这论坛不乏技术派，请冒泡指教颈线位的正确画法
这张图是原作者发布的，画出的颈线位是横红线。总觉得哪里别扭。如果作者画的对，我认错道歉，承认学识浅薄。如果作者画错了，那么就请减少装神弄鬼的次数，少发点误导贴来忽悠韭菜。我对颈线的理解是多空争夺的“三八线”。回到8月25日到9月3日的60分钟图。（假设9月4日—9月5日是未发生）。
在量与价的关系中：8月25日10：30这里，价是跳空，量是最大的红色柱。这里的起跳位置就是从3813附近多头的一次最强进攻。随后这里被空头反扑。随后在8月28日15：00这里多头再次从3813这里发力反攻，空头再次反扑。至9月3日15：00在3813收十字星。这个绿十字星代表着多空在此刻在“价”上实力均衡，因为代表多头的红色柱在后面已经很短，且绿色柱长而连续，空头在“量”上占优。
多空的几翻拉锯战的结果就是能量上到消耗，体现在成交量趋势上不断萎缩的。所以这就是9月3日我把“颈线”定位在这里的原因。
可能我所理解的颈线和你听课的颈线不是同一样的概念，但是在多空判断上，这对于我研判后市很重要。 本帖最后由 中石油打灰机 于 2025-9-7 13:36 编辑
作者亲自回复你。
随着时间推移，K线不断生成，市场多空力量博弈持续进行，价格走势是动态演变的。
首先M头的成立是假设是一种预判一种模拟，不是真实发生的。9月3日的分析，后续的下跌等走势还未完全呈现，基于当时的K线形态、高低点分布等，对颈线（3813）和M头形态的判断就会和9月4日的颈线（3761）的形态判断有区别。
技术分析本身就存在一定的主观性和动态性，不同阶段、基于不同的时间空间的走势细节，判断会有所差异。你在9月4日、9月5日看回9月3日的判断那他就是错的，但是在9月3日的当天收盘线它就是正确的。
市场是未知的，随着9月8日的走势出来，甚至连这个所谓的M头的假设都是多余，嗤之以鼻。技术分析不是固步自封，不是缘木求鱼。看书听课是挺好，但是属于自己的才是自己的。
中石油打灰机 发表于 2025-9-7 13:34
作者亲自回复你。
随着时间推移，K线不断生成，市场多空力量博弈持续进� ...
我判断进入三周左右时间的震荡下行，拭目以待、当然中间阴阳交错。趋势向下。
颈线画的太高了 楼主我大概明白你为什么觉得别扭。8.28低点拉起未创新高继续向下，那么这三段属于向下的三段走势，与之前的上涨在级别上有了扩展。缠论上来说，之前的5笔是一段，后面3笔是另一段。确实不适合在那里划颈线。如果8.28拉起创了新高，则拉起段就属于之前的上涨段，新高后下杀再破低点，颈线才成立
这个区别，看似不大，其实完全不同 本帖最后由 易木老大 于 2025-9-7 23:41 编辑
转啊转 发表于 2025-9-7 23:03
楼主我大概明白你为什么觉得别扭。8.28低点拉起未创新高继续向下，那么这 ...
谢谢转老师的解释。作者在三号拿60分来画m头颈线位，与我学股时看到的画法没有任何关系。不知这是不是作者独创的理论。所有教材颈线位一般是低点或高点为依据，偶尔有说以收盘价的。但是作者这条线的位置不三不四不上不下，我不知作者的逻辑是什么，包括作者的回复我也没看懂，还是本人技术不精吧。
再拿光线传媒这个股票60分钟尖顶来画“颈线”（或者叫“多空线”吧）。你也同样可以按照这种画线法找出这只股票在量和价上多方与空方的力量是怎么发生变化的。缠论我不学，当初接触的时候发现这个理论最大的问题是——不将成交量作为核心要素，追求简化和通用性，用价格涵盖一切，这是我不能接受的，而我是量在先再看价。 再用寒王画线。如果我上面的阐述你能理解，那么你自然明白我为什么要在这个位置画线。同样的，如果你能理解我上述的阐述，自然就明白寒王在上周五的反弹过程中遇到了什么力量压制，这对于接下来这个持有这个股票短线是走是留是很重要的 飞机解释的很清楚 颈线是动态的，由供需决定位置。而成交密集区最有可能成为颈线位。比如前一波的高点密集区是3855-3862，那这个位置抛压就会大，上不去的概率也就大。如果需求太弱可能没到这个位置就下去了，或者需求太强还有可能再创新高，总之用概率思维来看待这些问题就好了。
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**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**jz5ty0VfXf+CdEN+rLOP5qtS1NnZsOamkxTT77u+pL7ZKerUb52S8wnow47Xv7ELO8oPs1zMiv0Zl76k/6qxHuu3ri0ZpBvyY519NCnGr1O/dX3JZpv75GPqHH/f9e3MsaTWM82+D249yfvgfCMhu4MAAncpMBh22Dhj87aXhMJ9+0aVa8j1s13NIU+6lR2mZn9VSDX9qZeHuOsq96GYjjGw/1LtLg9chbncB4Qdyz02458zZgnGy2e4fKDllJahwQYivd/ZkaLOlvZMeZjU+24SZY1SxB7ptz6lCdtKLtD/DlpPg82fef/m1+Gf+i8nWvqSl6+9/Rn91vUl/+C+v6BsXu93dqSoU7/1iJItH8Cpj3XjKMy77/p2Zlcyoi8l2HfF1se/VIh4w0o+MLJ3CCBwHwImkqgzB/MVpLu3jcss6m8YNZ9YsX+CrTMOqUGWb3hpSOtXddQlPVt5sv8z/me+oHSVYz5hxyoPm3dy6ttvMgv5XlKTUPQv7nAfTpGBpzUQrb67dNw69XuUrKRq32Xr+pL6y8cUdeq3TsmZBHRhh5nhy/eSmllQ5+IOfckEMzSbRCRop9lreznU9e2kkfuuqlOUUpRsJBq9x0K19WT7rm9nViUjPUfed9XWr7oeSPbuOdP4CQICCKxcoD3scDeUNe/6bjWHvcusvRRwaUjjO0r9KMSWk/8rC9efgvFHQsIOXyOrx4QdWR3OlY90HAsE7ldAF3b0ToZHnmixLQQQWIEA7/sIIIAAAtMI9F+qTdMGthIrQNhxv5Or2L5CeQQQSCfQ/w7a8dGGFczEaDkCCCQVSDcoUTMCCCCAgC/Qf6nml+TxcgQIOwg7EEAAgfkF+t9Bk06WqBwBBNYrsJwLSlqCAAII5C3Qf6mW976vd+8IO+af5Ky399ByBBAYS6D/HXS9MzFajgACSQXGGoKoBwEEEECgX6D/Uq3/tfx2LgHCDsIOBBBAYH6B/nfQpJMlKkcAgfUKzHX5yHYRQACBexPov1S7N4217C9hx/yTnLX0FdqJAALpBHgH**zQgggAACCCCwPoHD68beDtbcrkXuDim3UzE3YfFuQ9t6O5XWJxtTv4+Xoii6bjrZKHnk1rPrvN8WYUfYj5MOBHJGFXI/pIHTT19S3+DIOs2wYm7YJDeXbevikXVOqq2XWVhJlfzC2syRvUng46Xww46i+07vkWec35fqe7a1dR5VSf3W9SWlMaqtR5a86Yi0Ec1eoV5J31RVnZFHU7X1TOsc2TNSSbX1RfZtVZ+h5QggkK/Afvf1+RH8O/gjw/7bo0slvn4oimKcsMPLTTS2/qWapjxlliBA2OGfSBM8lmuRp+2uPFE7EwTpGfqS+mbr63Qly4Bj//3JjS8teYcrObxH+nbec0nnOSx/z0r57fun/w76rfEGH+ys9JDHVxlDFPnF4+tO+lJ9ldB1FkeVLM933db1JcdsZ4CWwY/uuA8r6XdWX6crOXw047eeT51OafgYuZLD+x5fcnjr+mNESQQQQGAaARnrzB9Y3f+aOMPOliWVcH8KsoWf3143RVHYqxd5MvxbUeuT3h6Vg7D3n63KK1COqPU//1LNf57HSxYg7Kh78DTHaff+YM+q8IQMW6IvqW+5tk45+R/e97Zm+VEWpISNPJ5P2jq9wULf4LsrGSN/dzhZdyH9O6hZtFkOI/1jiPSl+lqh5yzWlzyftFvXl9RvXV8yv66SYt9j6tQfd/24lFudaTy1SjFb1x8jSiKAAAKTCHSGHWaBm0yd/A+bmIUe5dNuetKowV38tD5Zz2XMAGsLB6No24WE/lJtErR6R9hcjwBhx+Qd5bA1aYc7ObsboC/ZdkK2H3VdnSa/qFso53+dfQSb09XZ3p6gqrv/MU7+7rly6lQR76Dm7xv1G3z7GGLewoOz2L39N16iL1mC67auL6nfur5kTh3D7EuKfY+rU3/c9eNSXnWm8tQpxW1df4woiQACCEwh0EglzF+Fm1cspoAsKTWjYrkKw76qvtSRplHNOtgAACAASURBVHofAKyvdlqfbIycptrePyNFXKpNgVbvXX6XPSPuEWHH1B2lTiiftrK8vLMB+pL6DqGtM0g35MdgKKk2qq2T014jECNfHQIeZCDgv4NqR4b+9ZbSl+prhZ6zWF/yfKrP9/6t60vqt64vqTnX1lUmxb7H1Kk/7vqTMbc603hqlWK2rj9GlEQAAQQmERgMO+zC0s3bXhIK90HatoSiEWG49/rWJ4/+yClV1VdN7oX+7vuXav7zPF6yAGFHZ9aQ5LCZRRAvn+Ef8C/PKH3Jy9d2PRNRpww6No7p/c6OiDqnpe5CWPrzavml7wiHO0bg8Oq/g3YFi+Wg5N7X29+2G71C+pKNJLxv9mqUMY1Ul9RvXV/S/GVm3Ha27GPM4Vjiy9XHKKLx6jojjqbaOcM6E3hGKKm3HtFD1EeTOhFAAIGbBGQEMys63P+aXMOlD+Yypsw4Gtc/VVrx9cNlyWPrk42rjnrklGpdhtKxL/6lWpJ5Ysd22dYtAoQdU76Xm9RAvpfUZASdizv0JfXtj6zTtNCOOP7H5PwtRtbJOawRUMn7R4HHaxco38L9d1D3bVuX+1W/2dvUo395hZkpDZzFshVVSf3W9SX1W48sqTnX1lVGdYwu+0zvM6o6I4+mSjXTOkf2jFRSbb23P6iOHTUggAACowu0hx1Hf5Wo97Xo9ZI3d1uW8jsE38qvK5X/6syi5UkzVFaXTxKXmJf1/alJhkf/Uu2W6TevnVKAsGP005UKEUAAgWgB3kGnfOdjWwgggAACCCCAQJQAl2pRXAspTNgRPSdZyJGjGQggkJMA76A5HU32BQEEEEAAAQQyE+BSbY0HlLCDsAMBBBCYX4B30DW+g9JmBBBAAAEEELgTAS7V1nigCTvmn+Sssd/QZgQQGFeAd9BxPakNAQQQQAABBBAYUYBLtRExJ6uKsIOwAwEEEJhf4M//85/8N1EeI4AAAggggAACCCxQ4M//858mm6uzoRsFCDvmn+TceAh5OQIIZCDw17/74wLfzmkSAggggAACCCCAgC/w17/7YwZXnneyC4Qdk4Yd5lZJcmcjucfSy2dvP/PvwyQ3rO28LZyqZLKtT2rYK5ZHS1IczTxkst2Lj5finz38z/77KI8RQAABBBBAAAEEFijwf/zjf7uD+UgmV92EHRMfSJnHPm135V2dFfnF03ZXBhz7709FUfzw0R52uDr1Jcfc+sSA2W8uxdHMHi2DHSyP+z97/k//0//1//x3/8v/t8D3dZqEAAIIIIAAAgjcs8D/+A9/+uvf/fE//uM/kXSsSICwY+pp0u79oTD/9S/rKPOI4uF9bzuT/ChLQi4arC95Po2/9fb85aKRFFMKpDiayk1TbFaB3dtGPzJs3hQjg353pNcp65yznfo9oqRGQH/c9SU123VlUvSlddQZ4znnHrkjtaKLWpqKAALrFJA/9dnLIPt/5rLELEuXp/w/+u6/PdpibnJU1iAvkarqSdZlyWCSMlggKM+PKxMg7Jj8gB22Ju1wJ2d7A0wqUZeRa6M6+/AuQfQly+Fv7K2vc0htN1/CvqQ4mkvYL9owLHB4NWlHfdZ7p3n1cjPzqcsEs6a2l1Sv7XoQV+d87exqP89fJ6A/7vqScS1J0ZfWUGec53x7FHc0rxp82AQCCCAgAp1hh/MxBTbfDqejGRUfX3dn+6rnr5OMqyYN8cKOtpKuQpkLDBZgZFu/AGHH1PPeOqG0H1HpaECQbsiP9QzH73n6kufT+Fv3W8Lj2wVSHM3bW0UN6QXqc7N8/+4YFs6no/QQ5SqMxjv6SHXO2c6eXeBXVwjo+5K+ZEwzUvSlddQZ4znnHsUcTe1oQ50IIIBAi8Bg2GHijHLthuQaknqUf8SVPxS9vFYLPerVIY+vH+Wa2aBk49sS26pqFGBky0CAsKN7UtFyKt5c2CysePkM/4Dfsi057cf9zo4kW7/ZpGXf77lO9XGPOJr37LmSfbfv1p/hn3xbzg7pITYQMWsv/YWd1+2vus6Z23nd3vGqLgH1cTd/PRu316XoS2upU+858x519RyeRwABBMYVkPejOqgoH5lcw/11x1zwlMlF40opyI7LqyapSj7G0lGyfu/rKDDurlHbzAKEHVMeAPM9o/K9pGam2r+4w5SxZ37vfEZVMtnWW+ZjU6pmt60UR5NjtGiB+i3cW5zZ3bHN/EczMuj3WlXnAtqp3yNKagRUx126or6kZrvnFH1pLXXqPRewR6qj2T1Y8XIEEEBAJdAedhz9NenVGo3Gk+Z7OvxRqA47mi93Jc3bmVtFW6+es1/54VfF4xwECDtyOIoZLDFiFxBAAAEEEEAAAQQQQAABBBAYS4Cwg7ADAQQQQAABBBBAAAEEEEAAAQSyEiDsyOpwjpWBUQ8CCCCAAAIIIIAAAggggAAC6xUg7CDsQAABBBBAAAEEEEAAAQQQQACBrAQIO7I6nOtN3Wg5AggggAACCCCAAAKLFfi5+Fn/b7F7QcMQuCsBwg7CDgQQQAABBBBAAAEEEECgT0CRdPz4q/Jeab/4RVE8vO/tlLK8y97Dw1NRFHJDRtXdSbxmHLYPciNVe1PVQu7PKHfuM5vYvT8URfH8ZV9S/vj0UD5lXtX68tg2zFW+tfF3su9zmWe3XcIObzRJf3TN/Y1kPGrcGOnmgM2/Y9NVI2n6fb95Hyc9UrO2Vn809SXvR2+Ve5psZNBr0Jf0VvdZUtVD9D1ZX1JGY9XWI8dtVZ2R7dT3DdXWF7BHKdqpV6IkAssS8MKOn34qfvwx/Pfzz4UJO37zm6IonrY7ubqW9GH7/cULO75+sLePdyGFbqjZfy8TEwk7pIa2sKM8Z5+/5My1EUllaF6+zGnCfvf1+RH8O1QtPx3PGe+7v5s8Hl+AsGN8096rExl9nra7cpAaa7hxdZZDqjcWkF+sUkB/NPUlJ+7kbO4KAXc0xxwZ9M1wW2cMWeWgoT/QV5fU9xBXcrgnx5ccs3+6rQ/X6UoO75Ge19U5vPUUdbqtD++RKzlmO/V7REkEFifghR0m1KgiC1nOUfzkwo4ffyrKtR3fy+l6eR49vO8lzpBnDtsHm4P4F+3udOs5MWVFg12vIdWWCzret+UijmawsjO/bQ87JCspT+pF/ZPdb3B6S2POp2PO+76oA5FhYwg7pj6oZrFZeTqHY9C1LSmHRW9EkB+rxWwLG8uu3cdljcgp90J/NPUl70dvzXs6/sig16Av6a3us2RMD9H3ZG3JmK1r3/Ji6tS2U983YrY+5x6laKdeiZIILE9AH3b8XPzmwVycl+dRmXHUYYe3X/6TPUONWfchUYAfVZispHzaXfbbYMV+4CWYaARntNcM7TiT8CWdYccd7HvKaUXCQ7aaZhN2TH6oTDZZD0y3NsAMjm6YOx0XPZbdurMLGI7T7oL+aOpLZo+WyQ6OPTLoWehLeqv7LBnXQ/Q9WVcybuu6C7u4OnXt1PeNuK3Pt0cp2qlXoiQCCxSICTt+Kj9y8mQ+vVImFH6u4U3gvc+2DA81JhFwy0Psgg4bEzx/neScNWmIPOmHHaZytwBkebadYYdrasb7nnZm4QDvdyuEHVMf+3qAG2vECdIN+bHOPnTXSZwJSxHQH019SfrAGgTGHxn0e01f0lvdZ8mYHqLvydqSMVvXjuQxdWrbqe8bMVufc49StFOvREkElicQE3b8XA8dEjrIj2VO4ceI1ZNHm4bI6o3uCYJ57cP7Xh5I6lF/xGMr3+ghNVT/Y6sySYG/KmTq6c/QUDYYdli3HPd9accit/YQdkx7RE2w+vLpj3RD5/9gC2WAsMOZ//G/wRdSYIEC+qOpL7nA3aRJTYEkI0NzE31XjfQlvdV9llT3EH1P1pc0Hz4f+T0uwR71nWJBt1FvPUWdM8sHFPyIwJoEosIOs9S6+oxJlWt4UwBz0e6t1GibIOzeH9yNXeryXiWta7plkLErO1YxNZAGVxmNPDC5xh3s+5pOgZsnrTPsLGHHlOj1IGW/aKc7u43rTObaxY4RSw5up9Re7bb0R1NfMuKKebVuK97HZCOD3oS+pLe6z5KqHqLvyfqSMiKpth45dqnqjGynvm+otr6APUrRTr0SJRFYmEBc2GG/Q9Relldhh7uZQHnV/vxivtFjYKiR15qrfLeaw18J4n9znxXzwg5ZomWnCPJ/Lj6IHGHSHov2sKOx4MW7sYMH4n1r4Vr3fVEHIsPGEHZkeFDjgpK0gxe8CCCAAAIIIIAAAgisXsALO34efMzVOAIILEGAsGP1I+8SuhFtQAABBBBAAAEEEEAgY4HBgMMvkLEDu4bAigQIOwg7EEAAAQQQQAABBBBAAIE+AT/LGHy8otkgTUUgYwHCjr5BLeMDz64hgAACCCCAAAIIIICAUmAw4PALKOukGAIIJBUg7CDsQAABBBBAAAEEEEAAAQT6BPwsY/Bx0vkblSOAgFKAsKNvUFMiUgwBBBBAAAEEEEAAAQQQQGA0gcP2wd5A19yuRW5tI3eJMveUqW/B21rS3BDH1tA242t/VVtJ7uewWgHCjkk7tLlV0vPX6Th4+q22S402wCEwLODfqau+G1lwCOh1AcgCf+QYLfCg0KSmgGq0kZfoS076/tvcHfcubO/H2Dl+Xrxq3jb3b10lHznaqOpclVK/Ib9FAIFZBPa7r8+P4N/Bb4m5O6+EHXIz3TDsqK+ZvZIRsy3v7r91VX4DeLxWAcKOiY+cXDc8bXfliZrH1dXEgGyuEnB9qRyU/ZG9KlA9cCXpdct9A+MYVd2VBwsUcP1TP9oMl