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HomeLớp 9Toán lớp 9 - Sách Kết nối tri thứcBài 28. Đường tròn ngoại tiếp và đường tròn nội tiếp của một tam giácBài tập nâng cao
{"common":{"save":0,"post_id":"7980","level":3,"total":10,"point":10,"point_extra":0},"segment":[{"id":"10578","post_id":"7980","mon_id":"1159278","chapter_id":"1159333","question":"<p>Cho \u0111\u01b0\u1eddng tr&ograve;n (I) n\u1ed9i ti\u1ebfp tam gi&aacute;c ABC v\u1edbi&nbsp;c&aacute;c ti\u1ebfp \u0111i\u1ec3m tr&ecirc;n c\u1ea1nh AB, AC, BC l\u1ea7n l\u01b0\u1ee3t l&agrave; E, F, D.&nbsp;Ch\u1ecdn \u0111&aacute;p &aacute;n \u0111&uacute;ng.<\/p>","options":["<strong>A.<\/strong> AE = AB + AC &ndash; BC","<strong>B.<\/strong> 2AE = AB + AC &ndash; BC","<strong>C.<\/strong> 3AE = AB + AC &ndash; BC","<strong>D.<\/strong> 4AE = AB + AC &ndash; BC"],"correct":"2","level":"3","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>B.<\/strong>&nbsp;2AE = AB + AC &ndash; BC.<\/span><span style=\"color:#16a085;\"><\/span><\/p><p>V&igrave; AB, AC, BC l&agrave; c&aacute;c ti\u1ebfp tuy\u1ebfn c\u1ee7a \u0111\u01b0\u1eddng&nbsp;tr&ograve;n (I) n&ecirc;n ta c&oacute;: AE = AF; CF = CD ; BD = BE.<\/p><p>Suy ra 2AE = AE + AF = AB &ndash; BE + AC &ndash; FC =&nbsp;AB + AC &ndash; (BE + FC)&nbsp;= AB + AC &ndash; (BD + DC) = AB + AC &ndash;&nbsp;BC.<\/p><p>V\u1eady 2AE = AB + AC &ndash;&nbsp;BC.<\/p><p><span class=\"svgedit\"><svg height=\"235\" width=\"270\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g> &lt;title&gt;&lt;\/title&gt; <rect fill=\"none\" height=\"237\" id=\"canvas_background\" width=\"272\" 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&gt; <image height=\"211\" id=\"svg_1\" width=\"238\" x=\"14\" 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\" y=\"11.5\"><\/image> <rect fill=\"none\" height=\"15\" id=\"svg_2\" stroke=\"#007f00\" stroke-width=\"1.5\" width=\"15\" x=\"114\" y=\"199.5\"><\/rect> <text fill=\"#000000\" font-family=\"Times New Roman, Times, serif\" font-size=\"20\" id=\"svg_3\" stroke=\"#007f00\" stroke-width=\"0\" text-anchor=\"start\" x=\"75\" xml:space=\"preserve\" y=\"14.5\">A<\/text> <text fill=\"#000000\" font-family=\"Times New Roman, Times, serif\" font-size=\"20\" id=\"svg_4\" stroke=\"#007f00\" stroke-width=\"0\" text-anchor=\"start\" x=\"2\" xml:space=\"preserve\" y=\"220.5\">B<\/text> <text fill=\"#000000\" font-family=\"Times New Roman, Times, serif\" font-size=\"20\" id=\"svg_5\" stroke=\"#007f00\" stroke-width=\"0\" text-anchor=\"start\" x=\"36\" xml:space=\"preserve\" y=\"129.5\">E<\/text> <text fill=\"#000000\" font-family=\"Times New Roman, Times, serif\" font-size=\"20\" id=\"svg_6\" stroke=\"#007f00\" stroke-width=\"0\" text-anchor=\"start\" x=\"169\" xml:space=\"preserve\" y=\"102.5\">F<\/text> <text fill=\"#000000\" font-family=\"Times New Roman, Times, serif\" font-size=\"20\" id=\"svg_7\" stroke=\"#007f00\" stroke-width=\"0\" text-anchor=\"start\" x=\"110\" xml:space=\"preserve\" y=\"232.5\">D<\/text> <text fill=\"#000000\" font-family=\"Times New Roman, Times, serif\" font-size=\"20\" id=\"svg_8\" stroke=\"#007f00\" stroke-width=\"0\" text-anchor=\"start\" x=\"119\" xml:space=\"preserve\" y=\"158.5\">I<\/text> <text fill=\"#000000\" font-family=\"Times New Roman, Times, serif\" font-size=\"20\" id=\"svg_9\" stroke=\"#007f00\" stroke-width=\"0\" text-anchor=\"start\" x=\"252\" xml:space=\"preserve\" y=\"217.5\">C<\/text> <\/g> <\/svg><\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"127","test":"0","date":"2025-03-23 14:30:20","option_type":"txt","len":2},{"id":"10582","post_id":"7980","mon_id":"1159278","chapter_id":"1159333","question":"<p>X&aacute;c \u0111\u1ecbnh b&aacute;n k&iacute;nh c\u1ee7a \u0111\u01b0\u1eddng tr&ograve;n n\u1ed9i&nbsp;ti\u1ebfp tam gi&aacute;c \u0111\u1ec1u ABC c&oacute; \u0111\u1ed9 d&agrave;i c\u1ea1nh b\u1eb1ng a.<\/p>","options":["<strong>A.<\/strong> <span class=\"math-tex\">$\\dfrac{a\\sqrt{2}}{3}$<\/span>","<strong>B.<\/strong> <span class=\"math-tex\">$\\dfrac{a\\sqrt{3}}{3}$<\/span>","<strong>C.<\/strong> <span class=\"math-tex\">$\\dfrac{a\\sqrt{3}}{2}$<\/span>","<strong>D.<\/strong> <span class=\"math-tex\">$\\dfrac{a\\sqrt{3}}{6}$<\/span>"],"correct":"4","level":"3","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>D.<\/strong>&nbsp;<span class=\"math-tex\">$\\dfrac{a\\sqrt{3}}{6}$<\/span>.<\/span><\/p><p>Ta c&oacute; tam gi&aacute;c ABC \u0111\u1ec1u.<br \/>G\u1ecdi O l&agrave; tr\u1ef1c t&acirc;m c\u1ee7a tam gi&aacute;c \u0111\u1ed3ng th\u1eddi l&agrave;&nbsp;giao \u0111i\u1ec3m ba \u0111\u01b0\u1eddng ph&acirc;n gi&aacute;c trong.<br \/>V\u1eady O l&agrave; t&acirc;m c\u1ee7a \u0111\u01b0\u1eddng tr&ograve;n n\u1ed9i ti\u1ebfp tam&nbsp;gi&aacute;c \u0111\u1ec1u ABC.<br \/>Ta c&oacute;&nbsp;<span class=\"math-tex\">$\\widehat{BAH}=\\widehat{CAH}=60^0:2=30^0$<\/span>.<\/p><p>X&eacute;t tam gi&aacute;c AHB vu&ocirc;ng t\u1ea1i H c&oacute; c\u1ea1nh huy\u1ec1n&nbsp;AB = a,&nbsp;<span class=\"math-tex\">$\\widehat{BAH}=30^0$<\/span>.<br \/>Theo \u0111\u1ecbnh l&yacute; v\u1ec1 h\u1ec7 th\u1ee9c l\u01b0\u1ee3ng trong tam gi&aacute;c&nbsp;vu&ocirc;ng, ta c&oacute;:<\/p><p><span class=\"math-tex\">$AH=AB.\\cos\\widehat{BAH}=a.\\cos30^0=\\dfrac{a\\sqrt{3}}{2}$<\/span>.<\/p><p>M\u1eb7t kh&aacute;c tam gi&aacute;c ABC \u0111\u1ec1u n&ecirc;n tr\u1ef1c t&acirc;m O&nbsp;c\u0169ng l&agrave; tr\u1ecdng t&acirc;m, suy ra&nbsp;<span class=\"math-tex\">$OH=\\dfrac{1}{3}AH=\\dfrac{1}{3}.\\dfrac{a\\sqrt{3}}{2}=\\dfrac{a\\sqrt{3}}{6}$<\/span>.<\/p><p>V\u1eady b&aacute;n k&iacute;nh \u0111\u01b0\u1eddng tr&ograve;n n\u1ed9i ti\u1ebfp tam gi&aacute;c \u0111\u1ec1u&nbsp;c\u1ea1nh&nbsp;a&nbsp;b\u1eb1ng&nbsp;<span class=\"math-tex\">$\\dfrac{a\\sqrt{3}}{6}$<\/span>.<\/p><p><span class=\"svgedit\"><svg height=\"245\" width=\"275\"> <g> &lt;title&gt;&lt;\/title&gt; <rect fill=\"none\" height=\"247\" id=\"canvas_background\" width=\"277\" 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&gt; <g id=\"svg_24\"> <g id=\"svg_13\"> <ellipse cx=\"136\" cy=\"155.5\" fill=\"none\" id=\"svg_2\" rx=\"68\" ry=\"68.5\" stroke=\"#000\" stroke-width=\"1.5\"><\/ellipse> <path d=\"m16.91,224.02811l119.49999,-205.99998l119.49999,205.99998l-238.99998,0z\" fill=\"none\" id=\"svg_5\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"1.5\"><\/path> <line fill=\"none\" fill-opacity=\"null\" id=\"svg_10\" stroke=\"#000\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-opacity=\"null\" stroke-width=\"1.5\" x1=\"17\" x2=\"195\" y1=\"224\" y2=\"121\"><\/line> <line fill=\"none\" fill-opacity=\"null\" id=\"svg_11\" stroke=\"#000\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-opacity=\"null\" stroke-width=\"1.5\" x1=\"137\" x2=\"137\" y1=\"18\" y2=\"224\"><\/line> <line fill=\"none\" fill-opacity=\"null\" id=\"svg_12\" stroke=\"#000\" stroke-linecap=\"null\" stroke-linejoin=\"null\" stroke-opacity=\"null\" stroke-width=\"1.5\" x1=\"255\" x2=\"79\" y1=\"224\" y2=\"120\"><\/line> <\/g> <rect fill=\"none\" fill-opacity=\"null\" height=\"15\" id=\"svg_14\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"1.5\" transform=\"rotate(30 87.5000000000001,116.49999999999996) \" width=\"15\" x=\"80\" y=\"109\"><\/rect> <rect fill=\"none\" fill-opacity=\"null\" height=\"15\" id=\"svg_15\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"1.5\" width=\"15\" x=\"137\" y=\"209\"><\/rect> <rect fill=\"none\" fill-opacity=\"null\" height=\"15\" id=\"svg_16\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"1.5\" transform=\"rotate(58 186.5,117.49999999999997) \" width=\"15\" x=\"179\" y=\"110\"><\/rect> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Times New Roman, Times, serif\" font-size=\"20\" id=\"svg_17\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"129\" xml:space=\"preserve\" y=\"15\">A<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Times New Roman, Times, serif\" font-size=\"20\" id=\"svg_18\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"2\" xml:space=\"preserve\" y=\"229\">B<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Times New Roman, Times, serif\" font-size=\"20\" id=\"svg_19\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"258\" xml:space=\"preserve\" y=\"230\">C<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Times New Roman, Times, serif\" font-size=\"20\" id=\"svg_20\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"131\" xml:space=\"preserve\" y=\"240\">H<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Times New Roman, Times, serif\" font-size=\"20\" id=\"svg_21\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"64\" xml:space=\"preserve\" y=\"121\">F<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Times New Roman, Times, serif\" font-size=\"20\" id=\"svg_22\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"198\" xml:space=\"preserve\" y=\"121\">E<\/text> <text fill=\"#000000\" fill-opacity=\"null\" font-family=\"Times New Roman, Times, serif\" font-size=\"20\" id=\"svg_23\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"0\" text-anchor=\"start\" x=\"139\" xml:space=\"preserve\" y=\"146\">O<\/text> <\/g> <\/g> <\/svg><\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"127","test":"0","date":"2025-03-23 14:53:25","option_type":"math","len":0},{"id":"10585","post_id":"7980","mon_id":"1159278","chapter_id":"1159333","question":"<p>Cho tam gi&aacute;c ABC n\u1ed9i ti\u1ebfp \u0111\u01b0\u1eddng tr&ograve;n (O) c&oacute;&nbsp;b&aacute;n k&iacute;nh 1 dm, <span class=\"math-tex\">$\\widehat{B}=45^0$<\/span>&nbsp;;&nbsp;<span class=\"math-tex\">$\\widehat{C}=15^0$<\/span>.&nbsp;Di\u1ec7n t&iacute;ch tam gi&aacute;c ABC&nbsp;b\u1eb1ng:<\/p>","options":["<strong>A.<\/strong> <span class=\"math-tex\">$\\dfrac{3-\\sqrt{3}}{4}$<\/span> dm&sup2;","<strong>B.<\/strong> <span class=\"math-tex\">$\\dfrac{2-\\sqrt{3}}{4}$<\/span> dm&sup2;","<strong>C.<\/strong> <span class=\"math-tex\">$\\dfrac{2-\\sqrt{3}}{2}$<\/span> dm&sup2;","<strong>D.<\/strong> <span class=\"math-tex\">$\\dfrac{3-\\sqrt{3}}{2}$<\/span> dm&sup2;"],"correct":"1","level":"3","hint":"","answer":"<p>Ch\u1ecdn&nbsp;<span style=\"color:#16a085;\"><strong>A.<\/strong>&nbsp;<span class=\"math-tex\">$\\dfrac{3-\\sqrt{3}}{4}$<\/span>&nbsp;dm&sup2;.