MACD - CHỈ SỐ BIẾN ĐỘNG CHÊNH LỆCH HỘI TỤ TRUNG BÌNH TRƯỢT
MACD là chỉ báo thị trường rất phổ biến khi sử dụng công cụ phân tích kỹ thuật. Nó được cấu thành bởi 3 thành phần chính.
- 1. Đường MACD: EMA (12): Đường trung bình giá trong 12 phiên gần nhất Trừ EMA (26): Đường trung bình giá trong 26 phiên gần nhất
- 2. Đường tín hiệu MACD: là đường EMA (9) của đường MACD
- 3. Đường biểu đồ MACD: là MACD trừ đi đường tín hiệu MACD
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)
Chỉ báo MACD là công cụ rất có hiệu quả và nhiều tác dụng. Có 3 cách chính khi sử dụng chỉ báo MACD:
- Sự giao cắt của đường trung bình giá.
- Biểu đồ MACD
- Sự phân kỳ của MACD
MACD và sự giao cắt của đường trung bình giá (MA)
Phương pháp sử dụng đầu tiên này là sự nghiên cứu hiện tượng giao cắt của các đường trung bình giá.
- Khi đường trung bình ngắn hạn EMA (12) cắt và nằm trên đường trung bình dài hạn EMA (26), điều này tương đương với đường MACD cắt và nằm trên đường zero.
- Khi đường trung bình ngắn hạn EMA (12) cắt và nằm phía dưới đường trung bình dài hạn EMA (26), điều này tương đương với MACD cắt và nằm phía dưới đường zero.
Tín hiệu mua: Tín hiệu mua xuất hiện khi đường MACD cắt và nằm phía trên đường zero.
Tín hiệu bán: Khi MACD cắt và nằm phía dưới đường zero thì tín hiệu bán xuất hiện
Những tín hiệu cảnh báo này thường xuất hiện rất trễ. Nếu sử dụng sự giao cắt của đường tín hiệu và đường MACD thì tín hiệu mua bán sẽ xuất hiện sớm và nhanh hơn.
Tín hiệu mua: Xuất hiện khi đường MACD cắt và nằm phía trên đường tín hiệu của MACD.
Tín hiệu bán: xuất hiện khi đường MACD cắt và nằm phía dưới đường tín hiệu của MACD.
MACD và sự giao cắt của các đường trung bình là một trong những cách sử dụng kỹ thuật chỉ báo MACD. Sử dụng biểu đồ MACD và sự phân kỳ của MACD là 2 phương pháp quan trọng để đưa ra những cảnh báo đảo chiều.
Biểu đồ MACD
Biểu đồ MACD là 1 dạng khá đơn giản, nó nói lên sự khác biệt giữa đường MACD và đường tín hiệu của MACD
Có 2 điều quan trọng nằm trong biểu đồ MACD:
- Hội tụ: Biểu đồ MACD co rút lại, điều này mang ý nghĩa là có sự thay đổi hướng đi của đường giá đang chậm lại. Đường MACD có khuynh hướng tiến gần với đường tín hiệu của MACD.
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)
- Phân kỳ: Biểu đồ MACD giãn ra hoặc là tăng độ cao(không kể chiều âm hay dương), điều này mang ý nghĩa làm cho hướng đi của xu hướng giá tăng lên nhanh và chắc chắn.
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+4o28+2j209KE4xblL/nCJ63NxHz9+4Mcf8OsA6wz69iCfzv9SfpOEdJbbuvzOKHUbYMcZfu4hLS0J+yh1n5+e/mmfHh5ruL6NI64c4Za+2fnrviG3P327X4//hqUxVnKshWDb5N3Ium7kmbxbPsL8gV2rYvkL+dL/fim//fAYi50jg27+J598sr93+c98FmyPvNl2Cx1PeA7s3CTXtzG8P7Jg28n12G6px1kO7CfcV5jvYtfG7mHGUu6JLK566Kqi6wB5SZYnaYTPUZivrPxauqVxDibfM9lPp10LIURzUVD43Hjjjf4L5XRjY+RrsnyPKe1L2xQee//33m7OS3PilFzBteDVBW7JWUtcx4UdbviWw92VD17pl9397N3u+mOu9+n8/9rdX/PrU8hd9+h17sFTHnRrzsmJLPtNEktnPcYHlzzof1/ONiqFQvPC318YzxU+VgrTUduO8ulnHXJW/lgv+OAFPo2RfL5/h/e7k/c72bVt0eZ/l4Tjuuj3F/l9HLvHsT6N805aTxwrFcD4W8fHczmyrhvnnryTTl7IU1hpI2LG7TzO/emLf3Jb9t0yTs2Gc3brU7nuk2znrLvPctOPn+63f/mHL/f7LQQih8+onHHGGf7evfzyy92jjz4aL+0M53XPH+zpXnrjpTjFZR4Px3rFA1e4p05/yl+HB5Y84PPKNVs8cbFfn5G8vnvgu93J+58cbzEdO7YQq3jZXta9UAnJexYu/v3F7tbjbi1679i1ZD3GJW8s8cfN+eBacF9z3HefeLffJulpcK65h/YYvEeckg77S5YnabC92xbc5q9FeD0YmbbnEUhjfe4/0nYYuIPfD8c88eCJfp2Dhx/sZj03K3+8QojSSGtUX3vttXnDycyZM+PUqBxZs8YbUkjnN6YpstJDbD+skzTGsA/bX6HGfabwoeLgE/hswBg7dqz/z8vyQqzwu+2423xhYlDA/Hz8z/OFN5U/4gCo9K3yRiSs2bDGvfm3N/28we9ZlgXbojJlPRspVEOKbaMSqJiO2/M496k9PxWnFD5WjpPjhQ/v8uHUY3165dM+Paui5BxToVz3ses6VYbXP3q923PbPd372t7n8zDpkEm+4M6qeEqFSgIuPuxi/9/Ium7hMdr5pnIE25YtLwaVE8dl9xLb4diolIDtP/XqUwUrp1mzZrmDDz7Y7bvvvn6e74t94