5x3N/V7NG879VvX75ErOfyO4Eou/WjqlSiJAALLFJDRxqbP9v82b/s6SD28boqiaKzyKJ7f5MnH151/dXdZsmdlR/3C/bfHoigkTKmfXKYVrYoTIOyI86rPumvPBLPgqjyPVefe1M27fQepYSIBL9gutyg/yqKhlj5Dr5vooFw7LBzPJ47R8o/R/bZQP9roS95wsoxwINbSTr1SzB5pR5uYOkc4KPqdpSQCCOQm0Bl2mMVokn/4SYTJJsqnq0vftpKNahvpSQAow11fgaA8P65HgLCjZWaY9j1bPmnmn5xpN7eevohDlIC5Wq2GeBN2mEV9LfXQ65Z/InCMln+M7rWF+tFGX7JlmJqQdy3t1CvF7ZFutImrc8LDp2ehJAIIrESgkUqYpR3N6MEU2Hw7nI5m7Ua5oMO+qr4YLgcir6Q3Lnmf4LuY+tUVXvzKq2ElkuxCKEDYEYqk7sp17vi0bSy74nRCIEog5m9u9LrU5/Xt9XOMbjekhlQC+tFGXzJquBu98Fraqd/xmD3SjjYxdabqe3oBSiKAwIoFBsOO0+6t/CDL5m0vDyT1OLvgo7lYvirpj0vmyWYsYuaAZtP+spGp54Z+O3k8ugBhx7Qd2vw55eUz/IPJioenaQGBqgVkdLaRWe93dtDrarSldleO0fKP0V23UD3amD+pacalmT31e7TUQSMEVO9RxGijrjNszFrQaCcCCCxEQEYbs6LD/a/JNdz6DvO5lTLjaMQWksl2lTx+/XD5crv0w37TB1/VsZAOkLAZhB0JcS+iKe+bfs3VBos7uEK6RcD0Ivuu0JVJ0+umPMev2xbH6Do3XjWhgGq0kfboS94y+t3+2rW0U7+nqj2KHG1UdU7YD/UalEQAgTUJtIcdx/OpXolWuNUcjSfLtR5mwtVa0iQjcqXsXu5/aEWyEpeulP9f1XYxiWOgW6sAYcdajxwnIQIIIIAAAggggAACCCCAAAIItAoQdhB2IIAAAggggAACCCCAAAIIIIBAVgKEHVkdztZAiycRQAABBBBAAAEEEEAAAQQQuCsBwg7CDgQQQAABBBBAAAEEEEAAAQQQyEqAsCOrw3lXQR07iwACCCCAAAIIIIAAAggggECrAGEHYQcCCCCAAAIIIIAAAggggMCSBA6vm5dPmcGa27XInQfldirmtin1bWj1JS9uUlNW8rjZFEVht7UkgYvWts7nebJHgLBj0g5t7or0/HWyN3nmpOIcvknAv1PXw/dDe2eO7HWqOnvGFH51hUDkMWo/0Fdsl5cggEBGAqrRO3K0GblO/db1JTM6goztGQrQk3Vn6H739fkR/Gtc1u6/PRZFIWGH3C82DDvqy2lTUm40O1DS9LdylHv+krGOeVnNmM/JSNgx8bGUc+lpuytPv87ZqW5cmLjlbG5pAq4vlQPT/vuTew9oGadcyeFe50oO17k0jbW3x8kPH6O17yntRwCBFAJuDBkevV3J4dHGlUxRp37rwyVTeFInAmMJyHn0+CpX/jIDb7lOG2tb661HlIrGfybOsHMiWc3hVl7Yws9vr+VyjMfXXYPUi0XO/SVLLlnW8bozJQk7GpLr7U6NlhN2NDgmSBl27w/2VOaMyvGMmqAL2U2U13/Fw/ve/1EWDbV0aW2vi6lzuj29j36iPUb3oUHvQgCBOIGY0Vs72qSo83zSbj2mZJwVoygC0wqYj1qUF/9c+XfKd4YdZmmMTJ1kWYetwSQa5dPhpa8MXF5Q0l2yrKrcrhSWBnCAOg9Qy+RiLQMvYcfkB++wNWlHeHLm2L3WchqssZ3merHuRcFVadCddL0urs5gE/x4o4DuGK2xr9JmBBBILRA3eutGmxR1lg66rceVvHH45eUIJBUwqxIup+VJN7qyyjvDDjd4mgKyNMZ4lgs67Kvqi+H6VzK/q3+8KCk+kkOZDEUKEHasrNuoZvGEHSomd6aNULhOKJ+2zWVXI1Q+YjupaukCQbohP9bDfXO00va6mDqX7tMUWH5rtcdobfu1fHlaiEAOAjGjt3a0SVHn+aTdekzJHI4gY3u+AnWfDz9wwZV/JWDDCLv4Xf7PW51RFjMLZDZve3ngPhBk4gwbUphK6gUg3SXNdutFH/V2OUbZnYmEHdVpNskD8weNl8/wDybZdSyuPNILyJhuI7Pe7+yI6HXqOumx4wpEHKNJRqpx947aEEAguYB69I4YbRLUqd+6vmRyW0ZdBG4QcLNxM1fv+qNU+ovGG3ZhilNMRps6cigfmVzDRR4mmCgzjoakZLJSxhSok44qH7HmdUnZVhhqyJOs7JjiWE/dFQk7phQ3M1L5XlLzLs7ijhxPqunesUwvsu8NjfHda0Nkr1PVOeVZcw/bijxGnDUIIIDApYBq9I4cbUauU791fcl7eI9gH9crUE/Rj/VHKta7O+la3h52HP0VXoVbzdF40nzjxukoWYaflpiUpF5WY7+b49RxIAg70h3cmWsm7Jj5AHiTUlqCAAIIIIAAAggggAACCCCAAAIjCBB2jIBIYIEAAggggAACCCCAAAIIIIAAAssRIOwg7EAAAQQQQAABBBBAAAEEEEAAgawECDuyOpzLSdFoCQIIIIAAAggggAACCCCAAAJzCRB2EHYggAACCCCAAAIIIIAAAggggEBWAoQdWR3OuTIztosAAggggAACCCCAAAIIjCZweN3Y28Ga27XInQflvjbmZiv1bWhbS/r3bem4razcrqXrhoZMEnMQIOyY9CiaGyDJDZ+5xdGk8qMNu5d3+5vzGf9OXXJL47bGRPY6VZ1r8dTvu75kin2fd+sp9og6EUBgcgHV6B052qjqlD0duWSydnLtgcCkApE9edK2TT5G9ezdfvf1+RH8O/jlzU18JZWQu8yGYUd9Aezd7