdlSBPAt7pm2pTVf65IuTJdICXLR3797NnCJFTZwo7wT77GiwtP3777\/oATeUESNGqI6u0UDp2LEjc36yh7ZFvHNKwOCJeM33N6dDTM9ajyvEF1gsRdJ26tQpxtFkKZtiB3xgfE\/8\/sf2P+h67360e6YwE2uYPEhKSkJ90qpVqyYmJmIGcqKp0sZe5x2KqalpREQEZqMK+Pr6sncFNDQ0LJ4hxKWE0OTQGg416BADjYPsAYvB0iJt4P1ouUcoGzZsUOyAD4yEzIQW+1vQ9V5vd73EzILJExrNALnJ48ePsaNyopHSduLECbQCFZT27dsXfdqG8oCeKRrNA8XAwODRo0eYDaFwvIp4hWaPjjg9Ins4lxZps7GxQU8e27RpU8SVi\/JFKBH2dutN13sZ6zKBiQXbYHTTpk30qULZtq0At+rYaJ60Xbhwgd0Pbdy4sQJ3yVES9+\/fZ09rrVOnzuvXrzEbQiE4\/+k8mmK16u4qLACBUiFtMTEx7LUDjxzBDZTBijsr6HoHjr4t2H2W27dvM+dKUb169cKOyomGSdvLly\/Z+Rrk4EVZCrw4effuHXuIOPz97ds3zIZQUFbdWfUrvt4dxaIP0Hxp4\/F4I0aMYNyKojp06JCeno7ZKIPrX3+tJN7XrS\/WMHnD4XDQypSQp0RHR2MG8qBJ0ubl5WVsbMz8GNl9qydPnmA2KotEIjl9+jR7Cj30G378+IGZEQpE6wOtUXy9i8rhvrnmS9uzZ89QygaX\/UJsCF84eCJeGasyqPZTeAV7hDdhwgT6nKHs3LkTOyoPGiNtwcHB7CVzIev5\/v07ZqP6XL16lb2gOWSd8fG4DUFOwlPCUWQZ2Biw1w1HaLi0CQQC9sTpOXPmwCUUs1EeA90HogYo0BIggI+PDxrU3qVLl0IMstcMaQsICGAP9CtTpsylS5cwG7VAKBQ6Ojrq6Ogwv4SievfuTRZ3KxxOr51QZM31mIvFHY0mS5tUKmWPEYOe3devXzEbpbL75W7UAJsfbcaaJ29AgtGWz9AXK0SeogHSFhsb27hxY+Y3yJYCV\/fxEw4ODmjQOJTOnTunpqZiNoS8gbhGG5lrWWg9Cn6ExR2NJktbVFQUWh8cMqC9e\/diBsrmWdgz\/a36dBuMPDNSLJVrCxgaaL+JEyfSJw\/BUIiQVndpi4uL69atG\/MDZMXJyUndZyxxudy1a9cyv0dWJkyYAG2NmRHyICEzodn+ZnRYGe8w5nBzXt5Ck6Vty5YtjPvInh7A5REzUDahyaG1dtai26DxnsZ8MR9rpLxhj01duHAhdjRf1FrasKWKIOOGfAezUV8WLVqEhiJBmTx5sirMflUXPsd9RstP9HDtwRXh8xBoNFbafHx82AM+3N3dsw\/qUzZCsbCjc0e6DXSsdL7Ef8EaKW8+ffrEnL1sOzixuABJH6C+0gapzahRo5hTl5X169dr0rq1cJVlPyaCLsXy5csxG0JunPI7hUa0zbs2L7e41kxp4\/P57PXB+\/XrV\/y6RrP54Wa6DYBFNxZhjZQ3cM7sRbELuoOJmkobhP1ff\/3FnLfsuQHkOJrXZYML1YgRI9CTIigWFhZkcTd5QDfagJMfTmIRh9BMaXv69Cka3lm1atUPHz5gBsVGcFKwlgVzhSlvUz5DULB+B7tPOnPmTOxo3qijtIGEQdebOWlZgc5aZmYBZuCqEdgUel1d3cKN8ilVxKbHoi2sdCx1EjMTsYhDaKC0paSkNGvWjPEXioIUQNnTqvKmy+EudEsABVq7DYiKikI7+LVs2bJAy+2rnbRBP3TLli3oJhT8MXbsWEjAMTNNIj09nT04CdTNxcWFLDueF28Po2gadWYUFmtsNFDa7OzsGE+hqMqVK8O1ETMoZmy8bFBjWDyywJsqTyBh6dq1K\/1bKlWqVKApk2onbVu3bmXfXDc1NeVwOJiN5hESEsKeZFq+fHk1HbhXDLB3wgRufbuFxRobTZO2xMRENBIKroHOzs6YQfHzKPgRGgLS93jBZlxhHTT4OZhBHqiRtEFaffDgQTT1XUtLq1evXqVB12hCQ0PZO6gaGBhcvXqVLMybnfiM+CZ7m9ChVNOhZkRqBBZrbDRN2ubMmcM4iGx9cOjBYQbFT1xGXLUd1ej2AI0TiAr2pA+8nPk9BdxVXo2kzd3dvUyZMsy5yiYhqeYSbMrDz8+PPQ2rSpUqPj4+mA3BN8pXx0qHDiXzY+Y8EQ+LNTYaJW2PHz9mXEO2pcu1a9cwg5Ji7LmxdHsADs8LNj4rJSWlYsWK6EfBFR4zyA21kDZIS8+fP1+5cmXmRCmqXbt2wcHBmFlpwNvbu06dOkwtUFTNmjW9vLwwm1LOgusLUBxZPrbEogxDo6SNvaXL5MmTsaMliFeIF2qSyvaV+aKC3RqfPn0686sKsqu8WkgbXI3YS2Lo6uqq\/hJsyuPu3bvs4SCgdJGRkZhNqSWFl6JjyaRsQEB8ABZlGJojbTdv3kQpfaVKld68eYMZlCCQm7R0akk3ia6V7qPggi21+uDBA3R\/fejQoXI+QVN9aXv06BE7T2nQoAG0GmZT2rh8+TL0RpkaoajmzZuXZq3\/Ddaz0T5ufbAQy46GSFtiYiIaJAFFqVu6FI6NDzeihtnouRFvtjyJiopC61A3atQoNjYWM8gRFZc2iNhq1aox5yebSgU5C2ZTOjlw4AD7zmPHjh0LNOhHIxFJROjZqJal1mX\/y1h8ZUdDpM3e3h5l8k2bNlXS7qJF4XHIY8jX6LZp4dQCa7m84fP5ffv2pX8ddNlevHiBGeSIKksb6BrkI8zJUZSRkdHt2wVb9EmDgRzfycmJPU3Q1NQ0PDwcMytVcDI51XdUp8On9s7aIckhWHxlRxOkDYQMXf+h4+bi4oIZqAJcIRc9JwWehBRskVgbGxv6B0JZvHgxdjRHVFbaIErZYx0gXzty5AhmU8qRSCRr165l527Dhg3jcrmYWemBvZvywBMDc1x7EkPtpU0kEo0ePZppf4r6888\/VTBlo9n1Yhdqnn7u\/Qq0OWlAQADzC2UjA+TxctWUNuhcd+nSBaXY5cuXd3NzI2O4sgOOvWnTJrR0JdTYoEGDVHn7LuUhFAsbOjZEsXP5S\/69UUDtpc3T0xNNF4Uc\/vXr15iB6sAX8dFiLIb2hv7x\/lgT5k27du3onwnl3r172NHsqKC0cTgc1LOGAp1rCwuLgq5oUnrg8XhTp05lz9CYP3++Jq2AIid3A+8iXauzq448KRug9tI2YMAAptll00Wxo6rG5IuT6RbSstTa\/XI31oR5s3PnTuZ3UtSKFSuwo9lRNWlLT0\/v168fClTIR+zt7UthoBYISM\/nzp2Lkly4GMyaNatUVZo0SzrHYw6Stq1PtmIxlRvqLW3Ql6GbHErZsmWVuiG8Qrjw+QJqpFZOrSDTxhoyD3x9fdFTYDMzs3wXwFEpaePz+ezReRCrkICQNXzkAVLd\/v37MxUnuyRAqlt6uvAZggy0niv0dd7HvMdiKjfUWNoiIiLQ7gFQoL2lJbQom\/xAO6E+qZaF1vlP57GGzAMoaAMUQ0PDxMR8dqRXHWmDLueUKVMg42DOhqIWLVpEdE1+IOEdPHgwU3eyq\/imTZvA2zEzjWTbs210vADdj3aHbACLqdxQY2mzs7NDvZti2BBeUbi8dUFNZXrElCuU97EXuDJ7adbjx49jBhiqI23w7cx5yMqoUaPIQK2CEhwczL7Zqq+vX6C1EtSUxMxEA1sDOli0LbXvBt7FoikP1FXaQkJC2HuJHz58GDNQWUDL6jvWp1urkl2lt1FvsebMgytXrjA\/WDaSEzuKoSLSBvkFO18bMmQIydcKB+Rubdu2ZepRlru5ublhNhrGSb+TdKQAXQ53kUgLsNOmWkobxAZ77fyuXbtmZmZiNioLJF8LbyxEDbbqziqsOfOAy+UaGRkxP5uiAgMDMQM2qiBte\/fuZT\/gMzU1LW1LeiiW9+\/fN2zYkKlN2TCga9euYTaaBJqBACnbgdcHsFDKG7WUttevX7MHfECujhmoOF6hv2bL61rpxqTHYC2aBzNmzKB\/OBQXFxfsKJsSl7Zz586hR3tQWrduTZ6HFp2YmJhatWoxdSp7qvD06VPMRjP4Ev8FLb4P\/ZvAxEAsjvJG\/aQNMhcTExOmYVVgffBCIJaI+x3vh9Tt72t\/wytYu+bG+fPn0TDOmTNn5nEvuWSlDb6dvaQH5Bpkmrei8PT0ZCfvdevWhYs9ZqPu8EQ80yOm7Bgp6ENC9ZM29vCuMmXKqF3KRhOQEKC3VY9uNnpOHNa0ueHv71+1alX65zdr1iyPQQAlJW3ggt7e3mjJXCi1a9cmzw0Uy5s3bwwNDZn6lS3M++3bN8xGrXkY\/BBt72JoZ8gV5rzZaB6ombTFxcU1adKEbk5tbe19+\/ZhBuoCX8QfeGIg3XJallq2XrZY0+YGJK3Qs6NrANI3UDrMAFFS0vbs2bPq1aszX0xRFStW1NQeUwkClzTI39lP0sArwsLCMDP1ZeaVmXR0ACvurMDCRx7USdogHdi4cSPTkrLlWDmcnPfEVwsu+V9i7+OXkJGAtW5ubN68makC2cwb7Cii+KUNGiggIIDdV4IE8+PHj5gZQVFcuHCBvUBIvXr1NGPpyuCkYLRMjo6ljk+kDxY78qBO0gbdHPZl6uTJXHdXVQsEYgH7bsL\/7v8vjxtnbEJCQtBjR+iJpKWlYQY0xS9t379\/R4OKoejq6l65ckXOH0UoBEKhEDou7Gc15ubm8iydoMqIJKIhp4aguBhzdoyck0Yx1EbaoBXZK3wMGjQIM1BH2DcUGu5pGJ0WjTVzbnTp0oWpCIp69CjnNXuLWdrCw8PZS7CB5pJN54oHe3t79vJH3bp1y3emiirzPOw5GqZb0bZiQmYCFjVyojbSxt4QvkqVKiq1PnihSeOnoQ2YoXO67r68AmRhAe9hiq1tzvfpilPaOByOqakp82WycuDAAbKkR\/HA4\/HWrFnD1LusjBs3DrNRI8afH09HBDDzykwsZORHPaQtOTmZPV10xowZEDaYjZpy4fMFbUttuiHhD79YP6ylc+TevXtoI4iBAwdiR2mKTdri4uLYSxXBFWj79u2YDUHZLFy4kD06GmIkNTUVs1F97gXeQ7qma6XrHe6NxYv8qIe0bdu2jWkxiqpWrVpCQiFzVBVELBEPPz0cNeeMKzPE0vyTnejoaLTBHXT9+PwctsgqHmkTCATsjcSgrF27Vs6NaQgKJD09nX3HRktLa\/ny5ZiNipPKT+3k3AnFwuKbiws0swpDDaQNLj7sDeEPHjyIGag7ryJeVbSrSDdnZfvKXxO+Yk2eI4MGDaLrBIqrqyt2FCgGaYNsetasWcx3yIYZLl26lCyZW1JgK06Dum3evFmNnipc+XIF3Xqut7teMrdIy2WrgbRNnTqVaSvZfk6qsCG8YhGKhYNPDqZbFOhyuIs8TxVv3rzJVApFtW3bFjsKFIO0QSeI+QJZGTdunLo\/nlN3OBwOe98JSAXk37i2ZBGJRY32NEJRsOHBBmlWkdYoU3Vpe\/LkCdNKsqQA4hkz0Ay+xH8xtDNE7Xr642ms4bMDl2g0MrZ8+fJBQUGYgVKlDSRsw4YNaMqXtrb2xIkTia6pAtDL6dmzJ90uUMqWLXvgwAHwFsxMpYCO55ZHW5D\/V99RPSotCouRgqLq0sZe4QPSN0hnMAONYaPnr41K2x1sh7V9joCa0DUDEgNChh1VqrTZ2tqyh1N