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經過一周的角逐,多頭空頭究竟誰占據主動?昨天走出的短期底部十字星,以及今天走出的大實體陽線,是否意味著大盤已經成功反轉?
我們先來看下麵的周線圖,一個長下影小陰線,顯示出空頭前半周占據優勢,下半周多頭進行強力反擊;雖然拉出了一個長長的下影線,但是目前看來形勢仍然對空頭有利,為什麽?因為,周線的分型沒有被破壞,一個周線的筆延伸正在進行中。。。。
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA0cAAAERCAIAAAA/kEsXAAAUKklEQVR4nO3dXXbbOBKAUW1r9uEFZ2eaB3dkRz8USZGoKtS9Rw+ZPj0RBIHA15ScXC4AMLXr5XJ9+J/Xl/86AADRHotNvQEA5PK02Nx1AwBITbEBAJSk4QAAytNzAAD1+HQVAKAqDQcAUJvbcgAA9fh0FQCgKg0HAFCb23IAACXJOACA8vQcAEA9fu4BAKAqDQcAUJvbcgAA9fh0FQCgKg0HAFCb23IAACXJOACA8vQcAEA9fu4BAAAAACK4M8dJ/vz5Ez0EAJidhuNskg4AzuW2HANIOgA4mE9XGe/Pnz+bqu7PXwv/5PJQik//nbe/847hAQA0df36+vOvhX/5Luae/pPLQ4q9+vXy7/z0FwCQkTtzZHD9+ro8RNWrwltZdSt/vf53BoB0NBzZfFfd5UVFvSq8p3fR3v56zcepd7+zT2ABSMdtOXK6Vd1b+0ru9j/X3IF7vGX49HcDgKFkHCWsr7pvr27aLfx64f++43cGgKH0HFVsqro137Rb+PX6pFv43QDgRH7ugbq2Vt3jN+0ev3j36p/c/VY7fmcAOJ6GYw5bP4EFgHm4LcdMVB0AXfh0lbmpOgDmpOHoRtUBMAkNR3OqDoCqri9+DT2pOgDqcVuuFrUxhnkGIDvfkKtObYxhngHIRcPNR22scf36yvCIngYAytJwHWiFNTLMUoYxAFCGhmtIK6yRYZa2juHres3wOGk2ALjnJ1XJ0Cv5ZZglVQe9PH5e5tYLr1gbcwj/pleT73tleI2qDma2/jtPj523/E+YgHe5CbUxpjbMs6qDI408ldeUn0TI4+m7QxNqQ9W9Ej7Dqg5+lMgmdwHPZlZZpjZU3SvhM6zqaK3DvZb1dwFnnYE7nV87h1Abqu6V8BlWdTTlIF+2rwWzTWn+EfK58We/2lB1r4TPsKqjBfdjhtnXgjveneZ3HLlRdWuEd4aqSzvPkJ3TvTrFxnohVZfhsWnM4Z2h6tLOM+TivIe6wtso5M9+G/+M4Z2h6tLOMwTTcDCNiid3xWcM7wxVl3aeYTTfdodZVTy5Kz5jeGeourTzDOO4LQdzq3hyV3zG8M5QdWnnGc7iG3LQTcWTu+IzhneGqks7z3Akqw86q3hyV3zG8M5QdWnnGY7hthxQ8eSu+IzhnaHq0s4z7CTjgDsVT+6KzxjeGaou7TzDHlYZ8KjiyV3xGcM7I6DqrtsfH48hfIZVHWdxZw54S9WNEd4Z46rukx+72xGC6x6Z5xnes6aANVTdGOE9d3rVnfNnKBx1r25wCB48CzTkzhywg6obI7znzqq6k/9ArMBPYD8pvJNmgy6sIGAfVTdGeM8dXHWj/nTTJN+r23ob76TZYE7+rGDgKKpujPCeO6bqhh8/Sapua+SdNBsAsETVjRHecx9VXdy9hJxVtxB5qo433JkDzqPqxgjvuT21keD4KVF1rwrPyQ3QWoe+yTAGVbfkb5FUXBvhM3w/zyKvOW89dNahbzKMQdU98XD8VFwb4TP8Zp4VHkAfHfomwxhU3a+5eBkZFddG+Ay/qbp/XpvIm453E/itQ99kGIOqW3P8VFwb4TO8oeruX6omqMn7BbzSoW8yjKFv1W3phoprI3yG91fdPy9b5FXg3QGWhfRNhsf4Vz34GQvF3I2qC6u6+1kQeWmY/7Nl2HfgKBXXszGvERtz+2ojwzur6p5QeCFM+BgZ9h04SsX1bMxrxMacqpuq6n6TGucxtyEy7DtwFOt5jCmrbs3fUrppzBlWo6ojhvcwSoZ9B45iPc8qNuZUnarjDXfmksiw78BRrOdZxcacqlN1LPGO5ZFh34Fv4T9JGvLzpKwRG3OqTtXxw8+aZJZh34FvGVZjhjHwKDbmVJ2qgxoy7DvwLcNqzDAGHsXGnKpTdX25M1dLhn0HvmVYjRnGwKPYmFN1qq4X70BdGfYd+JZhNWYYA4/Wl9wZMbe76jI8jp1nVXeA8DWxsDLclqvOGUYeGVZjhjHw6G3MTVkb41djeM91qbroIfyMQcZNJsPq2mr+a76rDKsxwxh4b/t3fSruG6pu2Kse+nwZdpnvMax/3eFrokXvHyHD6trKOzurDKsxwxh46YMvblfcN1TdsFc99PkCd5nb5eOz+TUqngcVx1xxd2aNDKsxwxi4d8RP4VXcN1TdsFc99Pmidpnfr1LVrVHxPKg45oq7M2tkWI0ZxsB/Dv0jFSruG6pu2Kse+nxj3tfly0fVrVHxPKg45oq7M2tkWI0ZxtDa9eCYu6m4b6i6Ya966PNl2GVU3RoZ3qmtKo654u7MGhlWY4YxdHT+n3Racd+ouBorzvMMVbf1ClJ1a1S8AiuOueKuwRoZVmOGMTQy8I+tr7hvVFyNFee5atV9MmpVt0bFK7DimCvuGqyRYTVmGMP8Iv4Ooor7RsXVWHGe61Xd55ePqluj4hVYccwVdw3WyLAaM4xhWqF/oWTFfaPiaqw4z/WqbvwYwntO1a1UccwVdw3WyLAaM4xhNv528L0qrsaK+3OBqjv8ClJ1a1S8AiuOueKuwRoZVmOGMUxCzH2s4mqsuD9nr7ozRqfq1qh4BVYcc8VdgzUyrMYMYyjstD+XpKeKq3H8/hxeGpt7Y837evYsdqi669dXhsf0Yw5fFTvWBmNkOMMyjKEeJXeOiqtx/O4afppsPlOW39cxl1KHkzvD9bOj6k4ayXljCF8VO9YGY1Rcz62JOR6M313DT5PNZ0qGXabDyV1xnsPv0rlXx4EqXoMdiTleG7+7hp8mm8+Ux11m/NXU4eTOsJuPH8P4ZwxfFTvWBmP0vAYrEXNDXD1ePJ4KP002nym/d5moa0rVjaHqcq4Nxuh5Ddag506wqV2qOHV3PSkWI6suiqobQ9XlXBuM0fMazG6C0Ehgvnp7ZfzuGn6abDtTkrz3qm4MVZdzbTBGz2swryTHTylT3n7bZPzuGn6abDhTvv+tDLuMqhtjxBiid53wVbFjbTBGl2swv24lskvzentl/O4afppsPlMy7DKqboxjxrDl66Y/zzhqZwpfFTvWBmPMcw3WpU0eRP+HcDHjd9fw02TzmZJhl1F1Y6wdw5Zu2/OMZ+5e4atix9pgjErX4Hykino7wvjdNfw02XymZNhlVN0Yz++cnbnNrHrVhz57+KrYsTYYI9c12Ee/eHH77Tzjd9fw02TzmZJhl1F1xxvVbW9GseNVfzbO8FWxY20wRsW9rraNV/HyplXowXnG767hp8nmMyXDLqPq9ti+r9T7Gdjtm2X4qtixNhij4l5X1eIFK4bYbfzuGn6abD5TMuwyqu7d//mYLbBe1d3/du9nIHxV7FgbjFFxr6vn32tTvXGs8btr+Gmy+UzJsMuoumf/h+N3wfJVd/+7P5mi8FWxY20wRsW9rgq33xhj/O4afppsPlMy7DJNqu79X2P/aztc8+/veGwa8+fGPeO/h0mttcEYFfe6hJ7XmyXPEON31/DTZPOZkmGX6VB1r1/82v+wzfBObRX1d0uEF97gV80aGa6gDGNY6f3tN3fkGG787hpeGpvPlAy7TLuq2/URRYZ3aqsMf2NYyG28wa+aNTJcQRnG8Gjzh6dijiDjd9fw0th8pmTYZVpU3cdfNsnwTm2Voeru37UhkTf4VbNGhisodgwHfPtNzxFq/O4aXhqbz5SKO134/K6d5UO/NpzhndoqYdXdv4nnFN7gV80aGa6gYWM4/mcX9BwJjN9dw0tj85nSaqe7OXFlnPYDYBneqa3yV91JhTf4VbNGhivo8DGM+OFTPUcaFXfX0WOecqd76+BZPq3k/nmSBO/UVrWq7mnhqbppZLiCPhnD6fX26ikhjYq7q6ob4YBZHrez/n3CBO/UVnWr7sO8G/yqWSPDFbRmDCNuv60cBCRTcXdVdSPsnOWwLfZyyfFO5Xd41T3m3ZrCi54GnshwBd2NIb7eHqUYBMxD1Y2wYZbTbLcZ3qn8zqu6TTfwoqeBJwKvoBS3397KOCYoT9WN8GaWU+67Gd6p/MZU3du8i56GAmb9m06W6y3pVZxsr4OZqLoRnsxyypL7LcM7ld/gqnuVd9HTUED1qtt3+y3dVZx4x4M5qLoR/pvl9CX3W4Z3Kr+oqnvMO5YVqroDPzxNdBVbpTCEqjvpOfJ/q+WNDO9UfuFV93OvruYyGyZn1Z29T6S4ii1LGEjV7f5dFh//qvgZWYZ3Kr/wnvupupuy/yFxqgxVN/4/9IKvYosQhlN1C//ehm5bpupmFd5zT6ruN3n31+D1nORmfdhVbNVBkICqy/D4O5rDum2ZqptVeM+9qbqb9nl33np+tXlkuILGjSE8YIHL5VKxN7btU6O6bVm9Wc5xJuUX3nNrq+6m67l71Hpev4tkuIJOGUOS+5DAM/V6436fytFty+rNco4zKb/wnttcdTfJrpGz7VjPH+4oGa6gA8aQdVMFnqrWGzW3mGqzfLnkOJPyC++5/VV3U+pS2m15PZ/xn4QZrqADPtkASqnTG3+3mAx75VZ1ZvlHxXkeL7znDqi6m6kP8t/reUy6ZLiCXo5BwMGk0vfGw46TYa/cKv0sP1FxnscL77kjq+4m7qRf/j7FUY9BryX6Z8J+fjJMwEEbWXtjrt0n6ywvUXVrhPfcQtWNKaQqvdVlPbsJB73l640Zt6F8s/xel1PwM1vzq3AhFU+ECdezgAMepOmNqXelNLO8wYSn4Am2FluNT2CXjb/PdoTy67nahAMhEvRGgx0qwSxvVv4UPFRgsaWruldiP2F9O7rk6znx1AGFxJ0InXarLOfuFtlPweN8UiOBJZeu6tbYO9fhP3Pwz99Jc+CL7bQNAgMMPxFa7mKVzt25nH2ehvdcsapbI2sDXb++hBqQ3MATofFON9u5m1LIwRrecxNW3TPb/kaZTe+9UAMmMupE6L0hdjh3Q4QfuOE917TqVv1/Dg61Pt9JAOrqcCLEM8vHynPrJLznVF2rMQAs63AiMIk8MXcT3nOqrtUYAJZ1OBEoLPwz1mXhPafqWo0BYFmHE4F6Mpfcb+E9p+pajQFgWYcTgTKqxNxNeM+pulZjAFjW4UQgteSfsS4L7zlV12oMAMs6nAhkVLfkfgvvOVXXagwAyzqcCCQyR8zdhPecqms1BoBlHU4EgpX+jHVZeM+pulZjAFjW4UQgxqwl91t4z6m6VmMAWDboRPifR5vHLebCRzLgEd5z34/weTj7kaGorl9f4fPg4eHhsfwYcyIwuYk/Y10W3nPu1bUaA8CyDicCZ+lZcr+F95yqazUGgGUdTgQOJuZuwntO1bUaA8CyDicCB2j7Geuy8J5Tda3GALCsw4nAfkpuWXjPqbpWYwBY1uFEYDMxt1J4z6m6VmMAWNbhRGAVn7HuEN5zqq7VGACWdTgRWKLkPhHecyFVN75vMhRVhjEALFN1TYm5Q4T3nKprNQaAZaquEZ+xHi6851RdqzEALFN181Ny5wnvOVXXagxAc9fr9fprz7/+dfsnqm5aYm6A8J5Tda3GAPTxWGzXFbu9qpuKz1gHC+85VddqDMCsHhtuH1U3AyUXJbznVF2rMQBzOKrhHqm6wsRcuPCeU3WtxgCU8Pbbb+dRdcX4jDWV8J5Tda3GAGSz79tv51F1NSi5nMJ7TtW1GgMQa+Rdt31UXWpiLrnwnlN1rcYAjJS/4R6punR8xlpIeM+pulZjAA4U+O2386i6LJRcReE9p+pajQHYJ9u3386j6oKJudLCe07VtRoDsMYcd932UXUBfMY6jfCeU3WtxgA86txwj1TdOEpuPuE9p+pajQEamvLbb+dRdedyW25u4T2n6lqNAebW59tv51F1x1NyfYT3XJ+qy/AY/Kphbu66nUHVHUPJ9RTec02q7nMVxwwz0XBjqLr9lBzhPafqVqo4ZqhLw0VRddsoOX4L77kdVRf+OWbIp5mqDs6j4fJQde8pOV4J77l9VXfSbGQeQ4ZXDXPQcJmpuueUHGuE95yqS/uMMAcNV4uq+6Hk2Cq851Rd2meEijRcdd2rTsnxifCeU3VpnxHy03Dz6Vh1So6jhPecqkv7jJCNhuugS9UpOc4Q3nOqLu0zQiwN19PMVafkOFt4z6k64KLh+Gu2qlNyjBTec6oOGtJwvDJD1Sk5ooT33L6qy/A46R2B+Wg41qtadUqODMJ7bkfVfU6TwXk0HJ8oVnVKjlTCe07VQWkajo7EHDmF95yqg0I0HN2JOeZW7G755XJRdbCOhoP/uDlHE6oO5qDh4J6YoxtVBxVpOHhJzNGWqoP8NBysIuZoTtVBNhoOtnFzDr6pOoil4WAnMQd3VB2c7XexaTg4gJiDp1QdHOux4QIHA0Ajqg52u4s2DQdAJFUHazx+cirgAMhF1cEj334DoB5VBxoOgBmoOrrRcADMSdUxNw0HQBeqjploOAD6UnXUpeEAoDZV15OGA4DZqLoONBwAzE/VzUfDAUBHqq46DQcAXC6qrhoNBwA8p+oy03AAwFqqLg8NBwDsp+qiaDgA4EiqbgwNBwCcS9WdQcMBAKOpus9pOAAgnqrbSsMBABmpumUaDgCoQdX9puEAgKo6V52GAwDm0afqNBwAMLNZq07DAQC9zFF1Gg4A6K5i1Wk4AIB7Cavurtg0HABAdo/Fpt4AALJz1w0AoB4NBwBQgG+/AQAU49tvAAD1uOsGAFCPhgMAqMG33wAA6nlsuMDBAADw3tOfQg0cDwAAb/gpVACAenz7DQCgHg0HAFCPhgMAqEfDAQDUo+EAAOrRcAAA9Wg4AIB6NBwAQD0aDgCgHg0HAFCPhgMAqEfDAQDUo+EAAOrRcAAA9Wg4AIB6NBwAQEkaDgCgpN8Np+cAAOpxWw4AoB7fkAMAqEfDAQBUpeEAAGpzWw4AoB6frgIA1KPhAABK0nAAAOXpOQCAeny6CgBQj4YDAKhHwwEA+/wfMxHBdxRwk8MAAAAASUVORK5CYII=)
再看下麵的日線圖,今天收於5日線之上10線以下。多頭要確保反轉成功,必須站穩5日均線,否則走勢繼續探底就在情理之中了。這裏給出兩個重要點位:1985.17和2000,這是下周需要關注的!
![](data:image/png;base64,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)
我們最後再仔細研究一下小級別的圖形,整個星期都是在下圖中的5F中樞上下折騰,上次解盤時給出的#1,#2分類沒有出現,5F中樞下移失敗。
實際走勢走的是分類#3,回到5F中樞震蕩區間,繼續震蕩,最終的演化就要看向上還是向下突破。
![](data:image/png;base64,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)
後市展望: 1. 大概率: 繼續在5F中樞上下震蕩,形成30F中樞,然後向下突破,繼續探低; 2.小概率: 強勢反轉,依次突破1985,2000和2019,整個走勢需要重新分解。 |
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