vf8+Vxsvn29boqiaA07vNxkSRr+jvP4VgHCjlsFI88NuRp42u7KE7VzdhpZ58S7wOYWIuD6Ujm+778/FUXRlUy7ksO9zpUcrnMhCIPNcHuk3/fhkoMbvaKAvp1XVM5LEEAgewE3hgyP3q7k8FjnSurrTFFyzHZm3w3YwQUKyHn0+CpX/ptvjQn8Als7V5NEqWj8Z+IMOyeSVMIFFrbw85ukGI+vu3Lkqf55sYh5svHaqpg8KIcX77+wqmbhehM8vyYBwo6pj9bu/cGeVa0RIycSAkoBGaAf3vd2fJcfZdFQS5fW9rqYOr33lZYtLue32n0/n/QlU+zdvFtPsUfUiQAC0wnEjN7a0UZfZ4qS+jFZv3Xl2yvFEBhVwHzUorz458q/E7Yz7DBLY2Tq5P9JzyQa5dPhpa8MCN1BSeOS1RwaW/jyhZ2tbVQy3ThPe64SIOyYvL8etibtCE/Oq44fJ9jdCpir1boXBVd7QXfS9bq4OoNNLPZH3b6XHUlfMsXOzrv1FHtEnQggMJVA3OitG230daYoqR+T9Vu/2wsGdnxmAbOy4HJaPtX4MPPuq3azM+xwjTcFZGmM8SxXYbglHl9uNlf/yj1TXt11foyl/sqP3mKuDV6dqp2i/CIECDumPgx1Qvm0bS67mrolnLrrFgjSDfmxzj6ao7C218XUuRY97b7732I1x7mpb+da5GknAghMJxAzemtHG32dKUrqx2T91pvvjNMdHbZ73wL1GcenJDp7wmDYcapWYcgD94GgRpBhKvEXgMjcqlGmOduS0cOu7JBijSUhna1tVkKxZQsQdkzbX82fU14+wz9ELLuXcEGwSAEZ0+20vPc7OyJ6nbrOtfRY/b7rS6bY93m3nmKPqBMBBCYVUI/eEaONuk7z91XN+5G+ZJJ2TnvJN2kHYNeWKuBm2o1FBPSNUEBGG/s5f/t/m7f97m3j0of6a0cbknVacfFVHdUm3CFwF/OyLRs81Y8bGUr1Wh6sX4CwY8rB0cxI5XtJzbv4HH9Adqf6lDvOttIImF5k3xQukmw7PEX2OlWdaXZn/PFUv+/6kin2fd6tp9gj6kQAgckFVKN35GijqlP2dOSSydo5/hvN5AeaXViTQD1Ftx+mYHFH++FrDzuO/gqvwq3maDxZ+N+44acl8nxYbfmkyT6qAyFxiXlh1/popk6rFiDs4F0KAQQQQAABBBBAAAEEEEAAAQSyEiDsyOpwrjp4o/EIIIAAAggggAACCCCAAAIIjCJA2EHYgQACCCCAAAIIIIAAAggggAACWQkQdmR1OEcJwKgEAQQQQAABBBBAAAEEEEAAgVULEHYQdiCAAAIIIIAAAggggAACfQI/Fz/r/616fkjjEchGgLCjb1DL5jCzIwgggAACCCCAAAIIIHC1gCLp+PFX5Y09fvFz8fPVW+GFtcBh+/DyKT+a+6rInQfl3k8P7/vj+bR7fyiKwtxF5ePF3YzFvsRO8coyTw9luebzZbUdVdUNaL93DJPHNQkQdkx6tMx5KOeknLSXZx0nFQIRAv4tteSWxhGv7er5qjrX0pMj26nad+9N17ytjiAf2c6uY8fzCCBwzwL6EWxeJVU7I0dFVZ1MYBC4UcALO376qfjxx/Dfzz8XJuz4TRV2RPbkec/NGbe+3319fgT/Dn57zO2oJeyQm8VehB2fz8XD96/tRahRDg7PXzJEXE672qvyt8vj1QsQdkx8COVke9ruyrNrhDnSjaM2L1+zgOtLZcDhvQfclHfo63Qll96T9e10JYc99SX1w4urc+me+j2iJAIITCngxpDhEWzKVl1uS99OV3J4VHQll77vlxo8szIBL+wwoYZbSiD//4viJxd2/FiFHcez65/DPXllGqNeQotSg7MwcYbdiizBcEszbOHnd4k2nra76tK3Uaz0lGUd2505Cpdhh3m+KFqqqurkwcoFCDumHlnMgqvydG455aZuzKjjFI2fVqB81/TeCeRHs5Dv+sMaU+daerK2nfp915eMeXvQtjOmzut7AltBAIF1CaQZl8YfQ2LaqR0VY+ocf4/W1U9o7W0CV4Ud9qMWXPn3nn2dYYdZGiMxiCzrsEfQ/JGvfLpx6RuGHWW1EppI/e0zr46qbusqvTs77Xzh7neEsGPyDmfOw+DkvPuOyKAQK2CuAushPrjau6pHxdW5lp6sa6d+3/Ul446prp1xdV7VDdgEAgisTiDVuDT2GBLXTt2oGFfn2Hu0uq5Cg28RuC7sMF8MEU7L6YoNgc6wwx0vU0AWxZuRoVzQYV9VXwybX7lQQwYHE5F0hB09VTWaN/lska2PJ0DYMXX3rRNKf9nVeEfUDQpT7xfbnVogSDfkx3q4v65HxdS5lp6sbad+3/UlY46Ctp0xdU7dJ2kbAgjMJZBmXBp/DIlpp3ZUjKlz/D2a64iz3TkErgs7tD15jj1azBkxGHbYBTIP73uJMNxXATTTDZsr2bCjXrIhC0Pkf5qTr76q7vpwZDWLJOyY9nC6czL8QwRnFALRAvLGYEftyb+zYy09OaKdek99SfXwEtFOdZ3RPYqaEUBgvQIJxqUkY4i6nRGjorrOJHu03j5Dy6MFrgk7InpydHsWE1Xc3nI5i+tMonxkcg33zR3mQrfMOBpzqCDrdNoXMlK/DUHqEaOvKoaLXAQIO24/P/U11CeqjR6b+eLFmamvmZJ3KWDGdPve4H+U8QYNVZ1r6cmR7VTtu9jqS6reKiLbqarzhj5A/QggsEaBkcelZGOIqp2Ro6KqzmR7tMbeQpuvEogPOyJ78lWtymL60B52HM+nel2Md2MH78nq2+vCGlxKYk58L+www4WbgrVVxViRlQBhR1aHM4vxjiOCAAIIIIAAAggggMCyBLyw4+fBx1yTI