白发三千丈 发表于 2016-1-3 20:37

2016年N型走势(转载)


模型一:筹码理论
1.从沪指6124点月A浪开始,1664~3478点视为大B浪反弹,3478~1849点视为C浪下跌,并且很清楚的C1~C5浪。
2.主力从1849点开始收集筹码,并在2014年7月于1991点完成了筹码密集(详见本报2015年行情展望),从而展开了2015年牛市行情。从筹码理论来看,筹码底位密集锁定后,大盘就变成了一个高控盘的庄股,所以3浪以惊人的速度上行,5178点筹码上移发散,主力派发,见图2。
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AelFFFABRRR2oAKWkpaAEooooADTZYo5ojHLGsiNwVcZB/A06igCidE0s7tun26FupRAp/Smpo8MS4jubtcDC4uG49OtUNb128spTDp8dlNMuMxyzHdj1woJA+oqvba7qN3gCGdZM4KxWm5c/7zEZoA0rlEsF3yatdRnGQXw4/LHNVG12NI98eqrNjgKbUg/j0wPepEudVkfawvY+DyLWPH/oVTiyu72F0uLydY2+VlaFFYj2IzigBoutVlTKQo4I/55DBH/fdUrnTLm8TYdItlx0dW2Ee/Bqa18IWVjctcW15fRyMOSs+AfwxU93qp0+4SzyD8mfNmY5b8QKAM9NEtVQC8u5LeUcMoO5c+zFRmipH1u+VQC1pIc/wAn+dFAHz5OC11KACSZDjHfmtD+w5jLbpPciPzIDJkqzbMNt2/XPpWdOSt1KckEO2CD05rUH9uTRW6+SZkWMKgKKwwTuAOe5IzzQA1NDvXKxJOfOdWdYW3KzIG2lvbnnBqGbSrnzIY4ZBcmd3jQgkZdPvDn+dSR3OtXlvJPE0sqiTY0qqCwJO4gHrjIyewpZ5NYS72TQt56qxTag+XceWXbxknvQBHfaUlrbC5juPNjJVAdgxuK5Izntg81nhj2J54znrWnqC6rGk8F7bbVQAuNvCZOeueD2/So7yz1W5uftFzbyPJMFYsAOcjgHHQ4HSgCSx0d72wEkd4qSPIQsbFgMDAJJ6ZyRSQ6QJruGKW6BjmheUSqhONuQAQfcYptpe6nZWpNrGyQK252Me5SQe+eODjp3FSBdakPmrAd0K7EZEUbec/Ljr16jOKYifWdF/sqFc3k84WQK6lSAqlQQcZ98Uw6IBZwXBe5d7h2X7OqqZMAA5Iz1OeB1pHl1zWFWU27XG8qY5AgLDHHB64yPzqr5OpOpsRDIWglaZuzK3QnOfbrSGXLHw8byzhunuTFFIxJJQnaudvT1z+FRQaHvvZIjN8kUe/KbQxycAAE+p9elSx3Ou6fZwgW7rFn5GaMk53Z9fXj3qFrnUhfPLHYCKVo9rIkTfdJznrnOe+aAEn0Z7W2kkNwD+8VVCggN8xUk+4Ip8mgyxw7xOvBmBYEbSEHbnJ3UxrjU2thMbQiGWZGEghIBZegHbrnj1zTZNUvYJwJbeCOVWYgNDtKs4wxH1oAtWPh57yyhulvNjSNtxj7vtnPpk1Fb6I8+otZ+Y0WxAzFhux35KkgH0HvRJd6xYW32Bo2jVCYgAvIJHQe9OL63bTXM4t2jkLRiRlTOCB8uB+Bz1o6h0EvtBa0mhiNwzJM2FYxMFTOeD/tYGcCp5PC+y088Xh4jZyTAcMB/d7n0qrNPqV1aQC5jieInzELsqlwAVHccDkVE13fGUwSrHMGAURlQyLxxtx90+4P1oAu2nhpriO3lkuWgSaMSOWQDYucev4jPaq66IfNuIhckG3OFUQksWxnGAaF1LVbdV08IN0UgRQYwSHBOOe/PrSvNrEBnuvI8oI2+V1jX5HPy7vZjntQBVGngi1kmuY0julY79rOVwcYIHJOeBj1qyugvJ5/kXSyJAxVjsIwQuTkdQB0zSrBq+yyCwqotwZLcgICAPmyeeevQ9c1Uj1K8hL7ZNrmRnyUGVZh8xHoSKALFjpMt5bB3kMYkx9mXOfMbdgjGeMVSuA0c8sRkZ9rFCWJ5xUyancxxrHHsRUUBQo6dc9+p6k+vNMe+neOePKqlwVaVUUAEjp9P/AK9ADLaF5544YyRvYDrjGTyeavahoxsPNQyF3R22jcoXYDySc/e9hWarFHVxglSCMjPI6Vbn1W6nMwcQlJmLNH5K7Qx6lRjg+4oA0ofDBk2s10A3keYdvLZyOnqMH68VjXUDW13NA7bmicqW/vY71bi1y/ilWZJEWVRtD+WMhcYK/THFU7mY3Nw8pjSMsfuxrhR9PSgDW8Gf8jnpH/X0lfSPc182+Dc/8JnpGP8An6Svoy5MwtpjDjzNjbO3OOP1oA4wJbajrl9MbI3itcrEsb5HlsQVZyR2AAH410Gi2cUEsjJtEVqBbRcdAMFj+fH4VleGpLxrMyMVN9fOSZDztUYBb37V0kVutvFFax/dU5JJyT6k/U0AcfoM9xYy6lqR3zgzsGTOd43HAB7Hriu1guI7iISRnKn16g+h9DXmaLqkGr3FtZ2weKW5lWW3ztVyrByW9ypIGOtb0eueX4jQKw8oWwkdgBmZCRycf3cj8jQB2dHt2pASwBBUg+lHzY7UARy/6+H6t/Kpaikz9ohzjq38qmoASiiigBcUlQXEl0u37PAkuTzvk2Y/Q1WmudYRAY9NgkbPT7Vj+a0AaFFZJvNfbppFsv8AvXmf5LSG78QDk6Vakf7N1k/yFAGvS1jfbNfP/MLhT383d+mRSedr3eBf+/an/wBnoA2aKx/P1g/eEg/3bVf6vSebq3rcf+Aqf/FUAbVIBWN5+o55nuf/AABH+NL516eWuL4H0SzUD9c0AbHelxWN5l3/AM/Oo/8AgIn+FAln76hfA9wbMcf+O0AbFLWP5kp4bUb/AB/s2mD+e2k3Y66jqQ9zBx/6DQBs0nJrI3x/9Bi9/wC/X/2FAe1I+fVLzPqSU/8AZcUAa9Lz3FZSrYOcHUrhj23TsP8ACiS3sto8uZJHzyZrpv8AGgDVI9jRg1iSWGQDHDpwPfdK1QPY6koBTSbCTP8Adnb+tAHQ9Bk8Ub19R+dcutlrock6RpuO3zk/zalkg1lEwdEsCT/zzQHH5tQBaujocN/LII2iuwcPNApVskdCe9PRhKhaC41V/dWU4/Pis4WuskDdplufQeSnH61GLvV7MNDFbfZwWyfJtxgnv04oA1DHfs6rC+pHjO6V40UfoTUiQa6zr/pkCLkFg6BzjPQYArGbVtZXBZ5lBOAWhwP5VEdS1InJv5Bz/fA/pQB2uDWNejRWnZJ1QTA/dcsgY+56GuddLqVt8ksjn1Mp/wAaVlunjEbneg6KzZFAFu4+wvcFUtpowv8AFFIrK30zRVMQTDgAD8RRQB4nccXMvT77denWteTWo5LqCXzJUY+W08gjBbKLt2gd85P51U1/S7jRtdu7C5Qq8Ujcnoyk8MPY1n0AbkOvLFHKqNLGskryeVGAFX5gVAxjjHX6CozrMZ1a1vpA8zxODLJIuScN1C5wCR/nvWPRQBrX+rQ3ljGixMsq3TSn6Y4+b1p7a+JLGWJrcLI8qNhWwpVVIJPv/wDXrGooAvzX8Uy2zbJo5LeMQhY3wpAbOfXPP6CtWPxHaRnYqTCPzpGX92pKKwGD159wMZz1rm80cUAbtrrltaadDaxLKGife3AxIc8L7DpRBrtqupTXU8LOtxHtkVY1yhJyQCeq9fftWFRQBu3ut2t75OTcRtFNv3xKqsV9FPVT35zk+lEeu2tvIFijneFPL2pKEOApJwB26/eznOawuKPxoA2rfXbe3MUgtGkkiK7d7D5MZ3EN1JIPfpio4tVt0lhbY5S3tvs6bwGZgWJZiexGeKyaKANh9Xglms5XD7raYSE7clwTzkk+wx9alTXoRcQsfNWOCIhFCYJb5uODgA7uevSsKjigDWi1SFNPs4C0ivBGVbg4JLE8YYetM/tFBqkt+JZSWkEnlINgZuvPJwM/jWZRxQBqPqiXFzFeXEtwZRMJZYs5jYg5yvPyknt/+qpf7bhubeSzuoGjgk3fvIjlxkhsns3I6+lY1FAHQR65ZtEIpInVVVRuXO4kAD6YGOPfmsjUrr7dqE1zvL+Y2QSMcfSq3FHFABRRRQAUUUUAFFFFAG14M/5HPR/+vpK9z8XXOzSmtVSUm5+XenRPr6AnArxj4d6Xcan40sDAhZLWTz5Xxwij1+pr2LW23a1bxv8A6tYmmYA9l65/OgCbw/bhJZTjAgRYVx2OMn+YrXhPmSSSHpnav0H/ANeqOmxyQadCnAuLkmVj/dzyfyHFaaIqKFAwB0oA5zbNb6xq7xxIkcIFwhxyzGMgn8xWRHp0ls2i6rJEg82aX7QqHh1kHGfpiuvaJZNRnQgfPAoOOvU1V1qGKLT4W24SCeNj67d2D+hNAD7YvaSiyZyATm3c8h1/un3H6ipLzWLfTQDekR5VmBBzkL1x/hRmAWs0N6VCQcszcfL2bP07+1c3cW8PiLVoIIryW4thEJSpwChRiACcZHX6kUAdQLlJPs8+GjQ5P7wbSOKl+123/PeP/vqsLR4r6wtGWXzLqJWJtvMILlT1U49Me5NYX9qJaeI9jwaiZmujIAwBQEqV+uOentQB3QvLYj/Xx8/7Qpftlt/z8R/99V57rGoWUer3KOupQ3MrQySLAmAcHjqOnH0rsRql330uX/vhv8KALkmp2MTYkuolPoWpP7Y07/n8i/Oqo1S8/wCgXL/3w3+FB1S8xxpUuf8Acb/CgCxJrWmRrue9iA+pNRf8JHo//P8Ax/k3+FM/tS8H/MLm/wC+G/wpf7Vvf+gZN/3y3+FADj4k0fvfxj6g/wCFMbxPoyru+3I3sqkn+VDanduuG0qVh6FG/wAKYb6fH/IGb/v2f8KAD/hLNF/5+j/37aj/AISzRf8An6P/AH7aj7dPn/kDN/37P+FH26f/AKAzf9+j/hQAf8JZov8Az9H/AL9t/hR/wlmjf8/Z/wC/bf4UC+n/AOgM3/fo/wCFH26f/oDN/wB+z/hQAHxZouD/AKWf+/bf4Vkax4sxLEdLuDIuCHQgIM/VgTn2xWsbyZhg6MxBHI8o/wCFRF1ZSp0AEHg/uT/hQBnr4og2gyXN/uI52tGB/Kj/AISe053T6iQe3mIP1AqWS0sYwXk8PlR67Xx/KoH/ALKQgf2Gxz/dSQ/yFACr4h0zezyNqbZA488kDHsDTv8AhJNFP3otRf03Mxx/49UTS6Ogy2hyAZ/iikH9Khe90ZGwPD8zj1WN8frQBYn8T+H44WeSz1BlHUKjOT+GaiTxR4VYjdYXSZH/AC0iI4/Oqc2o6TGdx0aaFT0BhJ/nVeXU9JdNsdlLG3r5GaANg674OYf8ea4PrDV2PxroUaLHGzqqjAAXAA/OuP8AO089Tef9+ahlls2O37Ncyp/tRj+RoA7dfG+nSOVit7iTHdSn/wAVUy+K7Zvu2dy302H+tee77IH5bCb/AL4UZ/SmGVBITFYOOMAk4P6CgDtrvxBqDXBazinWNv4WROP55qodd8RsWwURe25OT+QrkZJPMQo1nLg/3ZXB/MDNRxRiOQPDa3Qdeh+1SHH4UAdidQ1d0HmXDocc7CefzqobdmZixlbdydzE5rEW6viQFivck8ATN/UVYF1rHa3uQPqP/iaANYKy42oAB7U7dN6GsKWbXncGM3cQx0CI381pttc+KIXc3PlTR7sqGh2kD0yBj9KAOg3zehorNGraiB8+nJ/wGU//ABNFAHbeIPCWj+JolTUrXc8YxHNGdrp9D6exrj5PglphcmPWLxV7AohI/GvSuQaMn1oA8z/4Ujp//Qbu/wDv0lH/AApHTv8AoN3f/fpa9MyfWjJ9f0oA8z/4Ujp//Qbu/wDv0lH/AApHT/8AoNXf/fpK9MyfWjJ9aAPM/wDhSWnf9Bu7/wC/SUf8KR0//oN3f/fpK9MyfWjcfWgDzP8A4Ujp/wD0G7v/AL9JR/wpHTv+g3d/9+kr0zJ9aN3vQB5n/wAKR0//AKDd3/36Sj/hSOnf9Bu6/wC/SV6Zk+tG4+tAHmf/AApHTv8AoNXX/fpaP+FI6f8A9Bu7/wC/SV6Zmgk+tAHmf/CkdP8A+g1d/wDfpKP+FI6f/wBBu7/79JXpmaN3vQB5n/wpHT/+g3d/9+ko/wCFI6f/ANBu7/79JXpm4+tGT60AeZ/8KR0//oN3f/fpKP8AhSOnf9Bu7/79JXpmT60ZPrQB5n/wpHT/APoNXf8A36Sj/hSOn/8AQauv+/SV6Zn3oyfWgDzP/hSOn/8AQbu/+/SUf8KR0/8A6Dd3/wB+kr0zJ9aMn1oA8z/4Ujp//Qbu/wDv0lH/AApHTv8AoN3f/fpK9MyfWjJ9aAPMv+FJadn/AJDV3/37Ss/Vfhfo2jwmeXVLu5EeGeFFUOy5xxjryRXrbMFVmY4AGSa4tWkufG88n2dzsIeLccK67doP/fXPttoAq+GZrHwvp9/awQSW4nDXNo8q5aQfd2+pweQDzzV/TIL7UbxrrUImimvgoMR6pEnUH6nFXpbNLbUbdUiN8yRnzV6sHzlfYDk9fataCB4HlvLplaZ1GQvRFHRR/jQBNGC1w7bRhcIv9al+b0H502FSIgSOTyfqafQAm35t20bsde9Y/iGJZo7eKV/LjdnDPzhfkOCfxxWzWJ4sSa40U2MBCvet9nDem4HmgChqGqm98MPdWwia5RxbPGzcMd20j3B6itXRdEh0hHZGLzThTO7fxNjk1gaLpTXOtpey2+6CAeQVRtoSSMDDMP4uc49K7SgCt5SxNBEo+Vcgc1N5MW7cY1znOdo602X/AI+Ifq38qloAaYo2ILIpI6fKOKcKKKACjvQKO9AB3oo70UAHaiijvQAUUUUAL3pDS0lAB0oNFFABUE1la3BzNCkh9SKnooApnSdPPWziP1FVpbXQISRKlkpBxgkcVq1VOlaeXZzY25Zjkt5YyaAKDDw3n7to2f7o3fyprx+GnQq0NsQfRCP6Vpf2ZYgcWcIHsgFIdLsv+eAHsCR/WgDJ+x+Gun2En3EMp/pTGsPDTnItZB7JHIP6VqyaLp82PMgJx6SMP5Gq0nhbRpAAbRhj+7M6/wAjQBntYeHFOGsLlSemUcZqCfTNGkwIbO6iI68A5/8AHqkn8AWElwZob28gB6RiUuo/A1DN4ElOBBqWPd4h/IUAVZbHS4eJEmUg4xuTj8mNUcMGIjuGK9iJF6VpS+DNRhiYxSQXDAcKJDGT7dCKhi8P+JcH/R4owPur9pDf0FAGdN9uXLxzKUA/ikyT+QpI5tV2FkWOTI437hz/AN81qLp/iKLK/wBnb8d/MH6c0wPqKyMl1YSW2OjSrhW+hBOaAMuO88QMrK2nWytnIJkOPp92pYk1GcBry2t96nhAXZf5c1ea7ZE3NCeOvzD+Wc0JeiXARCc/59aAGxoqLxaxrnk7Yu/5UVYYzocPbyKfQoaKAO4IGaMDjimu7K3+rLAdwRUf2qLPzHaR/eGKAJto9KNo9KQPuGVwc+hzS5Oenf1oAMD0owPSkyfT9aXPtQAbRRgelHPQA0ZPpQAmBiuU1Dxk1hqWrA28c1lpVsJJgA6T7vQbhtZfcGurOSMYrh/E/hnxNrV9qCx3UH2K9SK1SPzSBFCDukcrjl88D2NAC6X421P+1La01rR1gj1O4KWMkM6NhMZG8Bic1Hrnjq/03xLJpcWmSogsppIjMgzJIudpX5uVOOnU10Nv4Q8P2s9rcQaPaxz2hzFKiBWBxjPHX8a5fV/At5ceI9