<\/span><\/p><p><span class=\"svgedit\"><svg height=\"285\" width=\"292\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g> &lt;title&gt;&lt;\/title&gt; <rect fill=\"none\" height=\"287\" id=\"canvas_background\" width=\"294\" 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&gt; <image height=\"282.99999\" id=\"svg_1\" stroke=\"null\" width=\"289.99999\" x=\"1.5\" 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h2VxkKP1tabH303PWmNRYuYUL5Ya2CoGrEFhMsIlNPnce0GFxx+7gULXtNBRcuapN0s5aJrPpfpZLafLgYhOChZDp0P1wONmCzLNGJidei6y8XC9RCx9axJ276yaM3S5wA\/LGC5EWn1sw7w1dLxvh6qFVuOo\/yW47LZz+pUrU6G3GGaolPVxorAdDILW76MCDpa5xyffPIL2mfeX78IoT3henKc2YHV4RJp2Shiq7Qv0bbnB1rLTdOTEnxc935dqIAg0Oib5W+9VCu2gEAZgbd1y8UkwI2L73bgwAe1+FLZRlCtp\/BS1XaQ\/j24Ce6992Pa3yt0DvTfcF0yebiumHn2w67vHtbVYsvFX0pd4cL+QVnqEsEvY4WZNCd8k41Qi9iyJMOVYcRnW92zNknw+bDYEVFq7W17pg62lYsuG\/m+A\/SNh+ILej+sW\/eP8J8T2hBcQ6bM118xnq8eeuiv4cO6hq4V29mzXwl0NDpFV0j5y1aEgECZ38KQJjGMC2mUWsQW6JHrH0\/kvxvA50cZKCXDmcynvFUFghsU4LxuT0lTFHzD3ATF8m1fCoUVxWsN42bOnO7st9yVYkvOqGVNKd5xCUj5ARpOAgoX\/FxSMgM4PoqTo1axBWaQmdE4g3SJbbfAqmPp0jfV8OFP6WR58pxNlkY4vcxRmcw+Kpv9qr6QXXeFuu++7l6uthtk+RxxxFPFCSYETnGTdVuJb9eJLYGXUg4tQvtA2X6CXyzbzYU8IFKBq0dsCTb4wk9D8G7PU8Wd4jjXeAFEfL1h8TVbNvs55Tg3ad8hwh3FzVJojEsu2aAsy19Njle3395dQ0y7SmyJcpcSr0k5Wl52ETIjzG\/mzYBFGm1HST1iCwSIzPty1KBBD4V3dy1UtrnuvTq3E8vWZDqE57XldTMdrCksZPzw9967OfynhCZx3nkvKdue5F2DZ6pJk7qniU3XiC0WK0tR8yOPKutlYFwHdxXzaBkjTlPtqKlXbIH3bd7bEN0oXCjB70d+L75bOpnRxJ1VQE+rN69T9xBfEyFfolc6QvPgtyIjxbZN8QNplgRIu0Fwu0JsKUAoDbEbXZYn63f1Ks0M+0Bso8IbEVsCdKSB8Vzbviy8W6jA6tV\/09VqzISjiMK4h4Kj5NmYVHyQzkThPEG0yZIQt0O8XHrpK8qyxnvX5ATtUkj6d554saU4AZeB7zpgSV7uOvhZMb0Liyeu5t3QiNgCrR3NNN3dGxqh043guzX9e+d5mQ6f0IUU5cKb86raSANcoMuzyQgR4gEfrm37gerxibdwEy22lI3Sn9UPhtEAPAiR61Ie7YciDYZVolGxZcyN8UumVS73H4m3BOKCPF38vawWbHuhnsnWU3jJAHmXPi+y2S\/rcfKkCwrRwfnLzazkw52oRo9+IbGCm1ixNXm0fp+DMWXduXAdMCnUv7AIhnHxxU2jYgvkoPp5pzTwFqLBTJP9uXY34Rc3vYqN26a04XLYTzfcoYUkOcG4HeSm1xh8j7btj06foK688tVECm4ixRYHfGmEzSla2PwLgmYpNJzxx8DQewBfXTOIQmzpL5vLfd1771+NfYRON4Kvl\/xe\/L1kMZBG5meplDbjzsEfzFwuSqpZGVXT11joiQmamWuWHPjLL38lcYKbOLHF0qCNn591wJDDch\/t\/cU8WrIPcDU0iyjEFnCHmEh7RjnOovBuIULIaybXmR4aNE\/P5b5RDKYGLV7S8nBJUXhBZRvZLGLx1gbXop+HS4+SzZuT1QkuUWKLT5NO8UZoT9W9aMuF9s7iEpxgGEGTZhKV2GI9EeThIqeFYbM\/Rxyw4uACo0Q37D\/lsf6ECwufm2vY+sRFhDspyn4KpN4RPMOdQI9e40f3C2FKAoy\/l97IVCQSqGWqAZ9T6J2xY9fqYJkJUl6qnnrqb+FD2gLOR27Au+5KquG5Kpc7Rnety2a\/olec2eww76Zxrj4H99\/\/8WSJbbBNIkLrY1wHNxYbf7Ms9EfcNJOoxBaw4LmYERTySpMANxEKDixrckhsP9zv8pzfu9ziTKt8\/jRtLcUpcIg4Viwz2MgW4ULzg67BDR8w550xAm7UkXdxAfWE3+qzn31S\/3bcPGm5+cYb7WXhcrN13R\/r\/hxmGskxavfdH1HLl\/9Zv3+Mvm22Weldn\/z+rk5tS4zY2vblRaElbScIVUa+RZtOf7BlFURBsd1zz0f1D9PIRm6ofzFTHec\/3p8wtTtEpcuF6r199vQlwJJK7RB6zuA+nxMXWDz02dh5ZyYyU4iyXQ\/hNRuW72B9Y6FJfX+We7ex\/fZMTPENp1vbpgE5QpvLDSv+jsSE3nmn8vU2YMDdOquF0vK\/\/vWdZIgtKVwloZ1X7N6F6BDkMPOxjEV73XWty5sMii2+PZagjW0Ebnz\/83uKj2M9derkA2a9pdN76U5rJWEa0GtzGQSVQhXTF7dUMZbLHRc+tCXQsvPQQ59Utn2FyuVO8Ho6VLJ8d1a53Im67yv5wGTTdOpvGAVY\/a77E68Y6VTttmn1iJ2jj35GNz3yb5b47\/tyc\/DbZ7P7aR\/+\/\/zP\/3a+2FKk4DeWoSeqn+yPpeA416tUakdP3A6OrTKsWqIXW\/yFdMKiIQv+SfM3O1lsyX01vs7TA2KUq1g+bX7jG1Umc0AxQ8PfbPvq8OEth98ftwYBTgKbiGtpeGhwI9A2RPsAqRYkM6JTf89GMP1wf1SMwZDq2KoMhenTX1bZ7JDAzXGQHmrZ3\/ux7fHq\/\/7fZ\/VxHS22OKhL1WHfLVb7GIv2tuIXk8kcGGmApF6CYmtZF2g\/Y+\/b7VVut+kJEuazukW\/YKdenK57h+5hwSSHkvikleveFz5UdwDDouV7KB+vntM+0U4AC46xS\/QIIJWMwZjhAKG5uN+tLXgaETHxgNUbLqOkw\/fjOHOL1\/i11\/4hfEjskJGSz48o+z0s63u9ug+CFAqL1Zo1ptdyx4otRQilSZ4TtM8SEBla65mTNq2rg9ql8icotogkVlxv28iRz1e1ISoEZ8w4cZLuP9yxYmuyLEbqZTcduoInN8vwIKRjMSadnEx8nib1yr+5fkx\/150GFzW\/qWmefobKZr\/oFVeUN9TBqjL9ey\/U+b2cA0me10aMxbane9H989SKFc3Nvtljj1Vleda4fO68843wYf3SsWJratyNnxZ\/jg\/LylKbxE+0VW17XGLL8aVld17P9upEscUFxG9GUQF+y6DIEIgI4ji3aKuWBuNmFVOaY4Y7qdPBaiWlb9q0l72YxNiQ9e5vjAwynczILyfw2m7R+yhgFWNZVJmN0jfeLVua8xm5ZrNZM3y1dC6epv63P\/9BBTpObI3jnKWmKVqgGgyM6wAfrflCstnPl80TC8PJTJtF\/GOVCgNMYK18ECF+NB\/eBwUT2exh3rSA\/XTLvr6ae8cptpSP+hF5gjCtiMQ3Cv2E6UPAd8jnCn7\/VPr5y2ZuoPinKcHGb0ufiNLvZPfogZEUOMfJ1yXgks1+WqXTuxVXcMHz1KQj\/Yd2RyHWCFUnWvphDjhgdbF7n+su69dfGgWnnPKCSqfLO8WRr1\/Pa3ec2HIh+V84Sc+kYmDFERAxYkOU8Kh+XQcE1szSe2CPnqZExAm6lJ\/A5o7mgwVhhhAepfMrEX7+Hu+jtzSeSmI7c+YGXS4cFFoCeWFR5fOEH+NC8sWWjZQ3I1ADim6VTsG4EMYq256r\/81v4meRsGHV8f2Z1JtjirnFWH9+6bU5bmfty086fF\/G6v2lvg4YhklaY9hAQIyz2c\/o79ZxfqSvn2ef3Rr+cx0BBk6hcLfX82ScOu44E3iKk0KBroDBm1lWjRu3tq7X7SixNQExv5zvrKKfio5MflCBaqP+KqqoYTdWASlCR\/UQRyxk3BT4hYMbIgyc6FhgVImw5OX5WNH40EjFCou3TyWxJcoetmp5LCysiGqlx4JiO2zYbwLtIod0lCuB74bfzr9JENA0N0P\/JC\/oQg7mxdEY3B\/wyLSN4MXAb9LX6iKJcD7yfXHe4+\/Gr2mCbeXGgplisYNKp3fVxgFBx82bO+u74jpznNneynasuuWWytdaVDgOBkxQbLdVjz++JXxYVXSM2BrrtVSKyxBGLirHua7YEJqAQn99Xml4YdKlzJdHXmMQTlqWrER9EfdKBQK8F5pR+y4MH1JTiIQHm5MHqSS2vW1hYe1tC4oty2oaYfvWTbCKrt3BNcD37i93sWIIdJVO8qwaOPBBPUWDzwrGGj6tTFA4HwQDVZIYIrncsfqcN2lm4ebpli4xJfuDrAhWUO0+CYSca78PLkbR2rXxZRo5zuVlYsuNauPG3t2TfdERYmvyKW\/Rd2M2hJCL0VRQmWAY0dn+ChbMBf0lz6pliZoua70IplGNq8UUfywna7is0gjBx3WlU1CMjZ83r5d3lWiG2JrPt4t+DVLCiNp3AgQ26dTmY3yxx5QJA+JLSbb\/e2DlkNZXOmb7fs+BboRzlHOfEnEydUwRCEUjYV9vQd\/MEGeCjASe\/bSldgNfaj7\/HS24XEtxFTy47g0hsd1NbdpUXzykI8SW5bGfeUCStylVvbL4JSCKYUEMYy5e\/FqDtEWKBYrPNShGuCVK9cz+Ru+Bc3tYuPi\/+Bv4SQlGmfSrd6ls