17NgxJSUFsyGUFJGRkehWLBR9fX0PDw\/MRqUITQmt4VAD+f\/5T+ex6CgEKi1t0B5oqa9y5cr5+BRmULK68CPpR02Hmqh11z9Yn2+31MnJia4cKP\/88w92VEnSBtf\/PXv2sMdO9+3bNyFB3qkUhOLhx48frVq1YlqIoipVqnThwgXVHD4tlognXZiEPL\/H0R5pgjQsOgqB6kobREuVKlWYlqGoefPmYQaax+E3h9HUK21L7VcRrzAnwHjz5g163t+0aVPsqJKk7fTp0+ylJaFTrBmTezQPPz8\/9iIFkMf5+vpiNqrA2U9nka5pWWrdD7qPxUXhUF1p2759O4rb5s2bp6UpQMhVHIlUMvTUUNTMY8+NxZwAg8fj1ahRg64i6B6+e\/eOfVTh0gbXfNA19vWmffv2wcHBmBlBdXj58mWdOnWY1qKomjVr5jZ3paRI46d1ONQB+fyyW8sUddNJRaUtKSkJLd0DxdnZGTPQVJ6GPtXfqo9a2iMgn1sk7GkJCxYsYB9SuLQ9fPjQwMCA+UTZkh7v37\/HbAiqxs2bN9kL59WvX191rkagYtufb0feXt+xfnhqOBYRhUYVpU0oFI4ZM4ZpCopq0qRJSkoKZqOpiCSiRTcXocau6VDze+J3zCHYxMXFoWkJDRs2ZN\/LV6y0ga6xF3dt0KAB0TV14erVq+ynCn\/++aeKLMfiFeJVbms55O17vPcoKmUDVFHaHj9+jDbc1NfXh2bADDQbiUTSdF9T1N7zrs2DjirmE2w6d+5M1xWkUW\/evEGvK1Da\/Pz82LoGX3Tr1i3MhqDKODk5sZc\/Ap+Jj8dtihm+iN\/brTfy857HeipQ1wCVkzb4eewJiTNnFn5+rPpyyu8UavKy1mWPv89rX75ly5bRdaWlpcXewE1R0ubv749mg0CpWrXqgwcPoJkwM4IqA+116NAh9lOF9u3bl+zzn82PNutY6tBOXsW+yquIV1gUFBHVkjZoABcXF6buZSmb6m8IrwzEEvHos6ORulV3qB7IyXXzqgsXLjD1RVHDhg1DrytE2kJDQ9u0acN8imwIzpEjP5sJMyOoPmKxeP369ej2BZThw4enp6djZsXD45DHyL21LLR+zj1Q9JBV1ZK2qKgotD44FFtbW4X\/YHUhjZ\/W6kAr1PZTL03FnAMRGxuLRs\/CxSA5OZl+vejSBp\/ctm1b9oefOnWKTBFVX0Qi0ZYtW9DAA2jZPn365LaUqVLpcbQHkraBJwZC5xTz\/6KjWtJmb2+PAql169ZqtLuoMjj78ayWJTPMDTj67mhuN90GDx5MVxoUtINfEaUtKSmpf\/\/+zPtlsxGtra1VfL4OIV8gpmbNmsVWt3nz5hXnJooiiQhyNOTVhnaGhVsfPF9USNq+fv3KvtNZegZ85AY4wd\/X\/kZOUMOhxreEnHctunv3LlNrFAXXYTqxKoq0QQCYmZmhAIA\/tm3bRnRNM+Dz+XPmzKFbFoqOjs60adOKbR2q61+vl7Eug7x6x\/MdRVm5KA9URdp4PB57wEe3bt2gATCbUkgKL6XNgTbID8yPmSdxc9j1Lj09vWbNmnTV1atXj96hvdDSBl7O3sgZLuyLFy8mU981iYSEhKFDhzINLEvJN2\/eXAy3GiJTI5vvb478ecjJIcq746Qq0vb27Vs0LdHAwODLly+YQanl9vfbyBWAOVfnZN+PGcRoyJAhdO2VKVPm2bNn8GLhpA38e8KECShfg7JgwQKSr2ke0AkdOHAg08ay3G3Tpk1KfUCUKczs7NwZeTLkbp\/iPmHerkBUQtog6ejUqRNTx7K1jyFWMZvSjP1T+zJWTA5vYGtw+ctlzGkAa2trpvoo6n\/\/+x+8Ujhpg\/cy75EVSKU5HA5mQ9AMgoOD2XFXrly5Q4cOYTYKxNbLVseKGe1RwabCJf9LmJ8rFpWQNgcHB6Z2ZUlHVFRRl2rSMHgiXn\/3\/rRPAOAf3xLxm26vX79mapCi6tatC68UVNrgim1lZcW8QVYGDBiA2RA0DMjd2AuEQDl58iRmoxCehj5FSz8AK++sxJxc4ZS8tEFSgDavhKxYfTeEVypBnCD2GqTmx8zTBb+NSII8l70zzsuXLwsqbXv37mUv6WFiYhIeHo7ZEDSPDx8+NGzYkGl12XZx165dw2yKyPfE7w0cGyDv7eTcKT4jHvNwhVPC0gaZAkQdU6kUBRcQTdrSRbE8D3sOaTzyjykXpwglvz3VsrS0ZOqRolasWMEeypu3tEkkkvPnz6NhN1Datm2b41YyBI0ErmHsBUIgw\/Dy8lLUfTfoc7BHsdV0qJnELY49AEpY2iC5YO8Oe+bMGcyAgAAh2\/RwE3IRYOuTrWwf8vf3R6Nnunbt6ubmRv8NJW9pg\/yOvaQHeDl8FGZD0GBAxZ48ecJea6du3bpv377FzApBpjBz2qVpbKd1\/+BexE0P5KQkpQ2ShbFjxzJ1KZv2gRkQsjPpwiQ0jlfPWu9JyBN0dU1KSkL3TYyNjbdv307\/DSU3aYP3wvWZPZywfv36cXFxmBmhNPDixQu2uhkaGn7+\/BmzKRASqcTptROaKKprpbvhwQbMn5VHSUobXChQUEE9vnql4PmxGklMWgx7pFtFu4pPQ5\/SniQWiydPnkzXJ\/Qux40bR\/8NJTdpA29Ge8dAqVChAryC2RBKCZBqXL58mT3JFK6U0dHRmJn8uL93Zy8+OP78eOicYv6sPEpM2iDFQKNMoUybNg1qFrMh5Ehocmjd3XWRx3Q41CE+g3GmEydOMBUqm0LA\/JWTtEG+5ufnx9a1atWq+fj4YGaE0sbp06fZS1c2atQoNDQUs5EHv1i\/WjtrIS9te6Ath8vBPFmplJi0sQd81K5dOzExETMg5MGdwDvs6yGoW0x6DPgTh8Nh37tEJbu0BQcHowfTUEAHPTw8FHXnmKC+CIVCJycn9jMlMzOzgo7Z9o\/3r7vr19W3\/u76AQkBmA8rm5KRtuTkZPS8WUdH58CBA5gBIV8cvR3Z6jbpwqQMQUZWVhZ7\/3BUMGkLCgrCtjs6d+4c24BQyrGzs2P3THv27Cn\/HdjY9FgTFxPkmZXsKnkEeGDeWwyUjLShDTSh1KtXT\/M2hC8GIMNa\/2A9ciBtS+3RZ0fzRLwrV64wNcsqbGlLTU01MTFhDsgKXKUlZKkiAgs+n79q1SrGP2Rl3LhxmE2OJHGT2hxog0bn6lnrnfQ7WTyPRDFKQNqePHmCOk16enr37t3DDAhyAmnalItTQNRoN9Kx0tnwYMO379+MjY3p6kUFSVt0dHS\/fv2YV2Vza7Zv3478kkBAwLVz8eLF7Du2M2fOzHsjbYFYMOH8BNobAV0r3c0PNwvFJTNpsgSkrfRsCF8MCCXCsefGImcCdVtxfQV7YiBdaGkTiUQjRoxgXpIVuDKTqe+E3OByuewFQrS0tFauXInZIEQS0YjTI9CFFhK3jQ83iiVizGOLjeKWtosXL+ro6NA1BbkbGfBRdCJTI9mjvcvblG864tfzAbqAtCUnJ7OXKtLV1V2+fLlYjC8iQiCwEQgE7MGnoG7\/\/vtv9hWuQMKW317OniU6\/fL0VH4q5qvFSXFIG+QF+\/btGz58+MCBA9mjQ5csWYJZEgpHpjCz7cG2yKuo+UwNozJ79uyFCxcy\/8gKpG\/FubYqQX1JT09v1KgR4zf\/TfS+e\/fuxIkTBw8evHbt2viE+KmXpv5yPwtq1JlRJXJ\/jY1ypU0oFFpaWrLHr6HSokUL0H7MnlBo3se8b7K3CeNbi+HyytQzKuhxPvwxZcqUjIwMzIMJhNyAlN\/c3Jz2HyjsoSFQypQvo9VOi1rD6Fr3o90jUiMw\/yx+lCht0NnBHrKwC\/SGMHtCEYGeacM9DSmo8l+zZXIoHTp0yPtmMIGQncjIyGrVqjE+lGNpRlGbf+qaioy9V6K0ffz4kT3pGitwKCwsDHsLoYi8i35XsXtFpopzKkZGRgkJCZjXEgjy8PnzZ\/ZEheyl5uSaIckhmE+WFEqUNjSfMbfSpEmTv0hRaJk6dSrWWchexo0bx1iTQkpByqBBgxgfyqVAvpKRkYHpQEmhLGkTCAQ5zvghhRRSNLj8NuYhS\/L+8o4N2crGTVtst+8+fvFuRJIS77YrS9rS0tKY30oKKaSUmvL48WO2DkiE3JA3Zyeam8hKtxkH3gq4nOenLIeYd4P\/+01c6RPDk2Zlsd+iKAopbYKY14f230iHk8p2iEYikRgZGTE\/lxRSSCkd5dOnbJtU8f2W9jX9qWw9hp0M4ICOgWocWDPh5ysmpqOXHOOIVUbaROlRu5ZNnLz8eFru0gY4Ojrmfd9n3bp1D0lRaLl37169evWY+s2paJXTcjrlxL43TCDIg+dDz427N1J53mTq3r179slFqT6H+8iUreeYhSEpfJm0ZZ2yni2TNpO+wxYHpiplBFzBpU2acdv+L\/NuptPWX8jIU9piY2PZG5FgpVmzZgKBAHsLoegcP34czffIoZhQjfc09okk67IRCsbZj2eNbI2oxowfZS\/lypXLYftgKf\/ejgW0ik38Z1ea8GfvE1TDfv5A+sXBM\/fEi1Qga5NKRK\/O2PSUafBMq5s\/e8nZbNg8ePCAvZ0EKrVr13727BlmTFAIPB5v+fLlOagbJNBNIVX+Oaiy2o5qFz9fFIp\/2zWGQMiRdEH6Xu+9FWxlWw6toKgcAprS19c\/fPgw5oqAJDNmy6wRMhEzWXvQC0QsK0ua\/NFtVM+fr\/ToN9bVh\/NT7bK9segUTNqSP58d27eH7DxN5jg8EspxTsHBwVOnTmUqQFbmzJkTHR2NmREUiFAovHLlCnsHNj09vZ6Le1IbmfHigP5WfbundpgTEwjZmXF5Bpr0DpT9t+yw+cPYA9x69uz59u3bHEfqpkb4Th1MK0bP429SQTDSI17\/PeTnY4Vu5iNOPfkmVo6uAQWQtoQAz8VTZ08czWSS85xeyX9aIHC3bt26fft2aGgodoigJEQi0YsXLyZMmADOt3r1apFEtP\/VfuMdxshHgdlXZydkkhG8hJz5mvC1j1sftsM02dvkypcrUqmUw+FAn+zGjRvv3r3LY\/GeYK89\/X8+CwUlG2Hr4rbHftPkUUOnLN544tqjyDQRZqxY5JY2aarVornn\/OMt5w+Xnanp0mN+SsokCQrk27dvIG3r1q2j\/30e9rysdVnkqVoWWk32NAlNLszi9wTN5m3UW+Ptv10IaznU+pH0A7lW\/mSJb1qOkt2+6jZ7\/\/MUTozvw1Mzh\/bs3qPnP9vOpkmUqx5ySZs4I\/LYukn2p56L+Skb\/xokk7Zua89+J9KmFrRu3RpJGxCQEGDmasZ22Tq76ri9d4O0DnNuQumEJ+JtfbKVvZ83MOnCpISMgm1\/Ls30XzlIpmxmQ0+9jwK1gBLy9IR5d3jRdNC0jZ9iSnbIbpbk\/pF\/By05kyzOEvGS1kztQ0vblusRRNrUghUrVrClDRCIBMNODUP7mdLMvz6fLyI7xpd24jPi2cv\/ATqWOstuL5NICzzpPfXVUTOZWJiPmvs9nktLmyTh\/cRe3WUvd7M+8wJ7iwLJT9qyhN9v7Z631CokU6Zj3IRl4+ibgt22PSB7UJUEWdKk91d37fyt7N695+Bh1\/NXb7\/9EsbPludfvHhx\/fr12IuZwkz7p\/blbcojDwal6+na83Xka8zXCaUEEK8rX660dGqJXAKouq3qiQ8nMOeRC6