V1Gx061iSWwmjhk88tJLO/RuR8mORwaADQviS18+mJeiwQ3O2OSKGR5J/MYdQgXCrnrk8Vsa/4tu9L8TW2h2lhayyT2xn8y5u/JUAEjHQ1zHhrwH4g0nxHoV9Pb26RWqsLpo5wSSUIGRgZ5PvW74l8KapqvjKz1a0h0ya3htGhdL9S6li3Hyj69aALWgeLrvVPE9xod5YWsTwWwn822uvOU5OMZwKybj4keXr+p2ccDyQW6FLdI7Z3lMijmRvSPPFXvDnhPU9K8Y3WsXMWlwwTWYgWPT0KDcGByVP+NUbnwLqkurX2qtHp87TuSbaWaZhOueFZicKB6AGgB/gzx7ea/eWcF7bQxx3EH+sGEPmgnIALEleOOKzNS+J2t2Zu5I7GxaGDUZLPBWUsqqcb2YfKOo4zU3h7wR4j8MeIILi3TTbi0kf5gpKC1ViS4UdX9iTx6VUm8Aa9cpqkR02x/wBJ1GW5huHufn2seBt2kD9DQBr6J451XUdT0VJreyNnqzyqjIjpIAi53YJPBPFd/tHpXm2g+C9dsNd0G4utP0yKOwaVri4tZTumLKQpKkDn3r0nn0oAMD0o2j0oyfTt60Z9jQAYHpRgUc9MfrSZJ7UALtH9KMD0oyfT9aMn0oAqaoudLutrBD5TYYnG3jrXN6Ebg2y3LMJru4kCRSOOoxgH6BcnHfNa/iydoPDl2yNtZgFXvnJ6VHocCtJuAwlqoiQf7ZALH8OB+BoA1bWzjtYRGpLHO5mPVmPJJolIkmWEDIHzSfTtTvNMhKxDkHBYngGljjEQ4BJJOSTyTQBJgelG0UZ9qTJ/u0ALgelV7uyju/J39YZVlX2Iqxk+n60c+lADEhjjLbEVdxycDqfWn7R6UnOenelyfTt60ARSAefD9W/lUvaopP8AXw8Y5b+VSigAooo70ALSUd6O1AC4pKWkoAKKKO1AC0YpKWgApKO1FABRRRQAUUUUAFLSUUALSUUCgApaSjvQAuKKKSgBaKTtRQAUYoooATauclRk98VTu9Kt7yZJpGkUp0Ckbc+pBGCau0UAVRBdxk+Xe7we0qA4/EYoq1jmigBT1pOvWsfWtbj0eGSW7iAiK/KyyjcT/umsC01fVtCtEnvLC4uNNZV2yGcNJHk9W498Y7UAdm1vE3JQA+3H8qTyNv3JZV9ic/zrm7rxLd3F59m0nT7mdolEku1lx/uknIUEd+p7d6m0/wAa6ZfSLGbe9hdunmQnBI6gEdcUAdAFlXgOrD/aGP5Ub5B1jz/ummQXNvcjMMm/1API+o61LtHv+dADPtCdGyh/2hinq6uMowYexo2j3/Oo2t4W5MYz69DQBLRUX2cqP3crr7E7h+tU9QvW0+0aSSaJWOdm7Iz6n3wOaANGjpWXpmom5jEEsga6jH7xHBicjs230NaGX7xn8GoAlpBUe8AcxSfzpBLETtL7T6NwaAJqSkCqemfzo2j3/OgB3ajtTdo9/wA6No75/OgB1JSbR70bR7/nQA70opNo9/zpNo9/zoAWjtRtHv8AnRge9AB0pfrUbska7nIA6ZJxWVc+JNLtpbiB7kJJFCZRuHDqMg7f7xBHI60AVPFt0j6dFDGySK9yqS4IO3HzY+vFaWnwvBp0ECnbLKN8jY5BPJP61zNro/2mWG8nys945kZOgCk5LleecAD8hzXZQruBkI+9932HagCRI1jQIowoGBTqbtGO/wCdG0e/50AL2pcdKTaPek2j3/OgBxpKTaPf86MfX86AF70tJtHv+dJtHv8AnQBHL/r4fq38ql6VFIMTw/Vv5VMRQAhooooAKKKWgBKXijFJQAUUUUAAoopaAE7UUUGgBaSlpKACilpKADpRS5pKADtRRRQAdqBRRQAUtJRQAd6KKKACjtRRQAUUUUALRRRQBiz6H9u1mS7vZPMtgFEVuF4yO7Hv7CtO4MsdtIbeESSBDsRjgE9hmpz1pPWgCnpthFp1qIY1+Yks77QCxJzk4qrrWhQ6ukfzvDJExIaPgnI6Z7dByORitftSfhQByuj3cc8jWE7me4tQAZArIzD+8hPJx0I74zW2st5Cu+Mi9hHphZB/Q/oaqa34eTUp4723mMF7Cp8s/wADHnG7HPBJwR696zRNrOnyw3t8jslxtWVAADbkZG44OGB9OvpQB0lvewXWRE53r96NhtZfqDzVjPPQ1yzeJLCa3mnv4FUxMfs7wyfNMucbkPB5PbvSWviERzQ213NNYTzAtGlypkQjPy5fAIYg5xQB08sqxRNJIdqKMkntXFSWk+p6it7qV4JIrZ9sRgUhJM9sH3x9SPQGrnie/mmgg0ks8N3dyfuTbyA+bgZ6nkDjnitjS9IW0iia4IlnRAM4+VOOw/rQBh6l4VnvdQTUrVBazxgbGMzGTk/NyOBkdulMtNd1Dw+z6fqJa5htztFzOrRsR2JPIK9Bu/PFdnioLizguXV5YlZkBCMRyueuPyFAHJNqWt+Iy17o9tLbLZniO5fYJnH8IGOhzgn34rodJ1eLWrTzPJaGReJIJMEqeh+o96uXUDz2U0Eb7HkjKK3904wDXN6JGkUN2l47KYrhg0xOx