9ohe30uzxJZkeL8XKylE7Q6\/J9H07bZ7sOxxvvfgb0HhQjC3FNeOCRCZ\/eQYh11CQk84lzlHsWLxkRPcLT\/n2bi2sILJbjlKp+LFaUHWA01g\/ED5yJG\/rcuP2h8m7St4UxqgVq36a\/iwqughtvglifSRv1d5u0c3WebCOOqoZ2JfcviNSYyfdor2hzLK2uRVZrRF219AhM+E6GAFIUj8P18cft\/wxYng4vcyXbVMPwX8oOFJu\/gMcdIb8WTZPlBbBH35i5sltrhZzAgdLpaBehBiO0OQkBsVPQ6CmOwSc6Kzn89bvn9RWUDIsqaX7W93wudeK8G9ZrJ8xusqRBNs889\/f8Pl8DndnQ1fOb8HfvRWwffnutd5gjsuFv8tTWWy2X3LbkLbbbeyT2E\/5phndJHKs8+Wrwp6iC2WHoLqt\/DzXwSRIPLJMsRULJn8Pvw9vS2bGwVxIqfOfJknaz+tERFjtVUjtNzFCVyRXUDwxWQa8P7tPkUIMSVf1Xz+jE73CMMydsSIZ7RbA39Xb\/X7PpXEFoEJZyNQ0hkW1UqPYZn0Jrb8jkShTXbGCW11YYdxnJu1iyCcrsYN3dwwbB0YC64ujAuBOWIlMXDdB8qe3+40s5dytfAdYzBwrZDfi4FjXDVhl4Ot23uSYklREQYaXa+aDTEa339L\/KWe\/Nf++OhHicWU+lnQ7WvZsj+FD\/OyJZbpOMKSJW\/0EOQeYuuDcASrJrLZ4cXlMeJa\/uJf6nXp3AjUhPvuA3yn5BeWXvMrPZb2YYyv9xottH7gjEi\/8U3t268AcVfDouJE4\/UbpZLY9raFhbW3rTexNXXlROqN5Vep3LXV4BIwJbf76NzgcBWUybW1dM6oD78ZgVHTyS0oAGl9M+7vN+1mwhd\/LfA70afAtBUkxdKsLMsFmIrNz2nRu\/LKjXrV24zMkDPOWKcsa7TWiaFD10TeIcxY0LgNtyl+VlIRidEsXPgH7c4qFH6lYwz4vBcufK3id92r2JasCvPHgz1TsZpK9fhseZ1sHSUsa\/wGM4wdIepogloZ3W2nmplhWH6UOxLIQixNZPY\/9UnB+ydy3d\/fMZ218mVVavXSbLHlRKf7lbk5HdJ2tfS2fbG+6fnnEL930G+L1Y\/16q9AsHz5zXD\/mNHkwQvd+HTpf9oOfTDakUoCUA80QS8UVvTotFa+Wfq3Y3nPaphMnTvv7HsVWi\/m5rvIM8zGx+JOgL32elT7h805S7c9Prvl9So+XOc791VKXFFsTUoNbgT\/i8uWVeWwxC5vgZdWu+++quxvNEqpHJcMBNJ7yBE0F1R\/6V0+OP97PxnYbHXNNX03tsCC5i7GCdYozRZbMDnF5KvmeqS5tRpS5MJb0G\/LZwj+m9UT1mv4OcGN76OT8oubSVRiC1h7Z5\/9olcqjW93gI6tkL7X8zojGP1eHYjL5Y7XvR9uuilaQWRV5PdPIHj+9tvxGBa8DoYg5xk9OTgfSbHD8u9vpV1RbEnUp6eo\/2WRIB0sfQ27EVD2\/vyV1cKPSOkpXxpWqJn5ZASdKHvYr1cLpXr7bXtYtLgMCNT4hQtgEu0P0iIVxfK0FWLL+\/YDgtw0w0EoQWiEQoEp1TTI\/qhav96sKAiaFQo\/1bECdMTc7I2xVNpYXR6oc+c5b7keWTE3cp0df\/xzuocG2jFo0IOR3lyioKLYGr9mqcM8prkP1gXLuJK\/hqGD15Q9vxHIB0QsCE6ZklnumgjtibrpSCPg7Oc953IjypbUxpIfr3253HkJWCG6LEkR2qj80a0QWzANXozbh2mxghAFxk11hHdeXVjRV4oRRk8DUiWp+CLFr+eI+Jz22+ObJy5DfOGqqyr7PfuC69R1l+jVMNkAlYJYraSi2Jr2diUxJRjhQ+S41G9zR70k8Kt+osC25+s7k8n9M++BH6HRFDME1USvK2cWYE0bXww\/\/Cf1UgThj0pooZLYEpEOZyOQ3hYW1UqP8dyeYju8h9hCqWWh3WuFmyDUAq61TIa5fraaOvWlfsWRVSk3fpNmdpMuee\/Zu5drfluvqOizurJt1qzqx5rjry+NRJ\/eVhN6e4gtolTeRcnS1T2IKlYfAmu+hCt67QFQL+S35nIneeW0LPdz2gr16+A7nUpi29sWFtbetp5i29OyBU5C+iXw2gT9GnHHCAIcdNCvtdDiDti6tT6jhGubYBtBbNPJjPzeUgMis+Fy2FevykjvmzBhnU5P683lcOKJv\/UGRo5Ue+65qmqhjpseYksRgT+Flo2lPMtpy5rhWZsDdfCMrlf9OYRrATHA9DevYYJavA6+1KTQSrEF4x5iTBB5q8vDuwWhJhyHnHcqLM+JJL8V4f32t5\/Xef4UTtBUqOeI+IzuT2DO8wm6\/8f3vveyevvtkhYhwoXCXZ51e07djWOipofYcucIRvB9fyzCylI+mKoTRZNmltB08spmh+r2eP5r47ONcgnfDrASMHm7+LjO1YnjYZGNU2yBfeb326Gl1T\/1QnCW2n4sFz6z0BrMCnioPpeoKI1Aa8vg7+MTJnZCEM6kMAZH1fsb6amkmX1Y+42xevEdE+S3rO\/qADvFPQTbhw17MvL3WQs9xNYPIpmtoP0rQYKFBezH11kv3MGC40z8L4\/0LvxBLHWTstHfwdxMSp+TmwwVaOH0JTaEs5ot+ByaoWMNECDgJA2\/BzasW3\/lwskZ3t\/Om+veFQqu5HWJafi4Ttj6g2P6Kv3ujfDrxLWZghOW+wPUxRf\/vsf+ODaCbdtss1Ln3dODxKSfhi1fRsTv4WUlkDIa1BdbB7zrdXk0Sg+xNRUi5s3hOw0nwnNyBz8c\/r96LFCzpMY\/E\/yijAjxNynFTdLWs8ENW07fdfGB99x4vJot+BxWB+\/SecGm327P92Hei+kTaxrn9NzfrlulSbQmkNLz2PbfCA75TXTyWjx6HkNBjaNdT6X9X9GuPPN7h49v3lbqtsaQ0d7Ptfi2w72iilKVa3VbQc2ataElFm6Z2JJLG\/TXsuQMExw9Y7aBfY6f6Q1a4fX8ImSTTTbZ4tyyav\/9H2+92Bp\/balEF2ENUxosaDbusPVYtiwL8LOEvwzEHjcCWQhJ2oJFIqWN9nVH9zi2ORttGP3pFlT2hPe331apRNdY55\/vZTushs1\/DhFxVge7qVzuaz3eg2ztvh3lTSQOX2v+VlCXX159KlmUFMXWOLy\/HnhT2R79DoxAYrr7x+R69CCtBTNyPNjGDR\/c3dq5nbSNYBa+pOB3Rw4h2RbhY5ux8bqk2fFeCHqShRI+pt02egaXB0kI0s7XdfeVNjqxVbMxuNN\/DjnlLN\/x+XXCdyJbaaO1IXnmwYKs8nL9nG44\/nZMpbz9URTbngP2di3rwoSPlU76pTdPVdfxvea69YeZ2TVZ94BlI9WjvyGNnQ7Rf\/KTLWuq7gVc73cXFQTV\/IATotXq91MN1KKboIijp2pgEPS2ke1Rzcbf9J\/D6B36udJAJYkjwZMG5yw3RcfxB76iTaSH7aaHr9J9jBQ1KlCxfHGN3nRTa6Z5pHizRPno6lW6A+CvPV1bu9QrEzFniFwpElzQHZr6a+LSF\/TGNY1mxkbS5EWoHX578qf9CG61DX5aCeecSZ\/bvoe4hrewqPa2idh2JhhsrnuL17fZVJsSRMUo\/N73yivazLzCS7TmEORviRuB1C4zs6o8Bcv4rT6kL0Ia0fD\/nISkXdDtJtx7tBbIAaWAgQ8edbcwoTawtv1WeeSvtjsitgIcccRT3kDQkm5R+XrVVRt77aHLc0wXwdGxtWHsix6pX3FjGvEuLfaprSeTQYgWKgR9ywAfZjtTSWzp1hYUTDaMiLCoVnps7txXy55L3riIbXtCIP6cc9Yryzoz0FPB0UFNmtdUaoQTxEx+8ac6XNv0fNumiy2t1PCbmLrlR8O7hRZA4NPkb5p+we1MJbEl+FiNVUvFWaXHgmLLiCMR2+ZQy1KefrG2fZGX1WPiRhQ1OM4NNTUlP++8l3RlGb8vo2uaSdPFltI+Y9WeH2lvBaExaAJkeo7SFe2u8O62oZLY9raFhbW3TdwIraHafgqmZy6\/eXC451S1YcM\/ag7qojmOc5nXZHx+1e8hCpoqtv6UW\/wm7b5cjRJ+YLItaN0YzGM2Gy0dD9QDLVnm0CuCChnjRw8exzbAG79xefglGoYlGhFb46\/fva5S0WYQFNuwaAY3ykn5LqvZghYv449EbJtDX0JHTGi\/\/R7XGQSl858J1sep4457tiarOIzpCmaajE+a9GJDf6sWmia23IEch8a+ZCBM0FkO3QROe5qo+F2\/\/I1eBvgSg4UhdEAzwxrLc5ApMiFjoNa7ebWYjm+76xuCbV8W3t0WiNgmh95E7vTTGeA4qlhWjtuABksDB65Ua9c2Pl+Oa41UMd9325foR0nTxJaot7FqR+qGKd2ImdYbbEaT7nXqLRd90ArGoo1LZIPY9g+818zo+WXtRiWxRVjDYouAhkWVJjyVHguK7eDBj4jYtghiB45zeSDFFN\/sDnpgQbCFYhRccskGbyLvqD6HNEZJ08SWUmDjq72gKaLRjnBxBxtnkFYXnHnm03PgJkUH0bsOKsENwW8yTlu6dqOS2DJXLSy4HBcW1kqPsaoIii1VZCK2zYXVWqFwh+dm86+NXXXRE6lccRiepJ\/6ebe2vbApmQlNEVtK6Th5+WAEILoV3CjlTv7zw4doiLyaJt8lC7iZPu69937My18s6Eq3dqKS2FbaxI3Q\/mB07bwzK4nDAtYsI+1PVaNHv6C2bo23rNZkJnxHF1bdeWf8mQlNEVsE1vhqxzdUDNHJcGKVjxtydAZAJUg\/Clq1VMVUsoDjgrs+PjLz2js39bX7Q8S287Htc9TFF7OMp9+sH5fI6yKFXXZ5pN982SihlNdUla2IxYIO0hSxZVwxH6iRpjWdTnjcEL18e4v4k7kQFNt8\/symu14QIBOgSOuGQe2CiG1nYttz9OAB3GP05jWBWHN+m9FbP1QPPND8cnEyHkxV2US1alW8I7hiF1uqe0hrotdCb+LSDZjsglIHIpYulfKMzRRgxj37Ymvp3hStwLYv9m4M72+bWXAitp1J0HgoXQeOsu1LaypKiBoz+9C4OOnXEqd1G6vYkmJBgxvjhF5QUVy6AaxSXCjlJ1x1GxYAPu9WYBq8D9TvgxE+4akdraCS2J511os9xHbKlJd6iOrUqS\/3eIzjgmJLrw4R28YhfYtWlaZ\/QXha7g56NthZZ62LVdyqZdddV+nWiwTvt2yJ7zePVWyJ9Jrk4VN7zDLrJsixLbdWB+pBmo7zox4bJ2HwxKR8tp7m7FFBf2FTWTZQp0m1mkpiS4paOBuBdp1hYaUPQvgxVl5BsZXeCNFx\/PHP6aYvwXxZmnuT7hhFvmxUEJOw7Ul6BX7aab+L7QYQq9hyofplcd0M7pPSvClyZo+o6IPFciyvmCHla2H4sKbCezLRYnxrn2r56qTacl1KcMPWbm+blOtGj23T+5o0R99lUNB6sHFj\/8Mum41pjnWTl5o6Rb3zTjzneGxiiy+ESjE+AJNluxnHuaXMX0ugoBLkGwYDB5ygWF6thkR\/v5Wd6\/40vLupVCu2bGFR7W0TsY0GjIpC4S6VyexTtGRp4m1Zk5pWOFAv\/\/3fG70ih5HqyitfjcW6jU1suUBNuteYrivNDYILgRZwJQFN99rtzIyHLhU9MBOrlS4EH1NkcYZn3X5cp4a1ChHb9oPzo1D4lV6xlfyzlg4CE9zdsqX153B\/mHYCV3iBsp93jtgiEH66l+suC+\/uKvBVl\/c42KHXyL7j3BiygK8MH9IyqNLyCy1ITavkBmkGJbHdVo\/F6WsbMGBlVRuzzfznsAoRsa0OzgHTXOr4wPnNSJpd1IgRT8ciWHFy+OFP6jQwyzo3FldCLGLLcthUjI1VTzzRPgnxrcCkfJV8sPyYlYSKG5RfSGC2fFOrxvqD90yajrkZbKej+K2gJLY5LYpxbSK2fYN7i1aFpeBXRnevI8bQqd+bGQ9Gr9uRsdwsYhFbqjFMYGxOW6QLtZLy0e\/ZXgs7SEsqnxy7o1q6tHX5h5VgqoZxiTBCZ1R4d1MQsW0tNItx3Wu9\/hl+o6SBuoERwxUrGRKdggmUXe9p19zI08AiF1t6suKn5Q1TdtqtYKmalor+nZ\/N0r0GghF9fmAzaXhKmQVMIQGd0trt5MUt5Ls68Ms3m5LY7qBTueLamDbdbt99K+G6HjXqeZXNHhI4T+mv\/GU1Z05ypmJzzZlA2Xi1fPnm8O6GiFxsGQZpAmPjutqFwHw1xnYEBZSNfFsqs\/B1ETyj2IM85PJZ92w53XXLcRa31eoAyyaX+5p+j9nsZ5sewPPFlk1oDl\/5ytP6ei4FbzMqlztau8jibhbTChxnrtawffd9LFJXQuRiS4CBN+o4t4V3dRX4NHvbcBkgtFhO+L7C+4Mb4tJuFhbBMn8pz82gmYjYNg9j5Z2pGyGVVly7Kdf9hXr88dZUNTaDQgE3KIGy8yNtLB6p2JryXFOJ0aoAihA\/JhVsgncB2loAm4WIbfyQLVMo3KPS6T2935h82cHKss5uSbOYZvOjH23yWi+OjLSfbqRiS9mjcSGMb6u2fEL0ELzLZPbWF6NlnRfeHRsitvHBCqpQ+KUuqS2NCqe\/7Hg1fPhTiXQZVMLk3JrG4ljxbSm2tm2SgvFDCsmHajITLHN0MLAZiNjGw+LFb6hc7svFSkETXzhATZ78YkuLWFrFIYc8oV0JZCVE5UqITGwJhtETkjc4efL68G4hgfCbZzIf8YJlX9BZFXEjYhsdWHBkXpi5c6a7G+lcdOqiv+ymTf8KP6VrYFqKab14mnr22WhW6ZGJLUEfOnxRfdHqZiVC86DU1WRSOLoaK25EbKPBDFdcqDKZTxTzZflOEd5Zs15pu6BsszGZQtMjdSVEJrauu9TLQrg5vEtIOAREzcX63tjHHonYNgYiSmvJUvDLBMBI5VqzJrkZBvVAvwczxWG82ry5cVdKJGKLT8eyztJie9hhledqCcmF5t0mFaz3jmZRIWJbH2QKmXxZmtjTnxiRdXVRAhWfzZz71SngJjPlu6PVTTdtati6jURs8dGaLIRRLZsqILQWGp+bJiSDe220EwUitrXD\/DuaY9Mgxq\/+o+DGdX\/WFalcjeA4l2pdO\/LIp9pDbEtNwi8L7xK6BBLg\/T6mpA7FVVkmYls9L7zwlk7lChYl0HODuMr69fG6e5JCobCs6B5tNCuhYbE13aAu12+onbpUCc3H9E0gPzOnZ3nFgYht\/xD8MvmyR5eJLJF1enM0qBldBf0gLAu\/7ZkN+20bFlsyD4y\/dkxXT88V\/LE+J3ipYIfEkpUiYts3uPRM7wp\/DFNap+VRlNCOI2naHdyiRmxHqnPPXd\/Qjaphsb3hhk36jVjW1KbkWQrtDRe1X33kONdFnkIkYtsTvmOuQ5Mv6zc0or\/s3spxrpdWkQ1Sqia7s7ViS8MZ46+9OvILS+g8sG4p3zWpYHvoRvJRImJbDmXxrnuNly\/rN4v5gO4lTcGC0Dhf\/OJvvGqyWQ31uG1IbEn8zedNZ\/P9918d3i10KQRmMpkP6yWsZU0O724IEdsSBxyw2gtK+qlcZhLIkiVvtlVbzk6H3HHLGqvn8K1fX\/8I9obE9rrrjAuBfqzd3LtW6InjXOOlGaXVkUc+Hd5dN90utmR5MJiSYFepWQz5ssN0s\/63347eT97tmJmKVJONaijftiGxJbJp\/LUXhXcJXQ7WLYEZkwr2zfDuuulmsaVZDCsFesr6lmwm81HdEGj5cglOx4XpArbQ89ve3xqxpVO7eQM\/De8ShLJg2U47PRzeXRfdKraFAh3WfEvWbPgQ673whdooFO7zGorPqDvftiGxZdQ2YnvooVKiK\/SEMu5c7rhisIzppY3STWJrihIeUNnsEcXKr3R6kO5FQe9ooXlMn\/6ylwI2qu4uYHWLrenWP16\/+OzZyRn4JkTLHXe8qdLpnXVnqSj6HHeL2CKmuF9KrQ\/Jl\/2qGjJktVR\/tQCSAUyQrP5827rFdsGC17zg2MkSHBP6hAbMRjAcLZaNkGSxxTfItWTbMwLugqwut200x1NoHMcxK\/ndd3+krt+ibrF1XdqPERybIvm1Qp\/QiNmkgpGadHJD50tSxZbviAKETGZIUWjT6b108JnAmNB6cOmwkmeobT1+27rE1vRDmOcFx+4J7xaEHuy992NegGdAQ5M8kia2Zu7XAyqT+aQenmmElrlfp+uG\/JIv2z6cccY6ZVmneIHJJoktjS4s6\/tabBtdFgrdweuv\/0tls18qWmwEf+ohKWJL7qaZbvJfurTWd7NkMp\/SBUJ1XMtCzNx88+vKsk7TN8J33qk9n7kusTXzxs7UzWfiaDYiJJNjj3222CCFpVg9JEFsZ8z4ve4lYgKHxmWQzX5al76vWSPxj3aF0mjLIilgpPrZz94M7+6XusQW\/xJlupwwglAtLJkt60LPut2lrhE6nSy2RLRd91qVTr+\/mMqVSm2rszToByy0NxiWtn22FtuhQ9fUvPqoS2wZg2Kaz\/wgvEsQ+mTevFe1UJpg2cSam4x3othyUxk8+BGVzR4WyJd9l8rlvq2mTHkpfLjQxrjudVr76mkmXpfYUrJmXnBReJcg9Ivj\/MSb6Dqw5mBZp4ntsGG\/8Xr87lB0GeRyx6pddlmlYx9CZ7HXXo96lWQXqLffri14WZfY2vb8Yp2wINQK7oRs9vOer\/JL4d190iliS0DQss4sjgn3rdmBAx+UZjEdDEU6VJIxMOH557eGd\/dJzWJrKscmaLGl+5Ag1MOAASuLrQGZYVct7S62S5e+qZeYNO42Ipv28mWnyySTBGDiDuNUPj9OLVv2p\/DuPqlZbJmcairHRmqVF4R6wFdLNguClMkcVHWhQ7uKrcmXXaay2c\/oFC4jtHllWZPU+PHravZNC+2LbU\/T480XLnytpiBZzWI7c+aGYpmupH0JjTB\/\/kaVTr9bC5NtX1GV4Lab2CKiGB1MFPbdBYgslWDSLCaZ+GW7tfZIqFlsSz1szwvvEoSaMMNC\/T4A26pp014OH9KDdhFbbgwE90wqm98sJqsHXRI4luGKycV1F2kN3H\/\/x+MVW7rBm7Svxjs4CcK6df\/w5meltR+sP9pBbAl+Oc4V2hdbCoAN1NMp6GNQjYUudC6Fwt1egsBd8YotL+C\/kCBEAQEyf4TOwQevCe8uo5Viy42BhuiZzIEBl8GOKpf7hp5uK3QHO+\/8iDcAckFNubY1i63j3KjFlr6aghAFiBgztEwq2GF95p+2Qmxxd9CvgAusNC3BUrnc8TqV6513qr\/ghM7nm9981su1nRKv2BLIQGyl8kWIEoaHmsT\/rHLdn4d3F2m22DKKPZ8fqy3YUr7sh9R22z2o1q6tf9Kq0LlceukrxakNW7dWn2VSs9gSEGCaLheHIESFyd8e5wnaDmrRotfDh2iaJbamv+wSlU5\/MCCyuyvLOl+nPwrdCzdgI7Yj1fLlm8O7e6UOsaURwzh9MgpClOD39CfHUg5ZibjFluAWUxHMZGA\/+OUqyzpXjRz5vAS\/BG9EjhHbOXNeqTpIVrPYkohOAxG5uwtxwKRmEywrVJxQEKfYkvdrihJKJba0Ppw791XJKRfKMFVkI9Wpp74Qj9jSNd44hs\/SvR0FIWq4ifujYbLZ4eqVV8rbMEYttliqxB8YPxPMl6WJN2W3ki8rVMK2z9die+ihT8QjtiZYQEHD5Lp6kQpCNdApy5S82jqvO0iUYsuodYZRZjL7BaYlkC97rX4dcRkIveE4ZizYTjs9FI\/Y+qW6pDzgtxCEuOA88yP\/wVSwKMQWkT300CfLJiUg7rnct3pY0oJQCb+KzHWXxSO2I0b4pbrniw9LiJWTT36hOELHti8rPt6I2GIg9MyXLahc7pvagpZzWqiWQuEerYWOszgesd1pp4e9Ut3Z4V2CEClmgvPVXovCDxTdVvWKLe0NCe6m0zsVpyVkMvso1\/2VWr36b+HDBaFPdt11lTfW\/PqqCxtqElu\/VNdxfhjeJQiRgwhmMvtqYczlTtIdtmoVWwJu5MuWJiUg3jvpBjgyJlyol2OOYZVPye7CeMSW6KwR29vDuwQhFkwqmEnF2nffx6sWW0qAXXepyma\/GJj7NUjnieOiEIRGGDt2rc61te2r4hJbM+yMpG9BaAZYs8zsMqlgw6oS24kT13kiWyhas6SRIbIExwShUc47j3RBxPaKeMSWLjdGbO8J7xKE2DCpYDkvWHZxr2JL8YHpj+uLbEZlMh\/TQQyZlCBEyRVXcK4htpfHJbYmt8x1fxneJQixYUbonO65Apjs4JaJLfnfZCxkMh8ppnKl03vo\/rLS+lCIg5tvft0T27lxie1sT2wfCO8ShFhBcINNYVKpAeqFF95Sgwc\/4j3uFyVkddYBgTEpShDigt4wRmxnxyO2LNEQW05wQWg2\/oDI0kbgrNQsJpf7mtpzz0clX1aIHSO231G2PTMusTX1wHvv\/Vh4lyDETiZzcEhszcZ0XtddoR59dEv4KYIQC\/feu1lZ1qnaAI1JbM\/RYjt06BPhXYIQO35FWXhbsOC18KGCECsUyVjWaN3f+513qltJ1Si252qx7W9OlCDEAZkFYaFNp3eRfgZC0ylZthfFZdleoMUWv5ggNJtSr9uS2ObzZ4YPE4TYKflsZ8UlthdpsWXInSC0AlxYTLP1y3gpw63UZFwQ4mTp0je9bIRL4xFbcspM6tf94V2C0FRuvfWPKp3e1bNuR0ufA6Gp3HjjprjzbK\/0xPbe8C5BaDq7777KqyzbVs2Y8fvwbkGIjdgryOj2ZcR2aXiXIDQd+hzQ88Ckfx2om88IQjOYPv3leHsjOM6NXtevn4R3CUJLOOywJ3VBA4Ir3eiEZnH66es8sZ0fl9gu9sT25vAuQWgJlORa1ve9NLAPie9WaApHHPGU1zz8mnjE1nWXa7FFzQWhXaDbF71qEVzm40mHLyFu3vOehzyxvTEesTXzm5hBNiO8SxBaBtYt40lMDu6OaurUl8OHCEKkFAo\/81b5S+KZQTZmzFpPbKeK9SC0HdnsZ7R1m8sdLx2\/hFhx3Ru8ZIGfxyO25DYasT23bLy0ILQDNKPxWy1Kz2UhThzncq2FO+30UDxii8AasT1bPffc1vBuQWgppILlct\/WYpvNfjq8WxAiw7ZNB8TDDnsiHrEFqnXy+TOknZ3Qllx33SZvmgOpYIvEnSDEgmWN12L7ne88H6fYTlT5\/HjdYkwQ2g1Sv4gpmL4JA9TMmRvChwhCQ7CCIscWsZ0z55X4xJbUGjrmS\/MPoV1hXE4m83+8VLCzw7sFoSFML1sjtg899Jfw7l6pWWzNHLKT1bx5r4Z3CUJDYDHQ48BxblL5\/DiVyx2lpzNkMkO0+4pqsWoDs5SUG+s2r0aMeCa8WxDq5pJLNnhie2rVjcOhZrGlYgJFP+6458K7BKFu8LVa1nkqk9lb5fOnqBNO+K0WVqxUk0Ob0RN1qRZ76aX+m4U\/\/fTfdZDMBMu+UNVzBKEajj76GV3QwJiwagsaoA6xNSW7rvur8C5BqAsmf6TT79GCmssd3UMYmcSQTu\/mWao5ZdtXle3vDVxd+G0ZCik9mIWoeN\/7HtZia9sL4xVbchlN5cRN4V2CUBMUxrjufSqdfq\/X22A3XXobhoyCXO5ET2xN4Gvy5PXhw3rA8\/L5sd7fHqzuuOPN8CGCUDOFwt2ewXl31cExqFlsDzzw115\/hIvDuwShJvbd9\/Gi0GLV0sKzN\/L50wNim1K2PS98SEXmz99YfA2G8wlCo7juzVoDhwx5PF6xHT9+nX4hMhIEoV4YK5JO7xQQ0O3VokWvhw8rksv9Z5nYcg5WCy1BTd+E7dXq1X8L7xaEmnAcM0Th3HPXxyu2+MGM2I7UQQhBqAcKY8rF81T1z39WjuySO5vJfKrseNwK1bJy5V9UJvNR73lHyzReoSFsm8G3o9XCha\/FK7avv\/4v7RxGbGUUiVAP3LBNQMwXT0uddNLz4cOKUBpOJkK5OI8NH9YnuCxIA+O1GKcjCPVg+ieP0YVdy5dvDu\/uk5rFFkh5MD6L1eFdgtAnJmg1sUw4KUDoq+k3N3W\/wYy\/MfupVnxXRCbzCW00CEKt3Hzz6zrHlmKZ9etrG8NUl9iW0r9+Gt4lCH3Ckt7vXVByCXwrfFgZpBkGj0d46a1cK+TuplKOJ9ZXSt8EoWZ23XWVl2N7oXr77d4NhErUJbZU8piMhKvDuwShT4499lmd91qLlWpZ08qOz2T2q2u4Iz5h275M\/w3GoNfzN4TuxnWv9VJfb60pxxbqEluixpTsysQGoVZc9wEvM6Aknttt13vBAcv9TObjgePzynXvCh9WNfh\/\/b4JpJNJE3yhWszNepIW26FD19QUHIO6xPbhh\/+qT9R8fkJ4lyD0CYngQaGlImzatN7H2Awe\/IgX2PKt2k82lL5lRujc6v29jK5eE4RqIPvKb6145521N+KqS2wpp2RaAy\/6xBOS\/iVUj+veH7Jst+31HPrzn\/+tcrljAsc6aujQJ8KH1QzWbDb7Zf03aXYjCNVggmOn6SZJtTSg8alLbIkc2\/ZMz5xu\/OQXuoeTT35BW7O+gKbTO\/ea90oBTSnlK607zkUFcQfSwPjbuCUkWCb0x9ixa5VlfUfZ9qya\/bVQl9iC49zmBclkrLlQPQSl\/AIDI7aDdGevMBxHAYKxgjMqn\/9uQ+6DMLRzpLuYcU18WN17b205k0L3USjc740vX1yzvxbqFluiyqaS7BS93BOEajnyyKeLViWZCWed9WL4EH0T9wWZ\/Ng4YIVGgxpeQ4wGoT8c5wqteXvuuaq5Yos1QoklSt9XTbsgVMK256hUagctdPn8abpXAr5Uqssc5xaVSg1U6fReOi0s3HIxSmz7Ck\/UC2r06N+FdwuCxozCGVtXTwSfusUWSOzlxfsqtRSEStAYfJddVulpuCzjs9lDtNsglztW5XLHKce5Tlu8fVWWRQGuCSZBGAv6pPBuQdCUpjOMVM8+Wzmg2x8NiS3dlEwl2YrwLkHoGEywzNYpZmLdCpUoFB7wKsem1RUcg4bEttTb9orwLkHoGMiGyOW+7gXL9tElxYLgQ6aKXznmur+oy4UADYktY6JNkGxs7Ms9QYgTJkSkUtvp7AeZQiIEIZZg29O11tXaVjFIQ2JLRYXfbnHq1N6rgAShE2D6iElHe7+kgglFKPE2wbEzau70FaQhscW8JsEXsXWcJeHdgtBRMOHX77PLJJItWySlUVDq8MNpvMWAx9lqy5Z3wrurpiGxhWHDfqPFlqY0km8rdDpM4TWFFNupuXNfCe8WuhDHudTz195ZtwsBGhZbU4lD5\/IJvda4C0KnQOwhm\/2Stm6z2S+o9evjy\/HtD7pM0fSJRj0YNb2VNYchnc11lyjLmqyy2S\/qKj3Lmt6QUHQrpvmMcZVOmvRiQ99hw2JrXAn0SRilxoxZG94tCB0HE0j8TmO4xxq5wGqFlpLkrTsOE1wnqmz2K7olZDq9h3r88S3hwyty331\/UY5zeaBbWlYdfPCvm\/o5koLph4DYTlSbN9fvQoCGxRZoWWf8tteHdwlCR5LPn+mlgu1bd15lPTjOHB2gM3m\/pVaU2exXa3of9JZIp3f0An67qg0b6g\/sdDOlfgg\/run7r0QkYjtixDNeCtiYqpc6gtDOkArmB8uolNy6tbmpjSxfM5kPFcWW8uZarvVjjnmm2H+C3tO1PFco4fdDqKdZeJhIxJa7KKN9eVOTJ68P7xaEjgN\/qeP4zXB2VFOnvhQ+JFYINmcyH\/RenybntbkBGLdtnptrKBG\/myEGZfrXntpQfq1PJGILtr3Ai9gtC+8ShI4lm\/2kZx2eot5+u\/aG0fVy3HHPFX2udCZ7\/vmt4UOKEDehWc+jj27RFjFNorLZj3hiu52aMcPkwHMDIaCNcYSQBFtW8jjP5\/Fgb18S+jmOx3l+N+GX6BL8b9RfC5GJ7fDhT3m5aDPDuwShYykUfl4MMjE\/rVHrphoQNcsyvXaNG+Ns9c47lV8YkSwU7tU+XTbLmqoc50cqldpeP5fewSTi0\/jHca7SHday2WEqnd5Nj3TfuvXfasGC1\/S4F6Yep9MfUMOH\/0Z\/TgJttn2+FnuavA8b9mRTPn87wMrCtmd4BuTPI\/nckYktFTeMi8ACkOobISmQHZDPj\/CCVIc0pdCBdK\/ShApLHXroExUvdjNPbYFuVclQzMWL\/6it02z2E8XRQ6R8IdRYqPhxM5kDiyLOtbpp0z\/1aCBcFaXHJ+rkfZbQwcct6\/sV30cSQcMsizmLo+vu8hUmMrElP9FvuSjVZEKSoLIslUL80jqxvTcrMyqoWPJFLp3eRS1b9qfwIRrX\/Yl3HP0cbtZCaOar7e8JpK3OOmtd2XNyua8WxdNxblCWdb5y3Z\/pQZolUZ2mHOdaPY3Fn0RsHp\/RNWL7zW8yHMFUjTWaheATmdgC+YmmmuysWBs+C0IzMTP3Jnuis6OaPXtD+JBIcZyriwKXzR6h3njjX+FDdMP+dPrD+phMZm\/10EOmUxkdyzKZd3uPDynzNZqx8H7QzVW2fZVuunP99ZQpmzQxBJqxLwjwLbf8UaXTxh1BoG3QoAe7Rmwd50rPhXBPZJ85UrHFz2FcCaeqefNeDe8WhI6FZiS+UDFZOqoLMAyugXz+a0Wxte2re7wWPt18\/tueq4BBmAuKx7zvfQ8XrWLmtgWtsk99ak0x6IYQW9Z5OqWtULgnYEnvqlPF1q59Sx100K+LwzlJg7v++j+U3kSC4YaFzxyxrXcqQyUiFVtg+WHuCPeHdwlCR1Mo\/NQTJUbovBDeHQl33\/2ngL92QEUresaM33vtIDlmOzV+vKncRKjxM\/pCTbGRLxQm6Pad4j5KeE844TntErGscYHHd1Fz5pieECb1zfh+s9mhauPG7litbr\/9g16j8LMbajwTJnKxLbkSpkhjGiFRkP6UyRzgic8X1dq10Vdlue7igMB9XmcLhCkUfqazI4w4fkitWvVX\/Tiuu2x2b08482ry5NIgTeNeeJ+3L63jK6SyGR\/vp4tiayYRGHHO5Y4sPm7bl8Tuq24XHOcHWsOidptELraki5hqspE6V1AQksQ11\/xBpVKOXl7vueejkV6M+Ibz+WMCAle5aqxUsGBE3xdk172xKMKZzMfK\/LVHH12qKMOqveqqjfpxshdK\/tqstpJ5TaLx6bQZyMnzLriguUUdrYIKWMuiQGucWr482qyqyMUWGNaH2Nr2wrIEaUFIAiYlCtHaK9I0R2N97lkU0t5GZtPI2j+G6wyL84YbNmlfqxFb\/Ljz1IoVf9E3B3Dd64p+WfJxfSEuFJYGBPpTxWBcoXBX8fhM5mBdVMFklqRDhofRrtmRFDIEiUVszQ\/P3WGiTqYWhCSB6JCVgBBZ1kUVBbEettlmpWc1G2ty0aJN4UM0jGgpWbbD1Pz5G5Xr3uflyxoL1XXv1oLBPhNQO7r4HDIQeM9Y0rmcaSdp0sdotuL7fseUCTqG09ChlfN9k4IpzzXjyvff\/\/HIP2ssYmtmrJuZPSy1BCFpuO5NWqBYkvdVStsfxDWWLn1TpxiVAmMl8SPFKzzfz2QJbOP5dvNaZJ966u8qm93PewxLdceiZWyCbr5LYFu1ZMkb+u8sXvyGSqfd4uN+s3Qjzt\/yLFu2bXVWRDPLlVvBqFHP6yAi5blvvx1946FYxBZcd7nnuz1TOoEJiYMqL9KnEKpc7ptq48b6VnBTprykLGuSzk2vvE3V7oAgBLUo0aUggcKD559\/Sz9OhRhVXky7Di75mQ9IZJ2\/Z9s\/KIqmKdM1r0OZ\/YYNpet09uxXlONcrB+nq1\/UVl47gs\/bZFLdEcvnjU1saV5Bnh9vfvTo34V3C0LH8653+SN0cmrvvR+L5QIVmoMpz6XD10g1bpwJEkZNbGILjrNIv3nuvoKQRPL5Ezzf6efqtm6F1oKP2g+MEWeqVLEXBbGKLWNy8vmTdZSUZZcgJA2W2H5VFn7NbslFTRLkJ9v2ObqQ4aijno7FqoVYxRZfLc5mY93eHt4tCB0PwSQ\/7zWd\/qBas6bUI1boDMhBzue\/o8uXo6wYCxOr2MLBB6\/xGvCeKdN3hURCemM2u48WXL\/fgNAZkDll2+d5gbGlsVm1ELvYEjklaorgUsorCEnD+Pyu91Ko8jofVegMTjzxt54xOLqYEhcXsYst0Oncdz5LvwQhiZheAp\/xUsG+EauFJESH6\/7Ic3OafsBx0hSxJak6n\/crM8S6FZLJoYfS9JsKMCq4VsR+8QqNcccdb3oVY6PVrFkbYv+9miK2QDNiU\/Z3WXiXICQCM0KHyiv6CXxYGxlCe4J7028QTsl1XOleQZomtmZGGXeRUcXmGIKQNMjAyWTe6\/UguDZ2a0moj6uvpnqOIoZR6sILX27K79Q0seVOQh6iuZOcLyW8QmKhH6oJlu2oJk9eH94ttBgT0LzFW2lfEdmMsf5omtgCPhLTDWyUOuGE34Z3C0IiMNNx9\/CCZf8phQ5txn\/\/90ZlWaaVwLHHNq\/vQ1PFFhgmZ+4os7W1KwhJ5MAD6cxFs25HTZki1m27YKzaH3sr7O\/HWsQQpuliS6chk9c2Uhc8CEISodAhnzf9ZekOJuXq7QGTZCxrol5hT5r0YtOsWmi62HJncRzjL2EOEhFcQUgitDZkZLgJlpWGLwqtwWiPyUCw7Ysjn8TQH00XW6DxAwUOWLgyp0xIMrY9zeubsLtaufLP4d1CEzn99HXKslhVn6JGjIiv4UxvtERszR3GtDSzrMnSM0FILGZA5EAtuHS\/27JF4hStIGjVOs4PY5nE0B8tEVswzcVP9RpA3B\/eLQiJoVD4uZcKtr2aPTv5QxPbkSOOeEp39qLlazOqxSrRMrGFAQNWalcCY0HEuhWSTC73BS8V7Otl42eE+DH9ar\/XUqsWWiq2Tz\/NNMuzvS\/huh6D7QQhKey66ypvhE5aue6dLbGsupV99nlM+2mZtdbKfsMtFVug073f4mzevFfDuwUhMVjWaC8V7IDET6ptF8x4cjNbjPHurbzJtVxswbbne+kYl0sqmJBYMCbS6fd4I3RKU26F+HDd27xA\/CT10EPlU4qbTVuI7bRpL+svBAt38OBHwrsFIRHQ89ZxLvWCZTtIZVnMXHbZq14LxdakeoVpC7EFkwpGsGyKNKkREgspSNnsx4upYGLdxoMJipl4EK0Bml3AUIm2EVsTLDvXC5YtkokOQmIpFO7xrFtLr+RabXElke23f9BL9ZqgFi58rS2+47YRWzDDIY07QSrLhKRCXCKXO0wLbjb7WbVpk8QpomTpUiYwjPOCYve1hdBCW4kt0HDZOLTPV+vW\/SO8WxASwXXXbVKp1LtUKpVRrntv2whCp2MmMJiAO6leTz3VulSvMG0ntrfe+keVz4\/x3Am3SBtGIZEQLLOsM72+Ce9V8+dL2mMUHHLIEyqfp1ftmKZ39eqPthNbGDbsN547YbSaO1dOQiGZPProlmIqGCu5dhKGTmTx4jeKTcEpknrnnfYKPral2IJtL\/CWAt+XUl4hsbjuYj2NlxE6U6e+FN4tVAkrYNe9xtOMKS3Pqa1E24ot3ZL88eeue0d4tyAkAhoy0VzcBMu+qNavlzhFrZBOVyj8SufTshoeOfK3bblKaFuxBZOdQCnvKF34IAhJ5KyzXlSpVF6lUjm1776PtaVQtDPEeUzxAu6DH7ed+8CnrcWW0SK2bXpQkgCOT0YQkohlner1TfioeuABaTJeLRQvOM48z31wkdq06Z\/hQ9qGthZbWLmSmUFTvEqQK6UzmJBIpkx5qThCx7ZniXVbJYXC3Z4xNlJNmLC2rb+3thdboMCBpr\/Gf3uv9tEIQtJwnAU67zadHqzWrn0rvFsIYXofkH0wSrnu8rYWWugIsTWRxqWe\/3a8HqQnCEmDYFk2+xGvyfi31BtvtL6ev1254YZN3pRcVrzz1MaN7es+8OkIsQVKHGko4VeGyGhoIWmYqPq9XpPxjATLesF0T7vc04Kz1YoVneHj7hixhQULXtOBMj\/qKM1qhCSSz3\/DSwUb3tYBn1ZAzMZ1l3h+2lPbNs2rEh0ltjB0KOV4DIo8WXdel3JeIWkwnBDLFgvXpDJ1iJo0ATO4kXJ+rv\/7OmpacceJLXc2x1lcvLNJdzAhaZi+Cad7fRN2l1Qwj6uvfq044sa2r1Zbt3ZWZlLHiS3g2\/LLefP5cWrmTBkPLSSLN998R2Uye3qpYBd3fZNxgod8D8ZPO0UtW\/an8CFtT0eKLdx995+UZU31vvzp0o5RSByu+0Ovybirhg\/\/Tcf4JqPmuee2FgNiGFff+95LHflddKzYAoLLl28E9wIJmAmJAndCNvtRLxXs+I4UmCgoBcRGdvRNp6PFFnfCkCGrVT7vjyq+UwRXSBQHHfRrlUoV9AidQYMe7FihqQduNoXCA0Whdd1fdvTn72ixBX4QfgQ\/YEaGgpT0CkmB\/HI\/FSyd3kstX745fEhiOfroZ4qd\/xzn9o4oXOiLjhdbIP3LNKyhwuwUNXz4U1qEBSEJ0B8knWaEDqlg13e0dVct06e\/rCyL65nMgzlqy5bOr6ZLhNgC7gPSQYyFO1oLriAkBceZ41m3O6mZM38f3p0oLrlkg7Lt87xYzIVqyZJkdPtLjNgCEx1se6YnuBPU7NmvhA8RhI7kvvv+ojKZ92rBzef\/K7GpYEzGtW3T5Q8XwlVXbUyMJZ8osQXTktHcFak0ocRXEJLAzjs\/olIpW6VS26rJk18M7+54fvGLPyvbPt+7dieqWbM2JEZoIXFiCwyJ9AWXZci8eTI0Uuh8KHTI5Y70mowfrNasaZ8x3Y3y9NN\/V45zadGiPe64ZxMltJBIsQWaMfspI1Sc8GMKQqdz8skveAMiU8pxbkuEIL3wwlueRUtA7LtqzJjfJbIfRGLFFkaP\/p1ejhjBPUf3wBSETgefJpkJmcy+atWqzm41Shmu615btGgHDXookUILiRZbih7MlAfTlhGXAsPhBKGTmT9\/o0qlBnrBsjM7riGLj3Ed+DMGRyZaaCHRYuszceI6b8wxP+qZ6tFHt4QPEYSOwnVv9vombN+RqWAMarTtaWVCmwSXSF90hdhi4R522JMqnz\/Ds3AvUtddJy4FoXPhnM7lPu\/1TThRbdr0r\/AhbQtpbP5EXErtXfdXiRda6Aqx9RkxgvI\/Go+bxjXiUhA6mW22WemN0Mkq1\/1ZRwjWvfduVo5jWiVSfERvk05qAN4IXSW2MGbM2mK9Nd3epfBB6GTy+f8opoJt3dreomWKjnzXwWi1++6rOuIGERVdJ7Ysv4466hllWed6Fu4kbfFKLwWhEyGnPJ2msiyjy9XbNcB00UW\/V7Y9veg6wKLtJqGFrhNbnxkzfh+wcMerQw99MnyIILQ9GAnkqJpg2bZq2rSXwoe0nG9\/+3kdmPbTu0466fmOzaBohK4VWyArwbL88sCRelkjAySFToM2jNnsvlpwGe3dLtYt19IxxxAnMf2mCVAjtN1m0fp0tdgCWQm2\/QPvZBijXPcuGbEjdByFwlIvWDZA7b\/\/4y0XNLrwFQr36YowPyB9wQUvt\/x9tZKuF1so7xY2Stn2FToPUBA6BWPdflxbt9nsIWrDhtYaDK57azG3nWvrqaekXF7E1oM7sePcVDxByMWlvJeAmiB0AjRcSqV2VKlUvmUjZJgL6DgLi9k+GC5r1ojQgohtAKxZKln8wBkZC2QqCEIngGFgWad7TcZ3Uddf\/4fwIbHBa48du1ZZ1oziCtF171Br17bWwm4nRGwrgBPfL37g7jx48CNi4QodAT1h0+ltvGDZBU2zbs28MD8QNlJfM+0SqGsXRGx7Ydo0ZiBd6J08pyjX\/akuMxSEdsd1F2lXQjr9HjV3brxFO889t1UVCncXRdaypqpjj31WhLYCIrZ9gP\/JthcUTyTbnqWTyAWhnaFtoZ8Kls0OVxs3xhPsNf7ZywOBsCvU9ddLz5HeELHtB3IF8T2V3AqjdFMbyccV2pnPfvZJlUrltIW7557RlsVSSHH22S8WW5fianOca9Ubb3T+BNw4EbGtgrfe+n\/qwAN\/rZdIvlvBcX6iHn64sxs3C8mGUeB+34THH4+mrSjnfKGwLFB9OUENHPiguA2qQMS2BhYtel3Z9tyihUv1Gb5dQWhHxo9