nwwZ7lMq0wGb94J0fwU0CgiCJfDe9JS5vpwt3X8HcpjnykLfbDjaG9+h71DIiTlciQD3OG0XcFe+x9kYkZE4oJiSAm8NW\/E\/vKGgKaYsyViMygt7dXTx0Mmf7gKSsefY4UsgQuJCRk8+bN6F82z8OeszdVAwztDa9\/vU7St9JGhiBj+7Pt2H3Yjs4dY9NjMZ+REykvyWbhGNpDVxx+JRv28bOEvTjT82eHFEo3y1NKHAGWl7SJ4t9sWbXy8s079\/4rtzzcx\/enT8vc5X3J7OZA+EmW+JndaFlDmPSetjkFrojCI\/ykIIs5o+CV7n1H7rr09udlUmYskUiuXr3KvDEbgZzASRcnsZ\/uQ\/o29tzYsJQwzPsJmsrriNfY7Ve9rXrr768vtK4BGXG+s4bIenimg874ZzLCJuW7bZpKK0j3vjO8w9KxdymQXKVNmBq6bd6EXZffw+UfvchP+fQXfV\/QdODpr8p9dkvIC3GC00xmFM7fdueZF7OkIbcc6PsF5sNmvolMQ\/Z5rw4oEAv+d\/9\/lewqsZ3bwNbgov9Fkr5pNumC9B3Pd7D3NACq7ajm+s61EDfXECJ+2iu3f+ix\/d1HbQ4VS8UiQSonyuvomt4\/XzTtN2LGiffJSr1Zn4u0STOv7ly18bhXmui3ESu85NfT+snOt9uISyEltlcNgR\/5Znw\/2YBuE5O91\/3Q65KkFzNpbTM1W+bui16XB88fng0cG7BdXH+r\/uizoyNSI7B4IGgGPpE+Ji4mula67EbvdazXx9iPmG8UCC6Xu\/DvGQNoYQNpGzh+2fJ\/li5ZOHv6lNFjJvy9dO2+Eze+hCv9Tn0O0iYWpD5yXjN58TYODxevjMiro5mnCMMuBJGsrcQIeurem5Gwfr8dEoduZm6GmvT82+W3Q3LAE\/Hmesxlb0oP1NlZ5\/yn83B5xwKDoL7EZ8Tv9d5raG\/IbmijbUZWj61KcHs9xZKDtLlaL+pr1m3KSqfYTJZ4ZUkzOKEnN4ynn22Ati10uJnMJ4lbyXDXaQkzxnuYdYSQldWLI6xHMdLWbdiWX6\/LDV\/Mfxb6rPGexmynL2tdtvvR7u+i32ERQlA7pFLp9a\/XWzm1wjqhZq5mn+M+a4yuATlIG70SJpRNhx7+HIsie1ES99juX+Z1pvxrceltye9bUxqRJtvN7E3L1xSnj79NdxMErGKe85h0G2H56\/UCEpkaOfXSVGZG9H9UtKto\/dg6PCUcixaCWiCRSkC8ICvHeqDG243X3VtXsnuGKoNcHyMQVBZxxNUxdG+0+4izEb\/dFpBE3hvDJG0mZvOPsg8VFJFEdCfwTrUd1dhhAJf6ho4NPQI8sLAhqDiQrG17tu2P7X+wWxNovq+5b7RvHpNA1RcibepGlviT6xI6Mes1YXWCmOWUWdLQWw6Mspma\/XOiYI8RciQxM3HV3VVG242wkBh5ZqTnD0+BmGzSrOqkC9LPfTrX5XAXrAXr767v8NxBk3qgGETa1I64HdOH0fI1Y+NRyX+D134iyTyxkVm81GzI9HeswR9FAToyIckhnZ07Y7FRxrrM4JODk7hJWCwRVIdPsZ9aH2itY6WDtd2Ui1PS+GklvsG7UiHSpmZkhL+dOIjZRcPmjA\/7UGa8398je8mO9PzX9Wn2GVdF4WeC9vbwn3v\/xILEwNZg5Z2VX+K\/YEFFKEHgavQ87PnUS1N1LHFR63G0x\/Wv11VkF2SlQqRNzQh8fqw\/85Ta3OMza65bluiZ41RZb7Tb2A1n817bvdBASICQYfehgbLWZdc\/WC8UkWV7SxhIxDIEGePPj8caCKhoW\/HwmxwWwtVUiLSpFVniGztmMsM+hvz7g\/effknFvtf3DvopeT1mrD8UnMT79RZFI5VK30e\/X3RjUXaBq72zNgjfx9iPEGBYyBGUjUgiehT8aMblGdhiRIDxdmOLRxbBScFYU2o2RNrUBqlEnB56d1ovZmxHz3\/OcyWgMxIBLz3g\/t7hvbv36jfEwu3Rzy2Dsr1XGUSkRPR07cmeUE0Dr4DwRadFi6ViLPwIykAgFnxP\/D7oxCBslSqgvE156Jam8FKwtisNEGlTG7ZsWD15+H+rfZiYmPYaufJfS1s7O6st\/67baON+6c6n4Dj2gh\/FAFfIvfX91oATA7CIAiBTmHpx6v2g+ySDUx5Q\/yf9Tg45OYS9OBWNjqXOrCuzvCO8IZvDWq2UQKSNoAA8f3h2demaPcCA9ofa3\/h6IzEzUSKVYJFJKBygVpGpkc5vnLEFqWgM7QyHnRoGeRzWRqUNIm0ExZAhyHgY\/HDs2bHYDB5A10q3xf4WK+6sCOIEYVFKKCgvw19OuzSt3u562bufUM\/Lbi17F\/0OuqhY65RCiLQRFIx3uPcA9wFG2\/BRvgDE3thzY+8G3oWkgyRx8gNpWlBS0LlP57of7Y5VKaBtqV1rZ60ZV2ZEpJCJj78g0kZQPJA1fI77vOXRluwzewAQuAaODSacn\/A45LFUSu7E5YVYIj7z8Uwftz41HWpi1UjTZG+TQz6HgpOCNXheQeEg0kZQIomZiTtf7DQ5YpL9QSpNK6dWu17s8o7w5nA5WFSXWkDuIat9FPxo3f111XdUx2qMxtDeEFLjU36neCIlDvRRa4i0EZROuiD9Y+zHSRcmZb8NR2Nga1B\/d\/2ZV2a+CHtRmjuqApHgsv\/lwScGQwdTb6seVks0+lv1195bG8wJ5ov4WD0T2BBpIxQf4SnhO57v6O\/e39Dut0UQ2TTe03jZrWWX\/C9Bl7Y0LF+ewkt5E\/Xm+Pvj0y5Ny74MAQLEbvTZ0cd8j6XxFTM1WOMh0kYobgRiQVx6nN1Tu6r2VbEARuha6UIqV2dnnQU3FkAqp3m35IRiISRoo8+MNt5uXN6mPHvbHYzm+5qf9judzE0utSPUCgeRNkKJwRVyb367ueruqu5Hu+d2M44G4n\/YqWGWjy3PfTr3NuptKj8VUwoVB6Q5Jj3mWdgzSLvW3FvT07VnOZty2G9kU8W+yqCTg6weW4GsE0UrHETaCCWPRCqh98HMo0dGo2WhBQmOjqVOZ+fOW722for9hImISgG\/6+GPh\/\/c\/qeBYwM4bS1LrdzuNiLaHGhzxu8M5HSghlgtEQoEkTaCCgFa8C76ndNrp9lXZ7dyagXdUizys1PZvnLbg22Hnho6\/\/p8Gy+bkx9OQnIUkRLxcxWmbFqjJDKFmd8Tv98Puu\/y1mWj58aZV2b2Pd636b6m2AY6OQK9UdMjpstuLXP\/4B7ICcQqhFBoiLQRVJfotGjHl47tD7U3sDWAHmu+KQ8byOzq7KrT163vgusLdr3Ydf3r9a\/xX1N4KdCZTeOnpQvSQY+gR8wT8fhiPuggBrzIF\/HhKJhBRgn28K4UfkoSN+ld1LtzH89ZP7GecXmGqYup0TajAp0YpG96W\/Uq2lUcdGIQJGjpfCVuM1yaIdJGUAMiUyOhZ3f47eGlt5aaHTUzsDHA9EJOQO8q2FQAMaq9s3bjPY0hMezk3Kn70e49XXuaHzPv5dart1vvXsd6wd9mrmaQTIGqNt\/fHLqTNRxqVLGvUm5ruQKpGBv4hMEnB294sAHySu9w72ReMvYbCYqFSBtBLfGJ9LH1sgUlqre7XrUd1SrZVcr7QUSxAdoH\/VDoJoOWNdzTcOy5sYfeHPrB+YGdP0HZEGkjqDfQWwxNDn0b9fZe0L1jvsfW3V838szIFvtbQI8PEx0lAR1M4+3GHZ07Trk4xeqxFfRVHwU\/+hj7MSotCjq22NkSig0ibQSNBTp972PeewR47PHes\/LuSkigoOPZ+XDndofatTrQqtm+ZtAnrb+7fq2dtYCaDjUhzwLgDwBeqbOrDnRFm+xtAn3S1gdadzjUoYtLl77H+067NO1fz39d3rrcC7z3LeEbV8jFvpegChBpI5QuxBIxT8RL46dxuJzY9NiI1IjgpOAfST+COEGBnEAA\/oB\/gZDkkMjUyLiMOJBIyA0hBSMDMtQIIm0EAkEDIdJGIBA0ECJtBAJB4xAe+T8fWKP0EmH0tgAAAABJRU5ErkJggg==\" y=\"0\"><\/image> <text fill=\"#ff0000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"30\" id=\"svg_3\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" transform=\"rotate(-76.44416046142578 127.00000000000006,173.91667175292974) \" x=\"122\" xml:space=\"preserve\" y=\"184.58333\">)<\/text> <text fill=\"#ff0000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"20\" font-weight=\"bold\" id=\"svg_4\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"40\" xml:space=\"preserve\" y=\"196.58333\">60<\/text> <text fill=\"#ff0000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"17\" font-weight=\"bold\" id=\"svg_5\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"61\" xml:space=\"preserve\" y=\"184.58333\">o<\/text> <text fill=\"#ff0000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" font-weight=\"bold\" id=\"svg_6\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"130\" xml:space=\"preserve\" y=\"166.58333\">?<\/text> <\/g> <\/svg><\/span><\/p>","options":["<strong>A.<\/strong> 60&deg;","<strong>B.<\/strong> 40&deg;","<strong>C.<\/strong> 30&deg;","<strong>D.<\/strong> 50&deg;"],"correct":"1","level":"2","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>A.<\/strong>&nbsp;60&deg;.<\/span><\/p><p>Ta c&oacute;&nbsp;<span class=\"math-tex\">$\\widehat{BDC}=90^0$<\/span>&nbsp;(g&oacute;c n\u1ed9i ti\u1ebfp ch\u1eafn n\u1eeda \u0111\u01b0\u1eddng tr&ograve;n) suy ra&nbsp;<span class=\"math-tex\">$\\widehat{ADC}=90^0$<\/span>.<\/p><p>N&ecirc;n <span class=\"math-tex\">$\\Delta$<\/span>ADC vu&ocirc;ng t\u1ea1i D suy ra&nbsp;<span class=\"math-tex\">$\\widehat{ACD}=90^0-\\widehat{DAC}=30^0$<\/span>&nbsp;(v&igrave;&nbsp;<span class=\"math-tex\">$\\widehat{DAC}=\\widehat{BAC}=60^0$<\/span>).