0Y/x8dm9KAOmNvFnIQqfVSRWfNqkNtqi2Mly0e6MuHcjGRzt5745/CqWs3dzp8VlJNNDNAbpQZ2by9vBxuPTrx9ayre1bxxPNfPCbaxXYsBkTczsDlmUHGAeB7gUAdNp+pRapAZrC9SdFO1js+6cZx9cGojrsCaomnmeFpZBlDnCk9lznk+w9KxrvwzqdldyXWj6ktrEUHmRLEp8zrnIxjAznjk1LL4LsI9LmzM7THEvmkbVRhz8qr90deBQB0u+cdY1P0bH9Kd5rd4nH0wa5fw/q13dwMkVzJOI1BxdRkMyHo/9769alsfF/2nUZbWe08kBtsH70ZlIOGwDjPrjrQB0ZnUDkOPqppPtEX/AD0HHrWVqPiS1sIkkAckSBZI2RlZQfTI6+3ertvq+mXkSyQXsEiONytvHI/GgC0JEPRlP4iobu+trGMSXUyQoxwC56nGcD1OBSq1pK5RTC7YDYBBOD0NYPiB7M6lZaasCPcPmYbRllUccD1PTP1oAq6hqmm+LiumWckz7W3SMuU8vAyrc8HOeCeOD3FSf2RaXUUccaJdSwvu+1TncC3AJ6fOT36CtS20dXYPPDHEn/PJQMt7MRxj2FayKEXCgAAcYGMUAUoLMRxmNQxaQ5mmfhpPb2/pV3oMAEYpc0uKAEzx0P5UZ9j+VHtS0AJnHY9aM+xpaSgAz7H8qPwNFAoAM56A9aQH2NL0ooAik/18P1b+VTGoZf8Aj4h+rfyqWgBaTvR3paAE7UUUtABSUtJQAGiiigApc0lFAB2opaKAEpaSigBc80UUlAB3ooPeigAoNFFABRS0lAAaKKKACjvQetFABS0lFAAaKKO1ACiikFFAARzncaTGD1NOJ5pMigBNvONxpce5pMilyPWgBMe5qG6soL22e2uU8yJxgqf89anyPWjI9aAMw6LDHPYm3SJYrXgo6bjgDC4Y8gg/zqXUtMS9sp4kjhEsnzq0qZXcOASO9XsijIFAHN+HtNulv5pb2eaVbVvJtxNDsPT5nHrnoCK6PHuaM5pc0AJj3NLj3NGaMigBMe5rltas7fUtVOnQl1E2BcvGu7DDLrn+6wxkE9eldTkevWsiSVdKe5uo7NpJLm6VX2g5YYAB/CgDO07wwt60lxrjS3MgVoEjlAClf75UcFj611AQKgUZAAAA9q5f/hL7vYM6DdhyhYDadpwwGAcdeat6p4hurEwpBpM9w0kRdiDhUPdScdR3oA3cA9zRtz1JqK1n+0WsUxVkMiBirAgjPapsgd6AMK+8PvcasbqKZo45wBN5TlJFIHDKw6ccbcc9abqvhmG80iO0iO54FzEZOcvnO4nrnrz71v5H+RQDQBhaJ4d+xE3V/K1zfOTvcvlD6EL0B24GetVJfB4Nwfs1yba2dsNHESCqc5C5yAc45x610+R1pcgd6AOcg8E6dC+6SW4nZyfOeVvmlHYEjGAPb8a1NO0PTdKZ2sbVIXl5kccs/wBSav7hRkUAIF4HzGjHuaXIoyO5oATHuaMe5pcijcKADHufzpMe5pcj1oyKADb7mkx7mlyKAwoAMe5/OjH+0aMjHWjIFACY9zS4P940Z96TcKAI5BieHk9WqWopD+/h+rfyqWgBaBRSUAFFFFAC0lFFABRRRQAUUUUALRSUUAHajvR2ooAXpSUUUAHWiiigA70UUUAFFLSUAFBo70UAFFBooAKKKBQAUUHmg0ALRQKKAA9aOaD1ooASlpKO9ABS0lFAC0lLSUAAooooAKKO1FABRRRQAc+tLSUUAFFFFABRRRQAfSlpKKAF5pPalpO1AB+NGKKKAClpKYs0bSvErgumNyjquemaAH4paKKAIo545ZJERwzRMFcD+E4zj8qe0iqyqTyxwB61mWEyJrGowMwWV5Q6oxwWXYBkDuM1Wn1aC28RR2dxdRhppQsKFuR8nP05oA3A4JKhgSOoHalrNtZohrF4PMQs4QBQwycA5rSoAO9Halo7UAQyf6+H6t/KpRUUn/HxD9W/lUtABRRRQAUUUUAFFLSdqACiiigAooooAKKO9HegAo7Ud6O9ABRRRQAUUdKKACiiigAoo7UUAFFFFABRRRQAUd6KKADvRRRQAtFAFFAAetJSnrSUAFFLRQAlFLSUAFFFFAB+NFHaigAooooAKXtRjikoAKKKKADvRRRQAUdqKKACijrRQAUDpRR0oAKBS96KAK99IIbC4lbOEjZjj2FYXh3Vra+vZ5Y5HzKkKKJF2sxC5PHpz1qLxfqbDwdqbAFGMn2Zdp5OWC/1rkYNVA8SedFGY7i0cRRFTkFVUAqR33ZP0oA9XrM1XX7PSJI4rhj5kuNigE7ufbmnaVrdnq8EsltKrGFtkoB+6a4nxnqkV7fWk9uoKwRIwc8OpkOB9OAfzoAqadrcs3iddYuGYkzHgdEh+6fwHB/xqn4jvYV8WancEloxMEyGxtYKvIPsTn8Kz7e7Wx8uZ0Lj5k2g9dzY/rVLxDCLW11CNc5Tec5JOflOcn3oA2rXUr+41a5v5I4be7t7icExOSFVUXIU985J9M16nY6jb3MdssUhk863EqsOm3jr7814haSO0YkZss13IxPqfJQmupsdVurHUYo7O+iUJaqYAw4ZnIJRgT7YGKAPVKZ5y/aPIwd2zd+Gap2+rwzaUuoBWCY+ZTjKkcEfnWHfeLbSDUtNubZxcW10rRvsYfJhgNx+hNAHTSf8fEP1b+VSioZD/pEP1P8AKpqACiiigAooo70AHagUUUAHejtRRQAUd6KKAClpO9L3xQAlFFFABRijvRQAUUUUAFHajtRQAUtJRQAUUUUAHGKKO9HegAo9KKKACijvRQAo6migUUAB65poYEZUgj1Fcj4k8Valp2oT2FrYIyLA0vnMGbOMDGAMZ59a5i38U+IrKxsplkleOO4aFoRbjDIFzzxmgD1aj+Vea6l4s8QTS2lxAGtYnCyeVFEWyCCSGJHPTH4021+JOtqVmuNHWSMpnYqurZ3Y684oA9Mpa4M/Ei5aYrF4fn2LGzszuR904OPl/LNSt8RmWKSX+wLsqiMwXcNzbTz2x+tAHb0n1rgofHmo2813HPoxaON4xEA7bjvUtycY46cUkHxHvRKPP0NzG0ioPLLbhuHB5Ht+FAHfZHHPJpu9c43DPpmvN9X8Z6lqF48en2lzaR26Z3Om5mbcFIGMgDBPPWufln1W6uE+0z30pWWZVZi+QBwOmPU/nQB7USAcEjPpRkV5Mmo6ydZsEjub2NYZXiB5I2+WG5yOefXNX7fxz4jVZYnt45nWaJFd7dl4YZJwKAPSs0ZxXll74u8SyXLTh3hEKptihhIVsuAcg5zxUc/jvxPNA88MC2wbflBbsxBTHr60AerkgVSfVbSPU10+SeNJpEDxqWGX5I4rzo+LvEeobYJB5ax+ZIWjtyGZkUOvPTGfasKNr66lR5/tLPLIruxDAkld3p6/lQB7fnFH4147pmu61o93ZRWqzsk9rD5glVnUszlSTn0HPUUi+JvEOmqL4zXk5gU5jMeQy78bcYx0oA9jFFeb/wDCzNXEsiHQkP7p3Q5kA+XseO+ax4tW12LWtUuvPuQ5kUrhWCqCpO0A8YzQB7BmjIryxdc8Qy3aA3dyqzG2cgQjapYtuwCPYVfj8ea3boTPp0U4RJGyI3Vn2uVA446DNAHohqnf6tY6Z5RvZ1hEz7I8gnc3pxXEt4+1u5k8mLSo7cyRSFXId9rKceg/Csi5uNU1HU5bm+knnktZZY4G8vaFXyyeABjOe9AHceIPEun2+jGS3u1nad1ii+zOGJYn2PFVP+E6s53ltBbXcMoiLI2zOeDjp6kda830a0lwjtby7llgx+7PGUbPb1q4gvYLBXhWeOULbjcqkHBmOf0oAuPe3mp6ERd3TMJp/tLxMPmDq2D04xnHHt71kXcvkahqEpz+7kdvlOD/AA9DV6K3mEMX7iTiOcfcP/PUVR1K3na41UCCU5MmMRnnhfagDS8O61d2niHUobfy8zoOJDgEmIEZ9wefzrPsS39huHYswmt8k9yep/Oo7G2uF8Uhmt5seZFz5Zx/qvpVizt5xo8oMEufOgOPLP8AhQBUuv8Aj0j/AOug/wDRgp3iv7mqfST+S064t52tY8QSn94P+WZ/56D2pfFNvOw1MLBKSfMwAhOeF9qAKdl/x7p/18yf+iEqVuNStCOMXMJGPXaaLO2uRbpm3mH+kuf9Wf8AngntUj21wdRtSLeXi4hJ/dn+6fagDpotaml04afG7F9Rt0knz0hJIXcvqSOo+lZUkdtHZXbRqqzxLccgc7VfC5/WlghmF1pYEUo/cwA/IR3PBpJYJgup/uZeYrgD5Dz+9oA7bwJfm6sBavLJJJbP/wAtG3YUqDwTziuvrgvh5G8dzdb0Zc7MblIz8orvNw9RmgBaO9GR6iloASilpKACijNFABQelFGaACiiigAo7UGlxQAlFFFABRRRQAUUUUAFFFFABwaKKKACiiigAoopaAEooo70AFHeiigBaKPwooAgZczsCxC44+fHNL5af89WH0enlEJJKAnjkrSbI/7i/wDfNAFfbLjAcng9X/8Ar0u1yD87A9sv/wDXqxsj7xr/AN80eXHn/Vr/AN80AQRq5k+diF28ESdTUhjUj/Wtx/t0/ZH/AM81/wC+aNkf/PNf++aAKqrKBy5PGPv/AP16cRJ/Cx4Jxl6n2R/881/75pdkf9xf++aAIUjJJ3yEDth+acyLtOJXz2+fmpPLj/55r/3zRsj/AOea/wDfNAFYCbdySRx/HSssn8Ln/vurGyP/AJ5r/wB80myP/nkv/fNAEUSEr+8kYH030kiEMNkjEYOcvU/lx/8APNen92k2R/8APNf++aAK+2QDIY54/j/OlCydnPtl6seXH/zzX/vmjy4/+ea/980AMEaAD963/fdRyqwP7uRjx3fipwkZH+rX/vmkKR4/1a/980AQAPgEsc98P+fekCyDqxPT+P8A+vVny4/+ea/980eXH/zzX/vmgBgjTOfNf/vuonRgSEkY8f36sbI8f6tf++aNkX/PNf8AvmgCuBJkbs9TnEn5UgWbeMv8nc7+as+XGf8Almv/AHzRsj/55r/3zQAzy0H/AC0b/vuo3Rgx2SMVx1L/AP16n2Rf881/75o2R/8APNf++aAK5EoccnaSQf3n5UbZc8OSM/3+1WPLj/55r/3zR5cfH7tf++aAGeWnaV/++6gAmB+8SMf3/wD69Wtkf/PNf++aTZHz+7X/AL56UAV2WXB2tyDkfP2/xp0aE58xyOOz1WlsLg6pFNHdusAJLw7FweMAdO/XNJqtu0iRmOZ7dcnc0bKhJPTkg0AXhGg/5at/33UJWUH5XJGepelt43SxjDhJZxGMscYZseoH60Wv2hlY3drBGeNoiO7Pr1AoAQCQjljkjj5+n1pY1kL/ALxyF55ElU2tNTOtCZZoRp+eYdo3k465x0z2/XtUuqRXctr5OnLHHLIdvnNgeUP7wGOT7UATymOKWFmkOAT1bOOKz2sYHv3uTdIAz7gAvPTHWrJtpRBbxzFJZgTvdE2g8elH2ST/AJ5fyoAr6fax2TqTe+YoTHzEk5z/AC4qveaabq+kuE1XyVdkIRQ3y7TnPXqen0rQ+xv/AM8v5UfY5P8Anl/KgDM1HSDf6ibtdbkhBQL5S528e2fx+tW9GtV0lJ0l1aW9Esm9TNyUHpnvVj7JJ/zy/lR9jk/54/rQBb+12/8Az1FL9rt/+eq1T+ySf88v5UfZJP8Anl/KgC39st/+ey0fbLcf8tRVT7JJ/wA8v5UfY5P+eX8qALf2y3/56ij7Zb/89RVT7G//ADy/lR9kk/55fyoAt/bLfP8ArVpftduekoNU/skn/PKquqaZdXWlXNvbxoJpYyqFz8oJ9cUAaxuoM/6wflSfa7f/AJ6ivPLbwZ4qt9JuLY3Nu880qsHNw5AUDGDkZP0rYk0LXmlspFkQmNVEwa4PBGc7Tt5yMflQB1f2qD/nqKX7VAf+Wg/KuHHhXxCltcW6Tp+8iZFlNw2ckjqMcd+nrVUeBNfnLfab9VUOzIgmduCOhPHJPOaAPQftdvn/AFoo+1W//PQVz93oGo3GnWttFfPDLEMSzBjuY46gjGefWoB4Z1YRBG1N2OVYZLYyCTjryMEflQB1Au4OP3oo+2W//PQVzM3h7VJWeRL/AGvKrCQZYLu3AjaAeAAMfjmppNC1F3EguyjkOrYJxtKlUxz1B5z60AdB9st/+eopPtlv/wA9Vqhb2E8dtFHIvmSIiqz/AN4gcmpPsb/88v5UAW/tdv8A89Vo+12//PVaqfZJP+eX8qPskn/PL+VAFv7Zb/8APZaX7Zb/APPVap/Y3/55UfY5P+eVAFv7Xb/89Vo+124/5aiqn2R/+eP6ij7I/wDzy/lQBb+2W/8Az1Wj7Zb/APPUVU+ySf8APL+VH2OT/nl/KgC4LyD/AJ6iiqf2R/8Anl/KigDSPWkpx602gAFHeiigAooooAKWijNABSUUUALSUUtACUtJS0AIeKWikoAO9FFFABS0lFAAKO9FFAC0neiigBaQ0UUALSUdqKAFpKKKACs+8kiuboW4KP5IzIp5wT0zWgWCgsxAA6k9qyodrNJNgZlcsT6joP5UAMjaexIS2i82FuiFj+7Pt/s+3rVu31AXF15YQCMrlX3dSMZGPbNR1HNEJYtoJVhyrA4wfwoA1aKpC+l2c2xL4xw4wT/hUZ1Cbzh+4IRR846lv9098UAXJP8Aj4h+p/lUtV/NSaSCSNgykk5H0qxQAUUUUALR2pKO1ABRRS0AJ3ooooAKKKKACiijtQAUUUdqADHvRRRQAUUUUAFGPajvRQAdqKKKACiiigAFBpaMUAJ2o7Uo6UlABS5pBRQAv4UUUUAB60lKev50lABRS+tFACUUtJ2oAXNJS96T1oAKKU0UAJS0UDtQAlHel70npQAUUvajsaAEope9FACUUCloASjtR2pewoASjtQaXsKAE7UUUtACCil7UDrQAlFFNlYrDIwOCFyDQBmz7rq5l3s3lIdioG4buc/57U8AKAAAAOgpkA/0eP8A3akoASijvQOlABRS+tIKAHW0arOpVQuWOcfSr+D6VzXieWSDw1eyRO0brGSGU4IrymXWdUET41G6+6f+Wzf40Ae+YNIa+R/+Eg1r/oL33/gQ/wDjX1L4XdpfC+mPIxd2tYyWY5JOOtAGnRR6UUAFFHaj/CgA70UDv9KO9ABRR/jRQAUdqBR2oAO1FKOlHpQAlFHcUHvQAUUGigAooFL3oASiijvQAUUetL3/ABoAM0Unc0dqACl7UHrSCgAoo7UuOKACilFFAH//2Q==
3.目前经过5178~2850点的急跌,筹码发散后再度密集,资金(大单线)未完全走坏,说明主流资金被套;急需要一波跨年度的反弹来解套派发。在筹码理论上这里是次高位筹码密集,如果长时间横盘,将会出现中长线突破方向。
4.沪指筹码2015年12月次高位再度密集,在这里横盘后,将会选择长线的方向。
未来即使反弹到4500点,如果不能突破5178点创出新高,长线仍然有年C浪跌破2850点巨大风险,所以2016年走出N字结构为大概率。
结论:从筹码理论看,这里将选择一个中长线的方向,如果能经过中期横盘,向上突破,将去试探4000点、4280点和4500点,从而完成筹码交换,然后再回撤(1000点左右),再决定沪指长线的方向。
模型二:江恩箱
江恩箱看股市长周期是非常准确的,比如月线,这已在2015年江恩箱中得到印证(详见本篇开始),那么2016年江恩箱(图3)将如何展望?