fVxyhY9tzGrZuSS1zHPLRGV+Df\/Z8NWfOq9oYEfpHxLZGyEpwnMW62syI7nd1upgUQQjtiOPM0k1q0und1EMP1Rfgfe21f2q3RCnbYLRynOvVhg1yzteCiG0dcCfHb1samU7V2Xw1efL68KGC0FKojsxm9\/NG6Hy35t6xFPa47o0Ba\/Y8tf\/+q8U\/WwcitnWChcuJTGDAz1age5jrrpDgmdA2cJ667pJik\/EhQ6rvm7DPPo95A1ON0Nr2PLVs2ebwYUKViNg2CFbuLrus0tN7SyliV+oGN+LLEtoBM0LnSG+EztfU5s29W6Wcs9dc8wflOFcHjIgzlOverTZvFiOiEURsI4CTecGC17Qfq7TcOlu57jKd8ygIrebww0kFs3Q6mOPcXNG6pZlNofBL3VC\/5B5boN1jkm3QOCK2EeL7ckvBMzIWzpGMBaHlYBDk8yd5fRN2UytW\/Lls\/+LFbyjbZnqJMRbInaW\/c60+XqF3RGxjwFi515SJruPcppdn0mNBaBWU1mYye2j\/bSbzMZXLHafL0BkWWTpXT9PW7LXXSiVY1IjYxgRLMhra0KrR931h5bruvdKcXGgZudxR3ggdf8uobPbT3vk5SY+HkpSueBCxjRn65LruPWUdkWjdOHHiOslaEJoKbq50eoeQ2JrZZY5zndq06V\/hpwgRImLbJPDbmjSxUutG216orV8RXSFuOMdOPPG32pLtKbaO+t9KETMhUkRsm8grr7ytRo\/+XaDBMts4ZduX61JIQYgDgl+mMGGiSqW26yG22exXRGybgIhtC8DK2Gmnh5VlTdYWrm\/pOs4Sde+9m8XSFRoGlwGNxAuFu4pDF9louZhKDfQs3JxKp9+vDj30iYqpYEK0iNi2EPqBUnGGD7fkzz1bi+6UKS9JUYRQF\/Pnb9RTokv5spxXZ+nMA1ZQQ4as1tVgvhtLcmibg4hti0FQH310i5d+4+c48t\/x+mKgEk0QqoFmSK57S1mJrVkx\/USX2cqKqbWI2LYRd9zxpq5Cw7ot+XRPVY6zSM2e\/Yr2+QpCEDpykb\/tukt1N67SzfoMnWFw002vh58itAgR2zaDogeWeq67vGwZSFd8CiXouERyutDdkFI4bNhvvAyXCYHzZLx2Q02d+rJYsm2GiG2bguiaZeEvizOe\/GWhaQxyv1i6XQjnxSGHPKF9sOXnBSugW9SKFX8RX3+bImLbARif7jKvGs1fKrJN1MtHrJgXXngr\/DQhIXBTZdDogAErlWV9v0xgLWuaDobhghLaGxHbDgGLZuXKv6jjjnvOWzr6ARC2Ccq2f6CtXTIchGTATXbnnR\/RLTuNJVta3dj2Zbq0llRB6bfRGYjYdiimcTktHalICwqvGSlNxRo+O7kQOwtcACYl8NbQKobf+FRl25dKF7kORcS2w1m69E3luvfpvEmCI0HRNUvMZWrMmLUyCbiNIeBJz9jttntQ3yjLRZYuXHN1AyPyZxkjLnQmIrYJgQvWJLNTJDGlTHQRYcu6QDnOjeqEE36r3nyz9079QnNgxTFz5gZdaGDKt8mNDf5mp+msghkzfq9XMbJC6XxEbBMIS1Eqg4y1S1qQ3\/zG38bp\/rosR59++u8ivk2AVC2CmMZF8ECFGyKZBdwUp+tSbmnanTxEbBMM1hDTUffc81FdGGFZ5wd6MbAxSeJ8bfGyhMXdQFBGiAayCLBMzfd\/m7Lti3vc+Ex59rVq4MAHdeGK5MYmFxHbLgHrFSHFN8iFn8+PDVlWiPA4XUiB3xCBuO++v4T\/jNAPfM8jRz6vc14ta2ovK4tT9Hd85JFP6wwTqsCE5CNi26VgQeG\/dZybdCDNpBaFRcG3fG9VQ4c+ocf9kGrEpIluD9QgqgQdFy16XYsrvS1se1Zo5WC+QwSX\/Fh6XdAERoKV3YmIraCDawRrDjzw18p17\/BEIxgR97fTtPja9nwdvGEgIK4HEurxSSYV3DEIJMUjBx+8RmcGOM6PlG3PrBDY8m9SU3RqHv5XpnKIwAoitkIZBNew2oiAY806zg97pJSVNqw4RJlhgacr256jq5lYHtNLtVNhWU\/wED82\/lTTGAi3C31he+Y1m40c2B\/oKi\/85PwNyXMWgojYCv2Cy+DWW\/\/oie8SPVmCVDJ6NPR0PQS3sfo4KqBwRZCWhmWINYyY4ZZgGU6EHsuPzAiCSlGIFM\/npkEGwOrVf9PuDyYW0CGLQBS+a6rxBg16SJc8c1MxAaxge8LwxuOna6sV6x\/rlucTBGPApyD0hYitUDOIGAKJYOL3ZansOIs9EQ62h+xtwyImzelsZVnnaZ8xS3KS9wkc4dtEyMigQKTpx4p7A6uZ4Zl0REO4XffnynXv9sRyiQ78medcry1S275Kvyfbnq0s60LtNzXTMRBUf3R3X9sYnQPL36NwZPjwp7RIY7lyY2j0hiB0FyK2QuRgnWK9kk+K+Bnf5jhPZNmwEP0tLHBxb8HX9t8PDV2m6haWVNwddtiT2pIXMRWiRMRWaAoIF4E4rEKEGHcCuaXGSv2pcpybdbNr277aG9lyqRZpOp1hXZqMifM96xRreIr3Xx67wLNcL\/Is5Nm6UYtxX\/xQ5xFjeRur+AG1996PqREjntFBQdLbkhzcE9qH\/w8adoHJDG00HwAAAABJRU5ErkJggg==\" y=\"1.5\"><\/image> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"10\" font-weight=\"bold\" id=\"svg_2\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"195\" xml:space=\"preserve\" y=\"78\">15<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"10\" font-weight=\"bold\" id=\"svg_3\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"206\" xml:space=\"preserve\" y=\"74\">o<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"14\" font-weight=\"bold\" id=\"svg_4\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"229\" xml:space=\"preserve\" y=\"94\">2<\/text> <\/g> <\/svg><\/span><\/p><p><span class=\"math-tex\">$\\widehat{B}=45^0$<\/span>&nbsp;n&ecirc;n&nbsp;<span class=\"math-tex\">$\\widehat{AOC}=90^0$<\/span>&nbsp;suy ra&nbsp;<span class=\"math-tex\">$AC=OC\\sqrt{2}=\\sqrt{2}$<\/span>&nbsp;(dm).<\/p><p>K\u1ebb OM&nbsp;<span class=\"math-tex\">$\\bot$<\/span>&nbsp;BC.&nbsp;<span class=\"math-tex\">$\\widehat{BCO}=\\widehat{ACO}-\\widehat{ACB}=45^0-15^0=30^0$<\/span>.<\/p><p>Khi \u0111&oacute;&nbsp;<span class=\"math-tex\">$MC=OC.\\cos30^0=\\dfrac{\\sqrt{3}}{2}$<\/span>&nbsp;(dm) hay <span class=\"math-tex\">$BC=\\sqrt{3}$<\/span>&nbsp;(dm).<\/p><p>K\u1ebb AH&nbsp;<span class=\"math-tex\">$\\bot$<\/span>&nbsp;BC. \u0110\u1eb7t HC = x ; HB = y v\u1edbi \u0111i\u1ec1u ki\u1ec7n x &gt; y. Ta c&oacute;&nbsp;<span class=\"math-tex\">$x+y=\\sqrt{3}$<\/span>&nbsp;&nbsp;(1).<\/p><p>Ta c&oacute;&nbsp;<span class=\"math-tex\">$HC^2+HB^2=HC^2+HA^2=AC^2=2$<\/span>&nbsp;n&ecirc;n&nbsp;<span class=\"math-tex\">$x^2+y^2=2$<\/span>&nbsp; (2).<\/p><p>T\u1eeb (1) v&agrave; (2) suy ra&nbsp;<\/p><p><span class=\"math-tex\">$2xy=(x+y)^2-(x^2+y^2)=3-2=1$<\/span>&nbsp; hay <span class=\"math-tex\">$2xy=1$<\/span>&nbsp; (3).<\/p><p>T\u1eeb (2) v&agrave; (3) suy ra&nbsp;<span class=\"math-tex\">$(x-y)^2=x^2+y^2-2xy=2-1=1$<\/span>&nbsp;hay&nbsp;<span class=\"math-tex\">$x-y=1$<\/span>&nbsp;(4)&nbsp;(v&igrave; x &gt; y).<\/p><p>T\u1eeb (1) v&agrave; (4) suy ra y =&nbsp;<span class=\"math-tex\">$\\dfrac{\\sqrt{3}-1}{2}$<\/span>&nbsp;(dm).<\/p><p>V\u1eady&nbsp;<span class=\"math-tex\">$S_{ABC}=\\dfrac{1}{2}.BC.AH=\\dfrac{1}{2}.\\sqrt{3}.\\dfrac{\\sqrt{3}-1}{2}=\\dfrac{3-\\sqrt{3}}{4}$<\/span>&nbsp;(dm&sup2;).<\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"127","test":"0","date":"2025-03-23 15:01:30","option_type":"math","len":0}]}
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