4DAEgQIO5Y1jC6hT9AGBBBAAAEEEEAAAQQQ8AUGAw6/gP9CHiOAwFwChB2EHQgggAACCCCAAAIIIIBAn4CfZQw+nmtqx3YRQMAXIOzoG9R8KR4jgAACCCCAAAIIIIDAfQoMBhx+gfskYq8RWJoAYQdhBwIIIIAAAggggAACCCDQJ+BnGYOPlzbloz0I3KcAYUffoHaffYK9RgABBBBAAAEEEEAAAQTmFDhsH/z7xRZy50G5nYq52Yp379j6fityg5XyJrXm3pcXJZn63ZcAYcekx9vc3+j563Q81+fknIPI/d7jatLjvqpD7N+7S94q2jpJZE9OUafqCEa2U1WnHE3VHumPe7J26veIkggggMA0AqrxM3JUTFHnNBpsJXOByJ6cuUb3ddF+9/X5Efw7+BrmJr4Sdnz9FcNB4AAAIABJREFUUBT2jrNV2FE9KDdRFagenE+NAm1Xtt1t85vB4/UJEHZMfMzk/fhpuytPv86ZJOcbAjMJuP5Zvg147yst7wqu5HBPdiXHrFN/2rqtD7czvs7hPYqvc8x26rdOSQQQQGAaATcmD4+fruTwqOhKjlnnNBps5R4EpH8+vsqV/+ZbYwJ/D7uv3EdRKhr/bd729cXw4XVTFEVjlUfx/CZPPr7uzicJlRyvFJaX22r9knWd5YjBv/wFCDumPsYmWSzPZnvGTt0ATmwEOgXKa0oblpdl5EdZiNTSS7U9OUWdMW9O2nbq64zZo07qi82N386LTegbQ0kEEEAgiUDM+KkdFVPUyfiJwHgCu7dyns6Vf++Q0hl2mKUxwifLOuxx2X97NKaFuUy9DDvcPCss2duMlstdyq9dgLBj8m4tnzQrCntyrr0D0f6cBMyVZZ1uBFeQwRu/rienqDPOXNdOfZ1xexSg9fw4djv1e0RJBBBAYBqBuPFTNyqmqHMaDbZyLwJmVQJX/j2XQObT/Ta+sP/XWNlhC8jaDeNZLuhwCze+OlZ2tJW8l17Xpz355HfWxhB2TH2864Tyabub9dhztiMQCgTphvxYZx/N7qrtySnqbLYk3Ivmb7XtbL6qr86YPeqrp7nF8dvZrF/fEkoigAACqQRixk/tqJiiTsZPBMYTqHuyfOAi1ck1XoPnaGHnyo6qMWaBzOZtLw8an1gpXj7Nb+0lq4wJz1+n1pJVhTy4EwHCjmnDDvNnipfP8A8R6x6hpjXEKqGAvNnYGK73OzsienKKOtVdLqKd6jrNXxI0SvojlaSd+j2iJAIIIDCNQIp3hBR1TqPBVu5AwCwuCGbj+suDeykpZ/HFyo7d28at7zCfRikzjstcoywjzqawpEvlZ17aS94L6R2cXLpDSdgxZVcws8f6ZkgFizt03fROosdF7KaZddv3G//jkf6ZEtmTU9Sp6jmR7VTVKQ6qPfLF+h8na6d+jyiJAAIITCOgGj8jR8UUdU6jwVYyF6in6GY2XrC4o/2It4cdR/vNo+aq1K3maDxZuDTEftOcFB0q2d6G/ks1frtWAcKOtR65RUyMGSwQQAABBBBAAAEEEEAAAQQQWJ4AYQdhBwIIIIAAAggggAACCCCAAAIIZCVA2JHV4WS5BwIIIIAAAggggAACCCCAAAIIEHYQdiCAAAIIIIAAAggggAACCCCAQFYChB1ZHU7SOwQQQAABBBBAAAEEEEAAAQQQIOwg7EAAAQQQQAABBBBAAAEEEFiSwOF18/Ip03Vzuxa5S6B3l1nv5rJSQArLrWftDVnksdyhxdbT3LvW+pf3FZsEFrcIEHY0O/1V/ducSM9fp+O5PtNaj4q+ZOvLeRKB9AL+3b/kNslXnRTNdqrqjDw7UtSpHw1UW28i9FUeue99Vek3SkkEEEBgDoGRx0/ZBX2d+pKMtAiMIMD7u26Q2e++Pj+Cfwff39zEV8KOrx+Kwt5xtgo7qgfl5uoCn8/F5tvX66Yoitawo77E9W4SXD/pN4DHaxUg7BjlyMl759N2V55d/fNDfclRGkYlCEQJuP5ZDvT7709FUcj7yk3jvr5OV1J/Hg23U1+nHsrVObz1+DqH911fJyURQACBpQmkHD+Hx+QUW1+aMO1ZmoD0usdXmSPY5Qa6+f/SdiRpe0RJVmBU/7N529dQsprDBRa28PObpBiPr7vzSUIlx+st/ShraLy2ay+8MOWmi96u+nl+NgHCjnHod+8P9uQcCA5P+pL1Gc5Zh8A0ApKFP7y7dxf5UZYs3XCaxNSpPTtS1KkXjtm6/izW7ru+nZREAAEEliaQYvzU16kvuTQ32rNmAbPooJwmDM0R9NcM2ZXsDDvM0hiZZPl/fjPZRPm0uUy9DDtqbU3YIYNDI15Zc5fLrnvcMA05nwg7buKrO9Nha9KO4ZmhviSnGQLTCpj5dt2Hg+vCqxoTV6fu7EhRZ30uD+1m3NaHaqu3q9v3ury+ZkoigAACyxBIMX7q69SXZKRFYEwBM9l20/Ixa17GeT3GHnWGHa5yU0DWbhjPckGHW+LxddvKjrrCkWaF+RyXHEAIO8Y5inXu+LTd9XZxfUl3eo/TQmpDYFggSDfkxzr76O3YnZXH1Kk9O1LUqd+7mK13slxsTrvvFy/Ub4KSCCCAwMwCKcZPfZ36koy0CIwnUL+/ywcuZj4Hx9uvUXdkMOw4mQUym7e9PGh8YqV4+bz8zo768nVgZYfZtL9shJlXVgKEHWMcTvMn2ZfP8I8GlwOKvuTla3kGgeQCMuLbwG7y7+yIODvU7YyoUz8UqLeuP15J2qnfI0oigAAC0wgkGD/NX3dV71wptj6NG1tZrYCbaTdm4/rLg3spKeem/UYA+38m13AfLam/QLQhKQlmWUacTWFJl7zwwh0Cl87ItmzwxFd1rPbMUp8ahB23H2MzJ5TvJTUzls7FHfqSt7eKGhC4SsD0YftG471VqMcU917ibV1VZ+TZkaJO/T6qtu4JDNQcue8Dtem3S0kEEEBgcoGRx09pv75OfUlGWgRGEKin6PZrMlnc0a7aHnYc7TePmqtSt5qj8aS9LUt58SnBhxStSobVVrFIYQ5E/ZI6YWm5jm1v8+SDJ824SoCwg56KAAIIIIAAAggggAACCCCAAAJZCRB2ZHU4CSMRQAABBBBAAAEEEEAAAQQQQICwg7ADAQQQQAABBBBAAAEEEEAAAQSyEiDsyOpwkt4hgAACCCCAAAIIIIAAAggggABhB2EHAggggAACCCCAAAIIIIAAAghkJUDYkdXhJL1DAAEEEEAAAQQQQAABBFYvcHjdvHzKXpj7qoR3CZS7zMq9V+pbz4Z3ky1vVfu42RRFYasKp36DBVbPeNVNTLLZa8KOsMdfcWjlTCuev05Hc7P3jnPJ1ezfBkluWHvfXdCxjHAgqGqpAin6fIo69Z1QtXX9yKAvudRDrKejJAIIIDCjgGr0ZqRFYCwB3t91kvvd1+dH8O/gDxRhhCHVyuksN5EtA4vC3nFWHpt5mZ2aPX9JyfYJWvmr3gJ+M3i8PgHCjlGOmZxCT9tdebvm/vzClSwDjv33p6IowpBSNyiM0mwqQWACgRR9PkWdegr91l1J/cgwXFLfTkoigAACCPgCbkzmGow/s00nIL3u8VXmCHY2zqX+hYAoFY3/Nm/7upgs3AiXZpSXTIUp5ocdx+D5Mg2R+tvCDlnW0VegbsN0fcYftXh8qwBhx62C5hzYvT/YE7TtRKrPEzn9Ht7d2Ss/ypKQcZpRb4gTEoGFCKTo8ynq1HPFbF07MpxP+pKc5ggggAAC1wjEjN7X1K9/H6HkPQmYhQblNKF/jnBPJhfnV2fYYZbGyCQr+PNwc62HnN02H6kfl9XKk11hx2ABJmirFyDsGOkQHrYm7ehPLsx8pi4TvO/e9TA30oHAcGECKfp8ijov3nc7O2Tc1nUjQ7l1fcmFHWI9HSURQACBGQXiRm9GWgTGEjCrEsrPSnReWsx4Xixj051hh2ueKeAtjblY6+HFImU28vx1kpjJRCTtYcdgAbd1DtyKBQg7xjl49Qn2tN31DI5BuiE/MvYxlOQskKLPp6iz57QNfhWzde3IcD7pS+bcWwJqfkQAAQRGFIgZvRlpERhLoH5/l2+XGKvavOoZDDtMcmE/tHJ0V02tcyiJMDbfDmbph115b/+vcQgGC4wzSczrSK3PhLBjjGNm/iT78hn+0aDlHVpOZhuI8J0dY+C3IFPtogRS9PkUderR1FvXjwz6knR4BBBAAIErBdSj95X1699HKHk3Am4BgvkwS+vknMmwvcNDM5fYvO13bxv3zR0mmKhWdsi53Eguqh4lvwo/MeQ/2fpav0BVFQ9yECDsuP0omsxCvpfUzFj6F3eYMvZ8Dj5+dntjqAGB5Qmk6PMp6tRf3aq2rh8Z9CWXd3D1aJREAAEEZhdQjd6MtAiMJeBN0U3q0T4/H2tz661HsoaLsKNawSG/qZKOcJVHmRa5zwqVJcOko3m7zPYDQdix3s4z0HLCjgEg0lYEEEAAAQQQQAABBBBAAAEEEFiXAGEHYQcCCCCAAAIIIIAAAggggAACCGQlQNiR1eFcV9JGaxFAAAEEEEAAAQQQQAABBBBIIUDYQdiBAAIIIIAAAggggAACCCCAAAJZCRB2ZHU4U+Rh1IkAAggggAACCCCAAAIIIIDAugQIOwg7EEAAAQQQQAABBBBAAAEEliRweN3YW6uY27WEd7H8eCmKQu7SIvdYMfepbb3Lb12yeU8oeT6sdl2TeVrbL3B3YYf06UJucz3aTYZS1Nl/2PgtAgjMKuDfI01uO9187zRtixwZVHXOutdLugBqAwcHAQQQGBJQjbSRozdjIwKdAvSloVPS0O13X58fwb+Dr2pu4hukEnI6m7v5fv1Qxh5v++PZ3phW5npVDV5J//rBi0h07awq5MFqBO4u7Diepbs/bXflWdE5S4ns8SnqXE0firRivxBYu4A738v3y/33p6IognffagddyeHRxpUcrrOqnAcIIIAAAlEC+pHWlRwevaMaQOE7FJC+9Pgq8w5Zg+BPtnlsBUSpaPxnkgs7y5BUorCrPFwv8gIOO78riue3101RFCYBqXgbJd3Lz6ejPF9vNXhV9XIerFngDsOO0+79wXbr4Jy54UCmqJMQAQEEliggb40P7+VfD8p/8mPzDwj1+6h2ZIipc4kmNwye7A4CCCAwkUDMSKsdvRn9EBgSMJ+qKKce4807JjplhnZtvGZ0hh1maYxM3II/LF2u9TDPlGWbV2WXJe11mjk0NlWR8aGRsEy3+/V143ik1GkF7jHsOB62Ju1ongm39YkUdXKOIYDA8gTMFXA9egRXz0GDdSNDXJ3BJvgRAQQQQEAhEDfS6kZvZiYIDAuYVQnhDPy2eYeiww83bEGVdIYdbi9MAW9pTLDWw/xYLs2wVdXXaUFJb68b3+7RXcy1gUO2SoF7DDvqjPBpu/N6/C1dOUWdt7SH1yKAQCqBIN2QH+v31OaQoh0ZYupMtV/NlrMVBBBAIDeBmJFWO3ozciIwJFD3JT4l0Wk1GHbYb+KoVl4Y1erqS2ILF4U0Y4ugZGNYkzHB1imvqupvFOts9ion//e2a/cXdpio/uUzDPhv6ccp6rylPbwWAQQSCshbso1Ke7+zI2JkUNeZcL94z0YAAQTyFlCPtBGjd95i7N3NAm7i3VhEwFt5KNAeduzeNi59MB9FcXGGWb7hhUcNXj/CuChpv93Dvla2K48bcUnYvJu7ARXOJ3BvYYeZmcj3kpp3shEWd6Sok5MKAQQWLGBGD/vdP8GHSKtmR44MqjqrynmAAAIIIBAvoBppI0fv+S7i7+0vtCvcX2+KblIPb36+wt2JP+O0Z0d72HE8n+p1MeYWs1KhiTZcDmJb5ZW0t2Wp7szSKBkcCElGzAVdtU6EQ5OTwL2FHenOUmpGAAEEEEAAAQQQQAABBBBAAIFFCBB2LOIw5JSfsS8IIIAAAggggAACCCCAAAIIzCtA2EHYgQACCCCAAAIIIIAAAggggAACWQkQdmR1OOdNztg6AggggAACCCCAAAIIIIAAAksQIOwg7EAAAQQQQAABBBBAAAEEEEAAgawECDuyOpxLyM9oAwIIIIAAAggggAACCCBwk8DhdfPyKTWY27WE97+TO7DI/WjlHivmrivebWjlVVJDXdK/QUz7q5gbZiUwQ9hh7gwkd/epu+BNZ4K7L5Gmzsit+3dCkhvW+meIexxZZ1Yd6MYDx8sRWKcAIwPjGAIIILBGAdXoLW9M+pJrdKDNLQL66/kUJdd5OdTCeNWO7Hdfnx/Bv4NfubmJbxB2yElq7uYrd5ANwg4v9TgdvQJ1C70nG4XdFK8uyTOrFZgh7DiepWs+bXdlD+tMECK7l77O+JLl0TU3XQ/Oseok1NdZvYQHCCCwUgF3vjMyrPadL/L9ZaUdlWYjgEAgED96D4/zwSb4cdUC0kMeX2WGIusFOt/mUpRcNd2NjRfPovGfSS7s+7UswSjsKg+3LS+qsLPLonh+e90URSEJiGRS7jh6izi8awC7Xf9V3m/dhjq7AQVWIDBL2HHavT/Y7hz02hs6k75ObUk5hR7e97bTy4+yeKTluGrrvGEHOfcQQGARAowMjGMIIIDAGgX0o7e+5BodaHO3gPnzfjlJGZqhpCi5iIucbpyUzesMO8wiGpk2Bn9yvlzrYZ4py5r52mXY0XZYw1el3M2WKSSbSy0wT9hxPGxN2tGVHVyz2/o6dSVN**3MHjnC8YCXZ3X7FewIX5EAIFZBRgZGMcQQACBNQroR299yTU60OY+AbOCwM2Wpy456+VN384mb1hn2OFaZQq4ZRrn0zFY62F+LBd0uMUaX6fLsKOxWqSqpPkqt0WCiUwE5gk76pTuabsb6fzR16ktGaQb8mOdfTSbra2z+SpOJwQQWJ8AIwPjGAIIILBGAf3orS+5Rgfa3C1QX8+bb4KYtuT6roi6fSL3ZTDsOJmlNFVaYY5UNS+T37ooxOUg5iW2TNs8rvVVkS3PJBHIeK/nCDvMIoiXzzA4v+WE0depL1l9t0jZsN7v7Iiok1MCAQTWLiBvyTaoZWRY+9Gk/Qg**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**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**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**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**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**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
这么说吧，飞机水平是有的，但是也喜欢刷贴，短线水平一般般，看跌水平可以，但喜欢发帖，每次说涨都会跌一下 按着光线传媒的画法，大盘不是应该这样画径线位吗？学**一下。
file:///D:/%E8%82%A1%E7%A5%A8/%E5%A4%A7%E7%9B%9860.jpg 图没发上去，补发 大智若鱼 发表于 2025-9-9 15:21
按着光线传媒的画法，大盘不是应该这样画径线位吗？学**一下。
不用追求绝对精准的，又不是考试。我这个分析法的核心是“量先”，通过60分钟图找出买卖方最大的成交量，然后再找价，从而确定“多空线”。多空线是一个范围，误差在-0.1%到+0.1%左右。只要在这个范围都可以，如果要再精确，那么就要从30-15-1分钟来一点一点修正，把误差缩小。分但是我们是做股票T1交易，不是做期货T0交易，没必要计较这些，做股指期货就不能这样干了，误差0.5个点，老板都能让你卷包袱滚蛋。
。这个分析法除了能让你识别多空的力量，也能让你明白一些股价下跌是资金出逃还是在“洗盘”，从而避免没必要的“卖飞”操作。
用60分图来做分析是误差最小的。既不会太迟钝也不会太敏感。 中石油打灰机 发表于 2025-9-9 15:58
不用追求绝对精准的，又不是考试。我这个分析法的核心是“量先”，通� ...
多谢灰机老师回复，我一直也在研究分时量价的关系，今天学到了许多，感谢！
:D老师们一番讨论，可以学**也可以加深理解 通过大家讨论，学到了一些理念，平和地讨论一些见解，很不错呀 本帖最后由 中石油打灰机 于 2025-9-9 20:17 编辑
大智若鱼 发表于 2025-9-9 19:05
多谢灰机老师回复，我一直也在研究分时量价的关系，今天学到了许多， ...
既然你有兴趣，我可以多说一点。这套分析法和缠论最大的区别是“量先”还是“价先”。从人的心理看“量”代表的是成交意愿，既“我想买1斤大米”或者“我想卖一斤大米”。而“价”代表的是成交目标，既“一斤大米应该值多少钱”。两者的矛盾就到底是应该研判人们在这个米市想买卖多少斤大米，还是应该去分析人们看到米价后到底会买卖多少。两者就像“到底先有鸡还是先有蛋”的不解之谜一样，你很难说谁更正义。如果坚持“量先”，那么你就要忽略价格的波动，在供需关系发生根本改变时才进行操作，而如果坚持“价先”，那么你就要严格按照既定的止损和止盈价格目标进行操作，当价格没有出现明显的趋势性扭转前选择跟随。如果说缠论一定更优秀的话，那就是精通缠论可以在允许做空的机制下榨干市场的每一滴利润，而“量先”在这方面明显弱了很多，需要牺牲点灵敏头寸来换取稳定的收益。能精通“缠论”的人，性格都是十分自傲的，以自我为中心。也只有这种人才能学会缠论，因为缠论的本质就是以我所看即正义，何必在市场的意愿如何。所以要学缠论，你就问下自己是不是这种性格，如果不是，谨慎。至于我，如此话唠，肯定是学不来。
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