<\/p><p>Suy ra&nbsp;<span class=\"math-tex\">$\\widehat{EOD}=2.\\widehat{ECD}=2.\\widehat{ACD}=60^0$<\/span>&nbsp;(g&oacute;c n\u1ed9i ti\u1ebfp nh\u1ecf h\u01a1n ho\u1eb7c b\u1eb1ng 90&deg; c&oacute; s\u1ed1 \u0111o&nbsp;b\u1eb1ng n\u1eeda s\u1ed1 \u0111o g&oacute;c \u1edf t&acirc;m c&ugrave;ng ch\u1eafn m\u1ed9t cung).<\/p><p>M&agrave; ta l\u1ea1i c&oacute;&nbsp;<span class=\"math-tex\">$\\Delta$<\/span>OED c&acirc;n t\u1ea1i O suy ra&nbsp;<span class=\"math-tex\">$\\Delta$<\/span>OED \u0111\u1ec1u hay&nbsp;<span class=\"math-tex\">$\\widehat{ODE}=60^0$<\/span>.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"127","test":"0","date":"2025-03-09 15:04:25","option_type":"txt","len":0},{"id":"10496","post_id":"7976","mon_id":"1159278","chapter_id":"1159333","question":"<p>Cho \u0111\u01b0\u1eddng tr&ograve;n t&acirc;m O, d&acirc;y cung AB sao cho&nbsp;<span class=\"math-tex\">$\\widehat{AOB}=115^0$<\/span>, \u0111i\u1ec3m M thu\u1ed9c cung nh\u1ecf AB. S\u1ed1 \u0111o&nbsp;<span class=\"math-tex\">$\\widehat{AMB}$<\/span>&nbsp;b\u1eb1ng:<\/p><p><span class=\"svgedit\"><svg height=\"230\" width=\"220\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"232\" id=\"canvas_background\" width=\"222\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" id=\"canvasGrid\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" id=\"svg_4\" stroke-width=\"0\" width=\"100%\" x=\"0\" y=\"0\"><\/rect> <\/g> <\/g> <g>&lt;title&gt;&lt;\/title><g id=\"svg_17\"> <ellipse cx=\"104\" cy=\"104.08333\" fill=\"#ffaa56\" id=\"svg_1\" rx=\"100\" ry=\"100\" stroke=\"#000\" stroke-width=\"1.5\"><\/ellipse> <line fill=\"none\" id=\"svg_2\" stroke=\"#000\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-opacity=\"null\" stroke-width=\"1.5\" transform=\"rotate(-25 149.49999999999997,82.7916641235352) \" x1=\"100\" x2=\"199\" y1=\"82.58333\" y2=\"83\"><\/line> <line fill=\"none\" id=\"svg_3\" stroke=\"#000\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-opacity=\"null\" stroke-width=\"1.5\" transform=\"rotate(162.00250244140625 131.81939697265625,195.81996154785156) \" x1=\"102.42796\" x2=\"161.21085\" y1=\"195.61162\" y2=\"196.02829\"><\/line> <line fill=\"none\" id=\"svg_6\" stroke=\"#000\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-opacity=\"null\" stroke-width=\"1.5\" transform=\"rotate(90 104.49998474121092,153.29165649414065) \" x1=\"53.49999\" x2=\"155.49999\" y1=\"153.08332\" y2=\"153.49999\"><\/line> <ellipse cx=\"104.5\" cy=\"103.58333\" fill=\"#ff0000\" id=\"svg_5\" rx=\"3\" ry=\"3\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"1.5\"><\/ellipse> <line fill=\"none\" id=\"svg_7\" stroke=\"#000\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-opacity=\"null\" stroke-width=\"1.5\" transform=\"rotate(-74.12208557128906 