hOf8NMhbAMhc9vxt/l9GFnHE15nxkOGH+KeWvGUXx5y21O3FRSxYM/NDltufGY4dkTXNf92TZxSHdLuWWA/du/wLNk9m4Tj4LhZj9Ffg+i4ufbcA9zXQDoCkvs5Dc4193h4rpNklSdpsL3jRh2Xvx6cc849eePa2PnneSQ9CeeaPNt6/Gee+08IURqIj3POOcd/VNtAeKxcudJ/1HXq1Knu7rvvzlvdzZDCMjBNkZUeMnv27LxBZtSoUW7OnFzjiG0zjdji+5IzZsxIFU6QKXz4BAIfSaPCMPjwJDtMfggzXxlsWbiQp0KmAEqCWBnYd6Db4l1b+EJ4zA5j3Idv+rA7e9bZvtWWJQbYllXyjFbRlrONSggr/zSKHStCxQpagwI8Ld245/l73MxnZ7qDrzu4k5k+q6LqLmHFn0V43UKoTDgHVCD859h+8dQvfL6LuUJs/YsOuyhOyVWmpLNd4DoznwUPIfdvKd8s43xbhZ5FeDwhiCYEmFX6BseHpSKZngRLA2Ik3C7HznUe+O2B/nyZaCwHfpN015R6z5KfYnDcPFN7DtnTX3vuAWtwcG3WtG9sgYXY+UqeR/IaHmcp5QmQZ3vmk5A38mji2J4TygZ+x7lFHD3w0gPupNEn+WUG56AajQchWgHEBSJk4sSJrq1t4zNLo/Pcc8/1ugG22GIL/5FuK5/5XiXL+Ij13LlzM9ND2BdfrB8+PFeGUMYzTzq/5UPafMiVr+fzNfvly5f79ZKUHdzMDpcsSS9sCkHFTUswKUAomK5/7HpvqQgrH1qR333gu741nKxYDTNPU0kw3v/S/X7eKGUbIXxt3MxkfKE9VK/lkHWsiBUKYAr1EKsQOAdZ0FrFFebdDIFJH5ICi30nLUrVJuu6UVlQeZu1g5b/kyuezLupQldfGrjEOJ6w0mM7uLdwu1FhJd1vafDdMh6y7pI8HgNxc8h1h3gLHJVpCCIA4Z1MD+HaUbkesdMRccpGQYGVzdxluMGs8u4p2D5uJa5lIXFkeGtc9EyRd679dz/8XXf5A5f7a4Mwz7q2JlKSwqe7IHJC2A95w+Iz/PLhPl8Ib4Pnj/PL83nIDod0Eb3kzyyZQogcVjeGXiBApJx66qmZ5S0WmMmTJ7sxY8bkDSnJ8hnLEOIlKz0J4shYsWKFa29v99MYZkxorV271q1evdpPJykofNJ2iugxtVUqFKwU4FReSYsGlSAFlBW4VAgU/uabpxCiMkyDAouYEdYjDoOWJ4VgOdsIwTyGcmXE1LbffvvFS0qn0LFS4NKaTAatUpGQ92JxD+bWY7vmYkEkJK0+pQq97pC8bobFiJgoBdwV5qbKcvUB141KK/ytwX64loy4a4odY6GbvhzSjgcQNU+e9qQ/D6F1heuKICxkOWEdYoYQDMlKl3mzFHHOmM+yaiTh/JkwJJaH6aTlJw3uJ+KJENdmScwCwUf8XJh3zsXqc1b7a4NoG9hvYEnihryRR/JqopZjKBX2z36SrkbSWGYCh3KAeKuwgcA1wJLHb9lvOUH3QrQiVjcylgOiiPoUy0wY59ObZAoffGeYikxJASIIMRSqrVKgcrAWYgiF3G+e/U0nS0fSN08FQsFfqFCiEDv+tuPdXkP28vuoZBvVIutYDdJZbm4b8kTLP2k5SZLmNjPCY+PYreDvKdKuG1Ap0vIPj4W8IOqKQf6xrGC1w3pHSx1LEdc1FIlUlrTeC50vWhXcv0mXbLmkHU8IaSwL3SJc10LXHxC6HJu5LTkeKv/fLfqd/22lmDjEUmRWo1LjqoBjKRQ7xTFyf2dZs7gvOI5isU0GeTOxZBbBUixOSULhz3T4rJDnT92Wi2sKLbDTF0z3DQmWY0WljMiKSxJCdA+sMFhjzFuUbJiapSYrPUlYtg8ZMsS7tyA01hSy+mcKnxEjRvgYn1Dd0csLdt99d/+/FKySTLZuKVyxjOD6CAvRpG+eVqhV5GwrGSNiBRtxBbaPQtvoSbKONYxhoHB9cc2LPj82jwXELCJG8lg5JqtgOS6OjzSsA2yP7bCMdQpZG7pL1nVj31SKR+5yZKfKy6wyJvTCuCCOjWPkWDlfZr1jpJWOkKXHkVWirEfFisWnWAVJgNz06dPzkf08DHfccUeq2TSNrOPh+LGKsByS9xbzZpkL4TdmVbAK30aOh8r/s3t/1v/O4mWyYouqBdsmX/achNeGZeQ3tABh/cKNyv2dhGt58l0ne3dsmsWuWoT3DHCv27POmIy5wtKLmA4tsKzHeU4Tb0BDws6DEKIyKHtxc0EYdxk2TCmPsQQVSg9BBBH7YwKKGCDmSQ+NNYsWLfLxPkOHDvXrJSno6vrc5z7nFZT59Zg+66yzUhVYGhSetOJ9xR63bq0yp9VLhW0meUYEApUM1hrzzVMIFerhQjwNrWe60VpBVu42qkGhY6Wio0IkjWVXHHlFPq9UNoWCmg2OiQrVrCG0qkljO6fsf4rfrl8WVZJhRZ1FGM/EWKjrX0jWdeM6UMFYEDMjlSYVzC+O+4UXS6ThBmI+KQyKYecXkZCMkUoD4X7BBRe4adOm+eMjZmv9+vXx0uJkHQ/XCcvIu694t08L7620irdc2BbilW0jJELhVypc/1IsPVwDRMyY68cUvTYcG8u9aI+fq9Bly7VBqM44YUbmteXe5DqaCDbIayn3bBr8zp51Rnp42bPFs0dDBGuSbZ/9I2hNnDLy3PB8mqu5FlZTIZod61FL+Yu7i8ZomEbPW8plrDrF0nGRmZuM3uWmS/hvvc0p84kjYl+U+xMmTMjUKn1efnVVx9DBW8WzQgjRc5gFqRTx2hsg5BCCWIgqFWNCNBuIjHJje+qZsnt1CSFEpWAto6s/1ph6pJQYLSFEYyPhI4SoGbiheON3vYJ7KxmjJ4RoLiR8hBA1BWuKxeHUG/WcNyFEdZDwEUIIIUTLIOEjhBBCiJZBwkcIIYQQLYOEjxBCCCFaBgkfIYQQQrQMEj5CCCGEaBkkfIQQQgjRMkj4CCGEEKJlkPARQgghRMsg4SOEEEKIlkHCRwghhBAtg4SPEEIIIVoGCR8hhBBCtAwSPkJUmTXR8EI0PBINs6LhZ9Hwg2i4LRqEEEL0Ln1efnVVx9DBW8WzQjQ3n20b7H66dGU8V5j10fBaNKyKhvB/Wlr4/+/RkMaXo+GH0SCEEI3EV2+5LJ5qfL4/4RsSPqL5eTsaTJh8s+1Qd/zSH+dFCv9fbLvGbVj6ofy8/V8XDZWwZTRsHQ3bREPy/yXRIIQQjYSEjxC9yOvRYMIkFCmF/q+OBuOEtm3czUtfi+ec6+gTT0T06YgnIljv9qVvdRItxf7b9LuiQQghmgUJHyGqwFvRgDDJEitp/xn+GQ3lsmk0IEhW9Hk1TnHuCx2fd2+3/dr9dNlrbuH4sW736bPdvR2/9eJldJ/94rUiOgI1JIQQLYiEj2gpisXE/C0a0kRKIfHCdHs0VMKgaMiyuNj/ZNrWF2/tf9txkcuLHASNP7ZA+PSJlqetJ4QQrUwpwucj+3zQHThyL3fLQ//n/vrKInfC+z7qDtl5tF+2et2b7sYH7vLprDdu1Bi36SabuuVrVrrL/u+HndKM8Ddp8Ju9hu3q/vM318Upzv372BPcdlsOLvg7CR+RpyMakiLlI30+Gi917vSO0/Lp4TpvRkMmF8f/4cLObqb+0ZAUKOH/rGXviIZy6XNxH3f6rpe6759wflHhk7leiQHRQgjRbBQTPiZc3mxflxcd/+/IU9yTy55x//f4H9w3PvIVt2b9m+7up+53xx9wpJu14H7/u0/uf4S775k/+3WM3bYb6T53yDHu6Zefczc/9Os4tTMH7bh3tJ2jInH0hhdOYELrgefmZf4OED7qzi7cHtGwSTQMjob3RMMhFx/iPnrxRtEDV0fDpm33OIZHo2FRNCB63hkN20XDqGj4QDQcEw1fjIazowEQEkAsDSKD/wQN4+p6MRrmRcO90UBXb3o8fSsavhYNX4iGj0XD+6OB/A2JhkpETxIvZqBPH58fIYQQlYMI2W+HPdy8lxbGKTmwxISCBhBECJW5LzwRp3QFqxE8vOhJ/z+NcaPe70WPQR72Hr6bm/nkfQVFjyHhI7w1BbCo7BINgGDBAvLZYdu4Szou7iRcHo6G56OBoGFcXcuj4aloGNH2tLuzz13u+j4/dlP7fMdv5wfPnO//A1YU2CwaegPvysJ1FY5CCFFHYGFuJBAxiJm/vZ3+Gg9EyYB+/d3zK5fEKTnrDBabOx69p4u1Z4/td/bWnixXFe4srEcvBNvbdcgIN6Bvf3fUXod6iw7rFMILH8xYZsrSdOtN3xkNp99yqfvMLZPcM9FgVhoYNHWiW3FLTh9/9eZL/XhANHz3lpvdebd8L5cebjNeB9gOY8eFHT7t+5/4kE/vtH4Npu14+J+2DvmyPAPTWIb8sUTrIPjC9TWtaU1ruqemKXNtmhFXfXKdWk4DYsLGcsE6s/T1VzoJHKwytz4y07u6cJMZu243wr39z7czrT2su82AQd5lFrL15gN9vBD5xeozYpu2TttNohgf0QWLicFag2jJJfbZGPcSYlaTaLmRGh8T/r5GlhbbN8dj5I/HCPJlMT4c9wnXbNNr+RZCtC7JmMLU8rjGmAAqBFYcrDVhYHFaWohZZr43+2b/32KBbD7EYn8G9d8iTsnxl+UvxFO57bDehPd9xIunpKsNFOPTgnTHjBqKHsRAJxA5w3Ius3C98AEO03saCoubv/Sa/09hgZCpRqHRaGZoIUT90szliY/9efeoTm4r0hA3iBNGemCtemtNflnSJcY6l338TP8btvGNO6/KW6QIYsbKg9hhG2yL9bEaDei7ebyFdCR8RCphbI4Ha4eNAQiL0KKSF0CJ9bJ+X6+Egk0IIapOn7iDRWwtbzYRhIur3zvf5XtaYWX5znH/4dMfe+lpd/qHPuPOOPyzrv3vG/LByMTprG1fl2qlKQbbYFtskzifx15cUHA7cnW1EvED5umOAAncP8TBmAk2aaLtbUrKT3Asoasrbx0KlnPO6u0YhRCNQ9hI5H1hadBwDMsYftMIrq5GQa6uFqSLiyqgkhZHaBkqVRDUqmVTdYESiaCwhVaIWh2jEKJBoSGVYh1PK2O6WOBFt5DwER5aFRYTUw5lx86UIR56g4IFjBVUQP6DY+C82VjvxyiEqD00higrU8tMxE8sgJKNU9a1UVQHCZ8WoFTrA+bUWlDI6tQdOomPMrCg66xCKS0oO+0YwvPXU8cohGg8KJPKbVhWWp6J4kj4NDlZD1wohprJLVO2eLOWVtza6kKx5UIIUQJWNoUu+GLu+Fo1RlsOgptF8+IucvmR6vvp8WP9/zDNxtNvvjSXVozgNycM2yZOLJHoN5aHakPeSz6G7pA4Bs5Bp3334DEKIRqPksumoOwo+Tc14LjjjounmgNZfJqcpPvG3DbdcsvkqvTcKIQQQjQQEj6tRCxW6LadFsTbDD0Han4McSBzVtdUIYQQ9YWETwuSFcRbdg+tiKp3Ga8Q6zFhYy1RILMQohiVNMqaoTFaj+gFhq1Onxp/i6oH9hcGbtdE9GR0U/dff4/oZP2RO1AIUSph2RKVHTTo6qFxefzxx7tbb701nmt8ZPERqd21G42a9n6gQLIXjwXTeWtTnO5HIURLYl3Rkz1qC5IoO+rFot5sSPg0IWU9cIkHrZFopm74QojmwcomdUevTyR8mpRWe+Dq2RcugSZEa9JKMTobNmxwU6ZMcfPnz+80j5uM8dprr/XpsGbNGjdp0iSfzjqsWyg9JNwu6/IbY+bMmfn9WT7SkPBpMlqmko17U/HfXEw1ie+JkQlaCFGI3iiXegvExznnnOMee+yxOMW52bNnu8GDB/vYIETPggULvDAB0saNG+duuukmP79w4UL/Pys9JNzuqFGj3Jw5c3z64sWL/TT7Ou+889yMGTNShRNI+DQTsRho5q7VeTdedIxpH/gTQoheJWiUtQKIC0TIxIkTXVtbW5zq3FFHHeVOPfVUPz1w4EAvUgCRhAgaNmyY69u3rxs9erSbO3duZnoI+5o3b54bPny4nz/ooIP8POn8tn///q5fv35u5MiRbt26dW758uV+vSQSPg1OMp6nFbpW15sbT9YfIUTe2h41xpqxUWYuJMYQRAoCZ9CgQXFKVxA1L774Yl78DBgwoNP6K1eu9OIlKz0J4shYsWKFa29v99NYgsgPrF271q1evdpPJ5HwaWDSAuish1Yr+JYbQnC0WOtPiFaEhmf4TcRmbAxh1bGxHBAuV199tRs/frwbMWJEnNq7SPg0KPagQV7kBC2NVvEtNwJmhVOQsxDNi3pwdQVLz2WXXeYmTJjg9t133zi1qzXGLDVZ6UmWLVsWTzk3ZMgQ796C0EKUtB6FSPg0Ac0mciQQhBCisUH0YOk5++yzO1l6LN4H8YJIIUaHWJ2s9BCL/VmyZImfJwaIedL5LXE9uL0WLVrk432GDh3q10si4dNgmCgwsdN0Vp0M11Aji6FmeEGkEEKUAy4xenkR/2OxQdari+lZs2a5E0880Vt1zBqUlc7v7Ldjx471lh3W5T/zgLgaM2aM39+0adO8lSnNWgT6ZEUjEYqBRg2ci46h4CcrguX5T0BE4g7hg9/cfOjQKKLP5x0xZzRZ0KMQrUojl0vlgMgoN7annpHFp5EIYniahUKWnLzPPLACmZWrEQuXVuhxJ0QrQLkVBjQ3crnUikj41Dk8VDa2MhINQoiCYBG3sQcxwQMSO42JhE8DEPYWaMp3xpRQYClORghRjHwDqYQypTuoB1djI+Ej6oKCFh1cezYKIURM0iIeNpAqthL3sGgSvY+Ej+g1QpOxLDpCiErIW18yYiALxRGCLQ8FlFzrzY2ETz3RIi2NUORQaOm7W0KIalNJY6qQC6uYgBKNg4RPnWAPVdO3NMxlFYucVvi0hhCiNuRjIKPyxTemIpLvBTPLjrfuROnhcpVHrYGETy8SmljN5RPS7C0MekOccM02mb0imqUQasqAdCHqHHvukgHPHRd1do/ZmNVDy5fDEkhNhYRPL2Fix7c6Asw8G4qhVnvI7BxkFURCCGEUKx9Dl5eJoFLL1LRGqZVLKpsaFwmfXoAWBA+NWTvyD1Gi9dFleSsQHbvifYQQxbBytGD5GJSpUEmjyuIQw+2IxkbCp9YEJlO5QNLReRGitSjVrW/rZVnMC5IQQaJ1kfCpATycNvLQlWrRkAAQQjQrpYqdLAr1wBKiEBI+NUIPaTqtKu4KFfrdrRCEaAaKPQc9GftYSVd40ThI+AhRx0gEiWYgfx/TKyoe866qwP0PyXs+tJjbb4rG9nSHhEtMPbiaDwmfGqGHRwjRCqQJlzAex3pWhV3Ki7n/bd0eEzsZ9KjAEr2GhE8PYgWAHh5RMonWb62QZUnUCnMjhY3BvMs7uP974zkQrYGETw9QrBJR0LJIw+6bnn57t0SOqBXca50afoEbKasxaPd/Tz8HonWR8Okp1GIRRbC4Be8CsPslwlrESRdBVQjuy/y+hegBKr1/7f5XgLHoKSR8qkz+YdeHN0WCtII8tbdf0CIu9EmP7pLft0S6qBei+z5fbtooRJWR8BGiFoQFeSw0+GZQnig9TSh31y2Kq8EsO77lHe/Hv4k2QG4FUQ3yDb/ofzWFuzqHiGoi4VMFwoqFh9xGxfKUTqudq1oLjdCyVOhcK/5HdJdS77VSCctUIaqBhE+VSHVZCFEtcEPZWAFqMYta0d17TQ1G0dNI+AjRIJRrJTK3A6S5HNIqKMX6iHLJsngLUa9I+FQJtahFvUHlkxVjkVxmgdeK9RGVIIu3aCRaVvj4WIZuug8MKg8bhSiHnhbMJbkNLOhaiDJRTJhoRFpS+IQugFJbuGkPeGjiFaIczMLSk93VQ9IEkGIpRLeIGoxdeicK0QC0lPCpuHUSP+BmGQq3IxOvKBuzsCSsLNUQIhLjopbINSoakaYXPnmREogXWti0tCsiIYKEqDXFBLzEuOhJKm5AClEnNLXwodWbf2V61LoOXxBXSus633rGlBu00NXKEfWCKqHS0bmqAomGn7ls1blDNBJ1J3yqUTiZYKkGaj2LuiXD+qhKqHTqTQwVy49fzvW2sYZ0yVvQmKxVrJoQ1aAhLD6lFk7heiZYwgey1BiKUvcnRG+Qt2JGmPXRxL65cVUJlUCGcOw1EvnpInJseUStrc7cW/6+S1i/rUxVoLxoJJrH1WWFAgVERKmt3vDDkVbQFNtO2scmhaiESiqMNCtkmKZKKBsTiIzQ227rsvJjFpYaktaYFKLRqS/hkxAdlVJyq9daLoy27wgz3/J7G/NY4cNvIuRWEE0Jz6CNdUzJ1tn4+abrdW9W4GF+bTotPwghs7CE5U1NsTKxzu8BIcql14VP0RZPqQ8fBYONEZW0ektt/dm2U4WREA1MaM3sbWtIUxMIsZBi1uRaWPPC8jhEjTzRLNSFxSetxRO2jLpTAJdTUFihI1eBaEkSjYemIjomLCdYUHqrAkdMpMVn5YnzyP+wUVWsPCrZ6lUGlMlhPE+YHyEanboQPmFBVG78jLVO0looZRE/4H4Uog5RbFn3QEBQcVcS/F0tcZHWyOuWEKuSOypZjsq6I5qZXhM+4UOWb0kEwiP1YWY+5QHvTZ+9EDUhfjZ8K1zkSFT6aeKku4LF/z6xn2phQjZf/lVItVySVo5afrqTJyHqmZoIn6zCJ1OwRAV8GNBnBYRiDoTojD0brdRCDxtNlVCqK5t94JqCqpc9sZC1Mq5cZP0TonJ6TvjQOorHSlpL+cIppXCwgs8KP5llRUsSVJ6t9u6eZAxKNQkbanVpTQ6ue0h3rVtCtAo1sfhktZa6I1hklhWi/qinytcsNtZAKoTlO/mbWjeqKulYIeuPEOVRVeFDYWEjrRHvrgoIlyNU9IZZIRqH8PmtZ7orvsJGFWVUpaTlo+pCKrD89EQckhDNSNUtPsVMw9UyHcu9JVqVtHu/EktBJeSf38CVnRdD0XSvVb4p+663xhX5sLEnUAyk6E02bNjgpkyZ4ubPnx+n5Jg5c6a79tpr47mN6x1//PFu0qRJbs2aNQXTk7A91mEM95WVnkbVhE9a66bahXHYC0LWItGK9HTlmUXa820VbdiY6c3K1/Zdifiqlnuru9amalFqPsL11JgUlYJIOeecc9xjjz0Wp+RA8Nxwww3xXI7Zs2e7wYMHu1tvvdWNGjXKzZkzp2B6yOLFi3062z3vvPPcjBkzvGDKSs+iJjE+IRU/XGbSNbNujVq4QrQq+diR2JqSfMtwGr0Zb2L7DsVXqeVE6N4KhWU55QzCKS+gAguUWcRMWPUUyeuVFH8mcsL8WH6Txy1EqSAwECsTJ050bW1tcWrOAnPQQQe5I444Ik7JrTtv3jw3fPhwP89y5hFOaelJ8bJgwQLXv39/169fPzdy5Ei3bt06t3z58sz0LKojfIKCMU3YZFlqJF6EqFOiBkb4SomSLDmJxklNCfZbjviqtlDLsn5Vy8WfSeLcJ69XKHLA8iPLuSgVcyMxhvTt29edeuqpbtCgQXFKjqOOOsrtu+++8Vxnhg0bFk85t2LFirzASaa3t7fHcxvBKsQ+Ye3atW716tV+Ois9japbfLq0GhIPpBBC9BhRORMKtoLE69bipZD16kZS41OUClYdGxud6ggfEzYlFDZ60IQQ9UK55ZG5iLwbKR7zaRFpAidp6a4lYd7CPCieR/Qmy5Yti6ecGzJkSN5Sk0zHdZVk5cqVeQvRgAED8pamrPQ0ah7jI4RoDsxN1GqVqLmJ0lxZocW72m60Skm62SyPlk8hagUCZ/To0W7JkiV+fu7cuX5+4MCBqekmiAyCnonfwQW2aNEiH9czdOjQzPQsuiV86qUHgxCixsRuIv7XW5xIXViVy7CC9wSh6DJhKmu7qAfGjh3rrTPECvGf+ULp9Ni66qqrvDVnxIgRbsyYMT6maNq0aW7ChAleHGWlZ9Hn5VdXdQwdvFU8WzpmPgW1HIRoPmjY+MqyTx9v3aAy/erNl/qKlGfelufX6wHCcgaBxX5Iw4ph+eguRcuy4PgtHoiOHGFaNfNTbXry+ojWADHSDLE9RrcsPkkTqhCieQgry0Jum56uVHu6nEGsFLNa2fHbuhCek1Zz9wnRyCjGRwhRmNhlg2UjrOBraUXAwlLJiwmrQprbKkgrRTgJIeqHbgkftXKEaB16u4JPvpummsgVJETrULHwofCzUQghOhF39a7UQhN2nFADq3tI1AnRGbm6hBA9QsUWmkgsmVsrbFwVijMSQohSyRY+YYstGOkBEfaCEEKIatNFNAUxNSArkBCiUlKFjzczRwVM2d/qEUKICrAGlTWqCll36tHNLneSEI1DF+FDwRN+zM6wgki9F4RoXXqygs93W080uoQQopqkWny6vDcjKIjUshFCtDIqA4VobAoGN4cPuB52IUStUHkjhOgpCgofIYQQQohmIid8wp5bEeoxIYQQQohmpIvFpx57TAghhBBCVAMvfPwXh+lBoV4UQogqE76FWQghehsvfGTdEUL0FOHrMSSChBC9jYKbhRBCCNEySPgIIXoUvfRUCFFPSPgIIXqELp+d6LPx46NCCNFbSPgIIapP8Lb3EH3zTwjR20j4CCF6BL19WQhRj0j4CCHqAr04VQhRCyR8hBC1J3hTPBD8rCBoIUQtkPARQtQcxfoIIXoLCR8hRM3o0tNLCCFqjISPEKI2pHwWhzc626hgaCFELZDwEUL0Kqfvemk8JYQQPY+EjxCiR5ElRwhRT0j4CCGEEKJlkPARQgghRMsg4SOEEEKIlkHCRwhRc8Ju7XpjsxCilkj4CCFqS/ABU72xWQhRayR8hBA1Rz29hBC9hYSPEEIIIVoGCR8hRK8i648QopZI+AghhBCiZZDwEUIIIUTLIOEjhBBCiJZBwkcIIYQQLYOEjxBCCCFaBgkfIYQQQrQMEj5CCCGE6BYbNmxwU6ZMcfPnz49TnJ8+/vjj/Thz5sw41bk1a9a4SZMm+XR+w28LpYfYfliHdfmNwT5sf2E+kkj4CCGEEKJiEB/nnHOOe+yxx+KUXNr06dPd1KlT/Thnzpy8SLn11lvduHHj3E033eTnFy5c6P9npYfMnj3bDR482K87atQov11YvHixn7722mvdeeed52bMmJEqnEDCRwghhBAVgbhAhEycONG1tbXFqc4tWrTIrV271g0aNMgNHTrU9e/f36chfhYsWOCGDRvm+vbt60aPHu3mzp2bmR7CvubNm+eGDx/u5w866CA/Tzq/ZR/9+vVzI0eOdOvWrXPLly/36yWR8BFCCCFEQcyFxBiCSDn11FO9wEkyZMgQL0SMZcuW+f8DBgzotP7KlSu9eMlKT4I4MlasWOHa29v9NJYg8gOIrtWrV/vpJBI+QgghhCgIVh0bGx0JHyGEEEJUndAaA2apSVpjzFKTlZ7ELEcQWpVCC1HSehQi4SOEEEKIqkKcDeIDIUOsDTE3pA0cONAHJSNeLGaHWJ2s9BCL/VmyZImfJwaIedL5LftAaBFLRLwPsUVpSPgIIYQQoqogZMaPH+8mT57sR6ZJA+KEZs2a5U488URv1dl3330LptNN3brDjx071lt2WJf/zMOIESPcmDFjfLzRtGnT3IQJE1KtRdDn5VdXdQwdvFU8K4QQQgixEURGM8T2GF74nHHal+NZIYQQQojmRRYfIYQQQmTymc98xv3sZz+L5xofxfgIIYQQomWQ8BFCCCFEyyDhI4QQQoiWQcJHCCGEEC2DhI8QQgghMvnHP/4RTzUHEj5CCCGEaBkkfIQQQgjRMug9PqLH+ctf/hJPlcd73vOeeKp+tiGEEK1Gs725WRYf0dBsttlmfhRCCCFKoaDwmT9/vh+NNWvWuGuvvTb/2Xdj8eLF7uabb47nNkL6ySef7NUi/5kHtkmajZMmTfLbLgS//f3vfx/P5Qg/XAZM2zanTJnSJZ9ZZOXTsOXhviqB/JCv8JzWAtuvnRs7DtK5nsXOfU/xrne9y4/lsskmm7g+ffr46ba2Nj8CaZZeCD5ct8MOO/jtJCFt+PDhmR+3K8of/uDcOefEMxn8+MdkNjeecIJz69bl0leudO7gg7umA9u034Tbz9pWEXhcw0cWY9jo0bnN8L+QcezSSzfukpF5YHuW9pWvOLd+fS49yRVXbNz+a685d+SRud8U228nkuc5PD82Fjsf/IbzzXk30s5zeF1sZP+Qtr4Qoq4pKHz4PDyffTf4vPyLL77oP/sewtdUH3nkkU4VKGLhkksucWeccYY3kV1++eXu0UcfjZc6t99++7mbbrrJLxs3bpy76KKLMitgKug777zT7bjjjnGK8xX2DTfcEM/l1uFT9aSzTb7sOnv27HhpYRYsWJDPJ/9vueUWvz0gT9ddd5274IIL3FFHHeXTGg07D5xvxr/+9a/++lC5U8nPmTPHL68VXJudd97ZX09GprfZZpt4aWEQNuSZL/Fuu+22XqgwMv3ud7/bC5pi4mfQoEGuf//+fjuh+GEaEbX55pvnvyJcFoiQww6LZzJ4+mnnfvQjbjrn3norl/bzn+f+X3ONi27qrulUsoj+V1/NjUyTVmhbBUCofPaz8UwEAgUxMnmycx0dzv3iF85df322cIGf/jS3LuP55+fWff75nEYgDS16xx3xygH33+/c//xPPBNx9dXOnXhi7jfsn3wU2q8n7Tx/+9sbM8Q5et/7nPvSl1x0oeMVErANePBBbsjcdNZ5Bu5PzrPt44Mf3CiYOPeML720cX0hRN1SUPggJBAFJkiYRgwhgAyWkb506dJOFShi6OColWSflaci+cQnPuGnkyAoRo0alVkBL1y40FdUVHaAxeKggw5yRxxxhJ8HKnE+R28VFpUa+S8F9m/5pFJcF7USTdwhhvicvu27EeE8jI6a05wjRs4l1wzsvGeJzmqDMEHkICy5lxj/9re/eTE0bNiweK1sEDUIFI5j66239t0sGZnu16+fX1ZM+LzyyivuzTff9C4y7hPWN0HFuWHZihUr4rVLxCo8FEOpUClH5yPP17/u3B575NIPP9xFCjVeEMCySCh2IbmtDLDKjB3rokZJnBCBUYTLf8ABuXl0AHV41MYpGbyNCCDTrzvtlBNCIVhz7rord4g2z22IxQf4Tz4K7reU8/zUU7lzdOCBcUICBGPUUItaM3FCClnnOYQTheBiXTv/zz0XLxRC1CuZwoeKCQEwcuRIt2jRorxFZWxUaobCh2VUnieddJKbN2+eX8/EEOKkVAoJFaxOLDdCoZIGeSAv4W9KhXxT+VGJYhV5MGoRfvOb3yzbfcY5wIVn7qUs9xYWKlvHts+Y5ppKbrNU1xvnwa4N48rAtD906FB/vFzHJEuWLnNzH3k0dWRZuWCVYV9r16711xqBwfhSVMtyr22xxRZuq60KB9r/85//9EIJXnvttaieec6Pr7/+uk/j+FinGAiuUPwwMk0ay8oGC8AXvxjPFIBa/0Mf4iZ2btq0nFXhYx+LF8agRO69N7cOUIFTCX/0o85deeXGtFK2lQDvz/vfH8/EUGfTXkALALfHqlW56SywGKEv09xTWGzuuy8nfgzSojaEO+WUOCGC/cSXrXSKnWfOHZYzhCMHlgYmp//+b+c23zx3ECamss4z4JOLyjm/fpoLjYPh/BcTS0KIXidT+GDxoDI67LDDfKViFpBddtklXzFQycyYMcMLnDFjxvj1ly9f7pcNGDDAW0/KgQqZbYZYRV2KNcDAQkSLnTyVA8ICS9XRRx/tLQqIoC233NKLE1xEUIr7jO3guvvCF77gLUb81irmEIQLx8Zy1sPqceONN/pzyLk0tx1Cj21+5zvfcRMnTsxvEzFTSrwQYhVOPPFEPz722GN+HjhO9ptW2Q9vG+aGbT80ntsIaSwrh0033TQvajgWLCw7RTWjuS/t/JCX0P0UQl7pYYVAwsoTCjiud0dHh79erMO6xeCY33rrLS/GzNJTkeipBOLIzjwzV1GGFTTHxPXCTUMlH/LQQ86dd17OshD+JmtbJYK1JtLTburUXL2+++5YxeKFKUSPdvSM5Tw+xx7b1T2FRxsdbZYciG5dL4SSHs2oXdUpy9wGwWUtH84FDbMsAcjGEShYjDgApv/f/+u807TzjGsNdxYuMKw6SZfir36VO/9ZViYhRN2QKXzMAoBF4JlnnvFiglYx88SIIEisgsYqhIuJGAtzodCqDy1DpUClV0qFVQgq1Z/85CdedJQbp4GgwHoVWpOYZzvkC3dRKe4zO3ecF+C3CMgQzh/CxVxQgICkMrcYlDDuiW3SHXvy5Mne2mMCppSKmu2fe+65/vimRrUbwqFUIZkUP5WIHkCUJDEXE6ORnM8i7Xdp+6g7sC5Q2VKBkl8q19DvhPuEuBOseRYsa5VsGEtCjEqxbZUBPfaj29Fvhvid6DH3WUkDkWQ9/NFo3O5mAMEwQgxR6PYirmfpUuc++cncvMH2ub3tt4A2ztpvSWDN2XvvwhshY4cckpvec8/cPOcw6zyzLXNpMc2zHLohLdbqG9+oSHgKIWpLpvChQkWIbLfddr4Sfvzxx70ICGNgEDlUxsTWUBnfc889vjLHTcS6pbaeTQRU4ppKQuU+ZMiQqNUaNVvLAMsJbi0CrY1yrEzVhPOHUEH4MGL5AQJvzQpkYzkB14ioK6+80lvtyjk/Jn4qFT2A+8msOlh+ECm4qJ5//nk/bdagVatWZb4enfuE+w3LDFYhXGcG15y0N954w6/DusWwQGasPtzT5QjCisFaQMVpFTPXjwo2rP3h85937okncpYIKllz3TBa/E+p2yoDRApuLAKOk9aZLEKrDcHKzO+/f24eSxDGUnQB65BV9AUGKtpFuNTM2GL/7XDKhg1wzjh3WZCJrHi9rPOcxm675f5zri+7LOdytOAlIURdkyl8sGyYENlrr728JQJrD5UyQoi4DNxC5513Xr4SplLG5YB1CAExffr0vCuGiuiOO+5IrZBw71Timkpi4mXChAmdLEfsk5iZrBgdsxIlg5gRefRiYzm/C8UZ+0LspbmasPTg6jOLF78Nu+IjCM2CxDZZzojbMLR6YWnCcsW533777X1aWgA4vy10fED61VGthDAIzw/pbL9YhY/gqVT0GK9GrWpzLXEeERq4pgh4Jo28he6rNBA373znO/00Ygl3Gb3CzK1K9/gsV1kIx8s1Wh/VzATmc78zXXXxQ8VITIhZb3CHcC/YcWLZwVIDrGPpDzzADZirgKlkiflhW4xMk5a1LX5TAcTqnH66c1/+cmfrDBacsHt62B0dzy89uHCXIZpuvz1nEWIe+P/DH+YsSYxk9dOfdu6qq5zbZx/n8HRabBH/CaMpVXB1gaBmzllS2HBeLS6HcxPdc/78Ar/BTIWIzjrPZJptkMY055xzD6g4BOjZZ+fmhRB1T2YNEVaGVORYCKyypHWM+ytpWaGiRvAQjIyAoAv4tGnT8q4ZKhYDNw1pLGNf3/72t1NdU+wTMRB2q0/DhAPWAHMH2Tt52AZxO1kgJqj86B7P7xiJv+EYEENYtMgr+TALC8dNl/w0OI5TTjnFd+e3Y6eStnywH7bPttgmyxnhc5/7nM+zvVeIwGp+w7nG+oPYtDya0Cl2fIAYffbZZ/01CcWdxXKVG49VKZxngpIJJOb+QtAhprkHXn755XitbLAOYT0i34goRBDxQ7hWSWNZMZcXVkwEDvcjAp71GZk28cP57hGI28FKQ0WLqy7ap+9dRIVM5UlgLekE6KIOSEcpAMG4jIgbAnyztlUhUdvFv64GYWPCJQ1utU99KrdLXFhkm0cbyw7tAIoElqUFPoewjzC2iN+fdlq8sBIQfoWCmg3OEaKGnWId4hUCmJmyzjPLEECkca4t/goRxHUiJsiuQfK9QEKIuqMhPlmBVQWLDBV/mjgqBcTECy+8ENUTUUVRJX75y1/6wOFK81RNKj0+BBhWp7POOisvbKtN2qciECv28kLEW1pPrKzPTVhsD2IFtx0g6izuJ9xW2jYQWghORFhSJGEtQpBhnSJfoE9WCCFaGRraeHWKkaxPqLtpvMNJJ52UGpqBR4W6nfIYY4L9lvKX9/9hJCEswer/rHRg//Z+P7xRWb2/i/sE6gCsK7TAs97zUwxEAS9APMQCGqsAbj3cLPUieio5Pm4gblLrxVZLiOPBusKYJnoKYRYa4GFhBNJK2RaWIVxbSdED/J5lJnqEEEIUh3qI8BYDQcM8HWoYs94Xh6DCU2Q9p/FOAD2oaaCynJhhq/+z0tk/09TNiB48QFnleEMIHyrl0047zb+krhJw7Zx55plVrdxxfxV6l1At6c7xIZbq5TgqwcSTEEKI3gGBQeP7Ix/5SJyS64lMCAJhFFnvi0MI0UkKKzv1F3GvhLVYo9xiaunxzDzrp6WzfvgOPsJzCOGw1+skaQjhA1hW3sdr6EXV4EarpusvC1xFlYwhactLGUPSlpcyCiFEq2OxpYxJsMLstttuvqNJCJ4ahIiR1tM7+c4/4j2xykPY0YQOUGbBSabb+liCzABQ6JU6DSN8hBBCCNE74FqyMQQXE+/2sxflNgISPkIIIYSoCFxM999/v++ZTCAzQccEH//973/vZI2B0FJjJC0zWG3MShRaiLAemTUnmW7rYy0yq1Chr0dI+AghhBCiIuipZZYggoqtZ9auu+6af59d+JWHEEJY7GXHFtdD3I7F+9iXEoj7YZ7109JZn+2wD4QWsUTE+xBblIaEjxBCCCGqCiKF9+DxXj1Gpq0XND2v7OW/xAzxfjp7V551tsF1hgWH5fw3V1pWOp18eAkyHY94f2DyRcYhDfEeHyGEEEL0DoiMZGxPIyOLjxBCCCFaBgkfIYQQQrQMEj5CCCGEaBkkfETJzIqG6dHwfDQIIYQQjYiEjyiZR6PhuGjYORqGRMOR0fD1aEAMPRcNQgghRL0j4SNK5q1oODoahkbDq9FwdzRMiQbE0C7RYGLo3Gi4LRokhoQQQtQb6s4uKuLFaPhzNGAFsmF5NCTZNhr2i4b9gwGLkRBCiMag2bqzS/i0GLw9nLd72/80Zsxw7ne/c27pUufa2nL/YZdtVruDjxrkjj46N58EMWQiyERRmhgaHA2hEGKQGBJCiPpEwkc0HHwG5YknnHvkEb5xslHQbL+9cwcemBsRQbwF/Kc/zf3mxOPaXdvOsUJ6+GH/4zf/sszNXbK9Wz78QHfY5ANzywPWr3dus83imZiX2p9xf+73VCyHcsPL0ZBEYkgIIeoTCR/RELz+unNPPrlR7CRFTvvq9e7hJzbrJIZGbtfuPjbsYXfwOzIU0t57ewX19I2PuBXzl7l3rljq/j6kzf8Hpke8Y6kb+t421++1XNo/hra5TYcHvx80qJNlyIZCYih0lRFLJIQQonZI+Ii6I7S0rFqVc1XxGZRQr+Q/UvtyJDDuvTe3QuzD8uJkeULk5BVShk8sJT3ct7nHEFP7/v1hd2CfR9yIdy5zm+6/r/O+sq23zq0Qgxh6LBrCuKEsMZSMGZIYEkKInkPCR/Qqod5IExpoF77xdviY9W77nWI1FLirvCWHFVLER6bIKZNQiNmu77/fub8vftlNPuBe129hlOEPfSiXhwK8FA0mghgQRWliaJtoCIUQg8SQEKLeCYvctFABo9CyWiDhI2pO0m2VFDkfGbvebTUs91S0L1vl+s1OUUOp5p/a8r3vObfzzpHe2e1Z56ZPzyV+9rPODR+emy6BpBhiWBYNSSSGhBD1SLIdmizPwzapNW4RPccem0vrDSR8RI+QZmxJc1sduHe76zcot2KmyEk+PVWy5HSXp57KBU9PmRIncHB0H5swwbn99osTy0diSAjRCDz2mHO33NI1ogCyQgVGvbdfqoG+lkj4iG5jOiRN+aNbkjf94e9vd9svKbGJ0Ns20SKce27OyLPnnnECJcHUqc5Nntwt8ZOkHDFkMUPvjQaJISFET2BF3RlnOHfwwXFiSFwxrH+93W32ZK68f/vFZe4dr0TlPeaeXjT5SPj0AMXq6mrV5aHho9b6oGiXcrPkBGoof9N3WjFoItS5yElj5kznFi927itfiRPAmkElxP10h1AMWSB1mhjaOhrMIsSAIJIYEqI+KVYMhuV+b5Fp3C71XSO9jIRPFUnpYJS3eNh/S8OwMXasc8OG5dLSSHsA0rptQ8FtVulJyexSHouc9tXR/ydSTD7Jm74entwqsXatcxdf7NznP+/cXnvFiRC+RKjMuJ/uYGIIIWSiaGk0JEmKIYZdo0EI0X0qaZQWqj8Ai/miV/qVV6RWuTH5bFo4Y9F3jdRfeS/h002SAjfpqckT3ICpsS7xPZJcbjf9rtusctv9eYbb8+35bru3l7ptton2sXfcbTuifZs2t/zPS93it9vyy7fco831XRktT3tSskh5UJa/0O5+e3+/TvndZ9d2N/CZ1hI5WcyenSuwvvnNOCGkSnE/3QExFAohiSEhqocVcfwvNcjXSP6G9cLOHWkb5XUdq55Y6uuJ5Zvm3jvGO8fS6oW3t2tz73hvgZ2XWDabKFvw5/XuA0dsljNkp1VkvdjZpBwkfMog6wYveM0LyPgNg9vcG093voEh7cV59vRsOPxo13f77KiwpPjOPUjtbqvnuj489nBYfsCn7x/t5wNj3V/+7zn3+j2535Cfwfu2uQFrgt+0oMjJ4vrrnevocO6UU+KEkB6K+ymHpJ5dEg2hEGJIE0NbRYPFCtkgMSRanRQ9klokQlpDNs16s88Oq9zAPyVWzNpoTFadZD+nwTzu7RluXze/c9mdkeGwnAi3ufr53Hbe+475Xeqkoq6LOkTCpwjFbvBUsZOmPlLNQBuxGxhSrZOpiYVJ01xpDxzHYFYrbnCzLLHCVuMOdCOOPdANHJoQNGGGhee885w7/PBcOdCFGsT9pF2SsNAttutyxBACCEH0n9EgRCthj3JSj2QWifGCMMjXKpMuDdBkXVFBORv+xJ5/LDWDd9isU379inHl1v78srzHIGyAd/IeHJTIWwV1Ur0g4VOAkm7wtLuMWqagMqotafdncM/7Z7DLMS5/3fUb2juxUo3KCy84d/XVzp15ZkZITw/E/aS9E4ny04SulaX777He/eqe3E3QaddFCq+kGMJlRhp8ORp+GA1CtAoPPujctGkFejIZlQT59qCQKFZOpHUz71TPNbDISUPCJ4OHHnLuqqsybvC0uwislmkw0x/PaAO4ZRsCdO/jjzt3zjlxQhqsRNxPN6w/aRo7X5YGhVTy3Ujcrs+s69yqG3nMvm7E/1d6S87E0GvRcFI0CNHMJBuJmeF6yXqhYIu590jLRpPpmqJI+AQUvcFD31Gacm+1u0ek8u1vO7fPPkU0TWj9GT/euV1K715uugmN3elTHmnBBCbGw6ZcwON/WOX+dO4M9/Ed57thHQV+UyeFtsiAwgrztKgq9qwVMtSk1gsNEuTbqkj4xGTe4GnxOg0YzCVqB5oGa2FJHblCFVPkvgq10qf+5WW34/MpQfNJwVKCGMele9uNG2MAKgmyFFUkFDE2nZYWTodpotuE3baPOy73aZpOqF5oaFpK+KTVAWFlcvzH2t1Oo+ICvU7jdURjUFZHroJ+qxws/tM97e5jwx52B78jKGzLFDlZJK2dbLrgh2GpaHuph1rTU0zYlLO8Dkm7TevFoBgab1I90bLuNAUtIXwK9W7if6fKJNl6looXFWLip2ggpJESO7Z68za37OHcPbnDwW1ui916vrAt5tHNB8D1Yvf8pqSQiMkSNqX+pg5IK4cpZpkODYq11hFpxptOnuG0l7WpXmhomlL4/PY3W/n78rnnOt+rae+zyTThK15HVAHrGdilMC1C+NLIfMuzxs3iZIXQqQVsB9aNAG2RoFQRU+ryYr+pAaW+4DX5Rvou6/XAvZ8m8Pfhxay8uiNp4QxV2WmnFT6/ou4pJnzmRzfFN+M30p500knuqKOO8tMha9ascRdddFEkI5ZG7b/93FlnneX69u2bmb5hwwZ3+eWXR0XnY5HsaPPrDBw4MDO9HDbhzweunuCe+fhkt+2ZE9xnZ0xwl22Y7P9vdcX5uZv5gAOcu/TS3I3K/yhj7tBDOz9YoejhpjZsOi0Nii0XLQUGET5kCnzFHZdVFgiN++5z7oornPvu1bl7kd/mdUUpBX8V77Wttso9FpMm5b5FRm81ArdxD/sDo99+p0RRNk1YNvj7+IhL/H1M3fHwmT/1RS7vuaIc3nqzqFFpx42bd8wY1++bF7hD/3uCm/TwBHfRW5N9Gf7EkZPdssOi9Vj3/KjsjioH/4AgSsD+l0H4jH3vv3K/P+u0dnfWgfe5Qx+5wg38brQf2x/3t2UcAcTDUMwUFV7PJry2mWQddwOeA4TL9OnT3dSpU/04Z84cn5YE4TRu3Dh30003+fmFCxf6/1nps2fPdoMHD/bLR40a5bdbKL0cvPAZOecWt8/dU93uj97itr3nFtd32tRskZOsTHryojXgTVA2aeev2HEX+02hNEhbXohS16sStFp5d86Xv5yuEyj7iTP71rc26nJfSUS/KWghKvW4q3C8BHfSRX+33XJeLr5R5l8GRCJd2EjECiRKo8b3YCrVykO8HSwoPx1zde4+fm2n/H181u4zcpphfbTCokXOXXCBi0r33O9oDYC1DqJyevOrp/oyvO2Wqe7GI29x397nFvf8SVHZjcUFAYIo4bdpYigDn7foGZt6Sbtb9ov73DHPX+Eu/Mf5Xohtf3UgcqgjgP+7716a2CmF7pzral2nnqCe81Yhi6J7dG1UwA2KrvvQoUNd//79fVoIQmjBggVu2LBh3pozevRoN3fu3Mx0rDrz5s2LiszcC9QOOuggP8/6aemsXw5e+ACt1U5wgRA54YWy6d64eM1ww6Sdy2LU6pyn7Sdtnz2djwB6rIc6gV0zWtmPZcV0ebfL2h461k9+MieC/vjHOAEwSbFtApp6W/yEx1iF4202cD2lUuhcFViG3rjv1d29BQUNAv4+NrHjoh2++mrOxGIrIHLGjMk1Ri+5JGqpjuyq8KN9hs/Lf9/Qz13+8KHuvgMmufbzIlFiDdlYDL19biyGiDvjfzRuOGOye/WICe4v753g/npMzor09fbz3afmnOl2Ov4A1/e/UkROVoO4WoTn0qaLpYVkpdeSSvJQzjHWCNxdNiYZMmRIdAtsvAeW4e5MMGDAAC+OjJUrV3rBkpbeHgtzBJGxYsWKvMBJptv6JUOMjwj4zGc6/4dCaZC2vBUodF7S0qDc36SkrVu3cbrob3qSYvuOp598sqPjnFF3+elOy488sqPj7LNz/40C2/EUWl7Ob0ql2HYKpUG5v0lLqzGvv97R8cc/dnRcfnnu8tx0U0fH0qXxwm7w6KO57X33u7ntsx/PqqgMDnfYZYUyiM/Z+vXRJv714vwmPzPi/vx/Vjl34vqOmw75gT+ucL3v7ndT512zoWYl616z6UrSmpTjjjsunurKvHnzOr71rW91ROLDj0zPmDEjXppj9erVHd/4xjc6Fi1a5OdZznqvvPJKajrr859tA/8nTpzo109LZ/1yyFt8RAwtoySWlrYMii1vVtKOO+0cVPm8NFoM/Z575v4/9VTufx7MrLTinn66NpafSq5Dla9dWdRw394SE8ey+Dib2IWKRRHMAMM6mVagCPp4pMHlxcB33EfXb7RS/jPDZ9sdM2Z8zmh8H7rtQm9NwkBzy5jv+/3zn1XOPj/XOue4OrnZHv1s5133lCWnHgjvr6zpQth6pa7fxCStLqFFxsAdFgmUeM75OB3cW2npZj0KLUdYlVgfkumhtakUJHyyKHYz62YvTNb5qcV5q9W1SdtPxr7/JaqEqDS7QNDzHnvUh9urO4THXavzXwGc4sC7k58m/CVNe9A5idixr399Y8gMwgi98vqyjSrH4s4Ix0lum/HOH69yU/b8qTvo18EKPeKzDYivg68T7JrE/30c3ZzT/HF1ETsiR9o9HaYJz8iRI727CvGyfPlyt27dOp8WQq8rApERLBa/Q3xOVrrF+yyJgzuJ+2Ge9dPSTRCVioSPaB56s1BK23eQduiQhf51EU+u2SFOCcDyQy3J+nSjqTbVOi+2nXB71dq2Ue3tBZjVBc3Bbhi9FST6j1WkkPbYqt96vwyNcvYXV7kd7/+pe/zjF7g5Iyf4kR5VxMRc2j7Z3eIm+HGq2zh9cb8pbsSIaEPE69jOiddBVaW0jmtFl9hOIcoEMTJ+/PioCJvsR6ZJIxB5SiTurYcXsUGzZs1yJ554orfq7Ms7GAqkjx071sf7sJz/zBdKLwvF+IheoRL/ebHldc6993Z0fH3PO+O5iOQxEAQyYkRHxwMPpB8rJH8DhdLqkV7Ir8XX8L8sli3LBfn4AJkoj4xMR2nrl74WrxTHnRWi6ApC1C+FYnwaEVl8RGNDy7lBoGGy0+Yr3HXXxQlJzO11++28zKKkbseZ1PN5qXHeQksPp7goxBtYwE/Ysyphqek3bGPPqqJxZ3q5qxB1g4SP6B26W/nVc8VegJN3/p174QVewhUnJMH3gN9lm202voMlpWtoUxBewx66niZ68CQWFD1Z0c1pL4iSiBGioZHwEaKWRBX8Kac4N3Omc0vWZbxtkWjUbbfd+ApoLBClvO25QcVgT8FbvzklRUUP6igrulkRv0I0HRI+ovcptcJukop9xx1zn+z66aIPxCkF4O2H8+ZtfIujBT+H50KCpxPPPpvTibz1mxcMFxQ9fEAWk9Cxx0rsCNEiSPiI+iGtMm/SSt2+J9blW2RZx21ve8YVhoVCdMG6lP/oRzmdyFuM4zfbdyZ0a02fnjMJHXxwvFAI0ez4r7MPHaw+jULUGjxXGHHK+mA7ogdRpK+8dwIB+bvflfBVfzt/9vVwxmZ+SZ8QVYCu44W+zt5oSPgI0YsgfrBSwPjxue+TFSX8EYG3qWaN1qCs82eRzmecIQuPEGXQbMJHri4hepHwg+24aKjEi3biCn9Upa+8B2+MbxhwbXH4fC+T01FQ9ISRzhI9QrQ0svgIUSdQkVM/z59fhiemG1YM4qSffDLXax6xVdRNVGeERq9MZB0TotvI1SWE6FGSgqToi/eScSt7712wZ5IJrAV/Xu8G77CZ/wnWknvvzYmufPgQQcB1Gv/CMXz1q859//sFhJoF/igeSohuIeEjhKgZ9LbGnVPSC/h4D42ppQyTEVrgoZmr3Li3Z7h93Xw3YM3S3IK2NueWLnWrN29zyx7Ope1wcJvbYrfEdupEDBW09sjKI0RVkfARQtSUsr1ZBOw88cRGEZQQNMMObHODPljYr4VA+tM97e5jwx52B79j43a8QCrkh6uBMHr6aed+/OPcVyS6ZN+sX7LyCFE1JHyEEDXH6vNy43BeX9bu/m92v84urPXrS/rsQmg4OfG4dte2cz/Xvrrd9XsisCyZGOI/hMKoiMutUnix8uGH57591glTiEXNY0KIcpDwEUL0CmHwcykGDQtx6W7Qsm2ni8Fn70gEDUqx+IQuN3aOQhk2LF6he1x/vXMdHc5/9qMTlsmSv0QqhCgVCR8hRK/CJxl44TCkhbCU9W6bMknqmjSDT16UvfzyxojpQu6xEuHDrmyOb4jmKXYyhBDdRsJHCFEXJC0xqeKjB0kL50mNKy67m1pXzNV32mm5b52Vbf4SQlSMhI8QQhQh0/P04IPOTZtW1nuHuoTu2MYb7cVDQjQoEj5CCFECmbHGZr4pIQi6k4DaInBrVduHJ4TIRMJHCCFKxDROF29UWhB0YL0JXWaf++gqN2ye3FpC9BYSPkIIUQZF3ycYBkEvXepDgh5/rc3t2n9prjMYQUtyawnRa0j4CCFEBZjb6swzMzpfrV/vHlu4WVf3WInvHRJC9AzNJnz0dXYhRE3AYIOnyqw/SVJFD0j0CCGqiISPEKJmWHjOnXfm/hsWC6SXLgshehoJHyFETSHO5/77nbv8cufuuy/Xwx1Lj166LISoBRI+QoiaQnzPpZfmerLTqev222XpEULUDgU3CyF6lRp80F0I0Q0U3CyEEFVEokcIUUskfIQQQghRda699lo/GjNnzvTWI8b5vLcrBdJtHdY3stLXrFnjJk2a5NOnTJniNmzYUDAdJHyEEEIIUVUQKvfcc08859zixYvdnDlzvBA677zz3IwZMzqJEUCsTJ8+3U2dOtWPrE9aVjrgghs3bpy76aab/PzChQv9/6x0kPARQgghRNVAlCBsjjnmmDjFuQULFrj+/fu7fv36uZEjR7p169a55cuXx0tzLFq0yK1du9YNGjTIDR061K9PWlY6+2G7w4YNc3379nWjR492c+fOzUw3JHyEEEIIURBzMzEWA2vL0Ucf7bZOfGJm8ODBXogAQmb16tV+OmTIkCFeHBnL+JZfRFb6gAEDvCAyVq5c6S1JWekg4SOEEEKIgiBmbCyExe7sy/f16hQJHyGEEEJUBDE7ZglC9OBSIraH+RtuuMFPW4BzaHVJWmSMFStWuHbecRGDuwqy0pOWI7MqZaWDhI8QQgghKuLUU0/NW4Kw8oTzJ510kjviiCN82qhRo3xcD+KF+BzidIjXCSH2B0GEYCH+h/VJy0ofOHCg3y5uLwTVvHnz3EEHHZSZbkj4CCGEEKJHGTFihBszZowXQdOmTXMTJkzwFhgCkeluzn8Ey/jx493kyZP9yDRpWemAZWnWrFnuxBNP9FYdc7FlpYPe3CyEEEKITBARxWJ7GglZfIQQQgjRMkj4CCGEEKJlkPARQgghRMsg4SOEEEKIlkHCRwghhBAtg4SPEEIIIVoGCR8hhBBCtAwSPkIIIYRoGSR8hBBCCNEySPgIIYQQomWQ8BFCCCFEyyDhI4QQQoiWQcJHCCGEEC2DhI8QQgghWgYJHyGEEEK0DBI+QgghhGgZJHyEEEII0TL0efnVVR1nnPbleFYIIYQQollx7v8HXn0+GVz/WOwAAAAASUVORK5CYII=)
Khi đường giá di chuyển theo xu hướng giá một cách mạnh mẽ thì biểu đồ MACD sẽ tăng độ cao. Khi biểu đồ MACD không tăng độ cao nữa hoặc nó bắt đầu co rút lại thì thị trường lúc đó có khuynh hướng suy giảm nhẹ và cảnh báo có nhiều khả năng đường giá sẽ có đảo chiều trong thời gian sắp tới.
Tín hiệu mua: Khi biểu đồ MACD nằm dưới đường zero và bắt đầu hội tụ về hướng đường zero.
Tín hiệu bán: Khi biểu đồ MACD nằm trên đường zero và bắt đầu hội tụ về hướng đường zero.
Lưu ý: Biểu đồ MACD không chỉ cho ra các tín hiệu mua bán khá chắc chắn mà còn được sử dụng cho việc cảnh báo khả năng thay đổi hướng đi của đường giá.
Nguồn: Cophieu68