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

1.沪指一直在江恩箱2*1线(即998~1849~1991点这3点连线的长期上升趋势线上方运行,2016~2017年此线将上移到2500点),说明沪指并不会走很多人看的大C浪,跌破2500~2000点。
2.江恩箱1*1线,即998~1664~5178的3点连线,将在长线上作为沪指压力位在2016年~2017年5月31日前一直存在,也说明沪指很难在未来2年突破6124点压力位。
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
结论:沪指在2016~2017年可以再次触及上轨(998~1664~5178的江恩1*1线向上延伸),但很难突破。同时也难以跌破长期上升趋势线(998~1849~1991的3点连线),将会形成一个宽幅振荡的走势,所以也吻合了N字型的推断。
模型三:波浪理论
从6124点月线大A浪开始,1664~3478点视为大B浪反弹,3478~1849点视为大C浪下跌,很清楚的C1(3478点)-C5(1849点)浪终结。1849点以来的上升视为年B浪的反弹(最小量度3800~4200点,实达5178点,是对6124~1664点下跌的0.809黄金分割位)。
多头认为:
由于年B浪十分有力度,不能排除1849~5178点是新一轮牛市的大1浪,或者是大1浪第3主升浪(即1849~2278点为1浪,2278~1991点为2浪,1991~5178点为3浪,5178~2850为4浪A,或4浪)。
2016年经过充分整理则有可能突破5178点,这也和传统技术月线MACD背离相印证,只要在突破4280点后加速上行,化解MACD顶背离,或创出5178点新高形成月线顶背离。
空头认为:
年B浪的反弹已经终结于5178点,后面要走5浪下跌,5178~2850点为C1浪,目前在C2浪的反弹(也不反对反弹到4000点或4280点),结束后跌破2850点去2500~2000点。
综合来看,图4这个季线浪形是首选,对多头空头都是这个浪形。
data:image/png;base64,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
区别在小b浪(空头认为是年C2)在2016年上半年高度上产生争议,如果能突破4280点(4300~4500点最佳),则小c浪(空头认为是年C3)不会跌破2850点,进入新牛市第3主升浪,上破6124点;如果未能升破4280点,则将会跌破2850点(略破也可到2700点),长期趋势线支撑在2500点(这里一定不会破),再定长线方向。
模型四:传统技术分析
首先来看一下沪指月线MACD和BOLL线,见图5:
data:image/png;base64,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
1.根据BOLL线理论,中轨是强势行情的支撑位,如果跌破将走熊,所以此轮下跌在2850点月BOLL线中轨处得到支撑:将1991点(1849)本轮牛市启动点与2850点做一个连线,正好和上升中的月线BOLL中轨重合。
2.只要不跌破BOLL中轨(1991~2850点中线生命线),则大盘经过充分的横盘,将会向上反弹,笔者在2015年9月15日就将此轮反弹定性为月B浪反弹(量度在5178~2850点的黄金分割位,即4000~4280点之间),如果能突破4280点也可以达到4500点。
3.由于MACD在大盘反弹到4000点后形成顶背离,月线级别背离,所以大盘在4000点后只有2条路:一条是加速上升突破4280点甚至4500点,去试6124~5178点的压力线;另一条是见长线顶回落。
结论:只要不跌破1991~2850点的中级上升趋势线(也就是月线BOLL中轨),大盘将会完成跨年度反弹月B浪,标准黄金分割位4000~4280点。如果跌破,将去试2850~2500点的支撑。预计跌破的概率较高,然后形成新一轮牛市的大底,盘整后再去试4000点,2016年上试一次4000点是大概率事件。
其次,再来看下沪指季线MA(60均线),见图6:
data:image/png;base64,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1.季线60均线作为沪指长期生命线,在998点、1664点、1849点均起到了有效的支撑作用,并保持长期上升趋势。60季均线和江恩箱2*1线(月线)竟然神奇吻合。
2. 每当季线5均线金叉10均线都启动一轮牛市,而大熊市则以季线5均线死叉10均线开始。
3. 2016年当5均线和10均线粘合时,将会给出沪指长线的方向,目前仍在多头趋势中,不能排除未来上破6124点,但首选还是2015展望中讲的年B浪反弹,已终结于5178点。
4.2016年沪指是一个N字型走势(2种N,图上的N1线和N2线)。反弹行情是跨年度,时间比较长,目前在筑底阶段,以4280点能否在月线B浪反弹突破为强弱分界,如果突破4280点达到4300~4500点,则在回撤3000~3500点后,仍然会去上试2015年5178点的高点,反之2850点可能不是2016年的最低点。
总 结 篇
综合以上4个方面(筹码理论、江恩箱、波浪理论和传统技术)分析求得共振,可得出以下结论:
沪指2016年全年将走N字结构为首选。如果政策超预期,经济基本面触底,将有可能短期突破4500点;如果注册制等推出,经济恶化,也不排除短期跌破2850点;但沪指总体将在2850~4500点间宽幅振荡,如产生极端事件,跌破2850点或升破4500点均无法长期驻留,基本面和技术上均不支持。
补充一点,走出跨年度反弹的条件就是不跌破1991~2850点上升趋势线(月线BOLL中轨),如果先跌破,则视为时间延后,N字型仍未展开。
附注:笔者虽然是技术分析为主,但是基本面也一定要参考,只有技术面(选时和趋势)和基本面共振,投资才能够取得超额的收益。由于基本面的因素比较复杂,而且会因时因势(包括政策)而变,再加上股指期货+双融时代趋势的力量往往比较强大,因此投资者应当顺应技术趋势,并在趋势过程适当关注基本面和题材,从而取得超额的收益,同时在趋势或基本面因素有重大变化时及时锁定风险。

股之声 发表于 2016-1-4 13:23

有道理。
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查看完整版本: 2016年N型走势(转载)