177.19447326660162,124.85098266601564) \" x1=\"112.44918\" x2=\"241.93976\" y1=\"126.02187\" y2=\"123.68011\"><\/line> <ellipse cx=\"104.5\" cy=\"204.58333\" fill=\"#ff0000\" id=\"svg_8\" rx=\"3\" ry=\"3\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"1.5\"><\/ellipse> <ellipse cx=\"193.5\" cy=\"61.58333\" fill=\"#ff0000\" id=\"svg_9\" rx=\"3\" ry=\"3\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"1.5\"><\/ellipse> <ellipse cx=\"160.5\" cy=\"187.58333\" fill=\"#ff0000\" id=\"svg_10\" rx=\"3\" ry=\"3\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"1.5\"><\/ellipse> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_11\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"81\" xml:space=\"preserve\" y=\"106.58333\">O<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_12\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"89\" xml:space=\"preserve\" y=\"225.58333\">A<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_13\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"200\" xml:space=\"preserve\" y=\"62.58333\">B<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_14\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"167\" xml:space=\"preserve\" y=\"208.58333\">M<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"20\" font-weight=\"bold\" id=\"svg_15\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"109\" xml:space=\"preserve\" y=\"124.58333\">115<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"15\" font-weight=\"bold\" id=\"svg_16\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"141\" xml:space=\"preserve\" y=\"111.58333\">o<\/text> <\/g> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_18\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"9\" xml:space=\"preserve\" y=\"33.58333\">m<\/text> <\/g> <\/svg><\/span><\/p>","options":["<strong>A.<\/strong> 122,5&deg;","<strong>B.<\/strong> 125&deg;","<strong>C.<\/strong> 125,5&deg;","<strong>D.<\/strong> 122&deg;"],"correct":"1","level":"2","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>A.<\/strong>&nbsp;122,5&deg;.<\/span><\/p><p>X&eacute;t \u0111\u01b0\u1eddng tr&ograve;n (O), ta c&oacute;&nbsp;<span class=\"math-tex\">$\\widehat{AMB}$<\/span> l&agrave; g&oacute;c n\u1ed9i ti\u1ebfp ch\u1eafn cung l\u1edbn AB.<\/p><p>N&ecirc;n&nbsp;<span class=\"math-tex\">$\\widehat{AMB}=\\dfrac{1}{2}s\u0111\\stackrel\\frown{AmB}$<\/span>&nbsp;(s\u1ed1 \u0111o c\u1ee7a g&oacute;c n\u1ed9i ti\u1ebfp&nbsp;b\u1eb1ng n\u1eeda s\u1ed1 \u0111o cung b\u1ecb ch\u1eafn).<\/p><p>Suy ra&nbsp;<span class=\"math-tex\">$\\widehat{AMB}=\\dfrac{1}{2}\\Big(360^0-s\u0111\\stackrel\\frown{AMB}\\Big)$<\/span><span class=\"math-tex\">$=\\dfrac{1}{2}\\Big(360^0-\\widehat{AOB}\\Big)$<\/span><span class=\"math-tex\">$=\\dfrac{1}{2}\\Big(360^0-115^0\\Big)=122,5$<\/span>.<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"127","test":"0","date":"2025-03-09 15:06:25","option_type":"txt","len":1}]}