差别

这里会显示出您选择的修订版和当前版本之间的差别。

到此差别页面的链接

后一修订版
前一修订版
量化缠论 [2022/12/09 06:07] – 创建 wyrover量化缠论 [2022/12/09 10:26] (当前版本) wyrover
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)+缠 论 经 典
  
-> ********查看之前文章请击右上角********关注且******查看历史消息**************所有文章全部分类和整理让您更方便查找阅读。请在页面菜单里查找。******** +1. 就在买卖点卖; 当然,买点不一定是一个点,一个价位级别越大的,可以容忍区间越大。 
- +2你要经常考虑的级别是什么才考虑 1 的图; 除了最的冲刺及权证一般都没必要看 1 。 
-![Image](data:image/gif;base64,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) +3. 散户绝对不要抄底,一定要等股票稳将启才介入; 如果是短线线粘合时介入这样就不用浪费时间。 记住 5 周线是中线生命线,5 日线是短线生命线。 
- +4. 中线的顶不是一天形成的只有筑顶一定间后才会出现那种大阴线升途中大阴线,只会引发多头更凶猛反扑。 
-此前大家对缠论的文章呼声很高,因此想做一个系列来系统的介绍一下。但是在写之前笔者有几句话想说:**用缠论作为构建技术分析系统是很好的,但不要太执拗其中,任何理论都有其优点与不足,我们要辩证看待问题。希望家能从中学到有用的知识,理性对待缠论** +5. 不要在以巨量大阴线构造顶部下跌反抽中介入,这是投资中大忌。 
- +6. 要养成绝对不追高的好习惯不要在所有均线向下发散买股票风险太大。 
-**系列目录** +7. 背驰只告诉你相应升势告一段落但没有承诺一要调整多长时间与多大幅度,这个问题应该看一级别的第一类买回补你看看该股低一级别的 5 分钟。 出现明显的第一类买点,这就个回补的最好时机后面的上涨一点都没耽误。 
- +8. 如果你怕大调整就去看 30 分的第一类卖点。 
-[**【量化缠论】系列文章(一)**](http://mp.weixin.qq.com/s?__biz=MzAxNTc0Mjg0Mg==&mid=2653283801&idx=1&sn=0a05bb0247535a118183be2b917c56b4&scene=21#wechat_redirect) +9. 30 分图上,如果你用 MACD 背驰,它明显走出三次红柱,一次比次低,这明显的背驰信号,根本不需要等跌破再有反应。 
- +10. 一般有效的背离这样发生:黄白线回到 0 轴附近再上去而两线及柱子都不新高这时出现的背离有效 
-本期内容感谢**【中信建投金工团队】**与【**量化投资与机器学习】**公众号进行友好合作。 +11. 缠说禅的 MACD 定律:第一类买点都在 0 轴之下背驰形成的,第二类买点都第一次上 0 轴后回抽确认形成,卖点情况反过来。 
- +12. 缠中说禅律:任何非盘整性的转折性上涨都是在某级别的 跌+盘整+跌” 后形成的,下跌反之 
-缠论  缠论一种择时类技术理论借助数学中的形态类方法和物理中动力学理论来解释市场走势。以市场走势中的 K 线为基础,通过包含关系处理后,分辨出走势图中分型(顶分型和分型)根据分型划分出笔,再由笔构造出线段,再根据线段确立势中枢,继而判别走势类型,通过分析走势中枢的位次,结合力学部分的背驰及区间套综合确第一、二和三类买卖点。**分型**  由 K 线确立分型之前必须先对 K 线进行包含关系处理包含的定义:一根 K 线的高低点全部在其相邻 K 线的高低点范围之内那么这根 K 线和其相邻 K 线就称包含关系但分为向上处理和向下处理两种情况。![Image](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAg8AAADUCAYAAAAbQ8BnAAAgAElEQVR4nO3dB3xb1b0H8J8lS5YlS957x45XHCdOQvYgiwxmGWGXQintg5YCpa+M0vdKx4PC6+C16aMPSoGyaZmFQIAwMiAhCdl7OMN77yX53XM8cDxk2bF9r65/X9Anx9LVvUdH4/7vmT5tCrghHvbx8XG3yaC3777NYLcfrn0OZt9nk5eR2OdgtvfG1zeYfar1eRvs9iOxz762Vev7NJKvj4i0x6B2BoiIiMi7MHggIiKiQWHwQERERIPC4IGIiIgGhcEDERERDQqDByIiIhoUBg9EREQ0KL5qZ4CISBhgyhkiUln3uVkYPBCRJnDSKCLvweCBiDSBNQ9E2saaByLSHNY8EHkPBg8eaGl14vUN+2R6yZQU1DU2Y9Pek/AzGZGbGo3P952SjyWEB8LXaMCRgnL5QzgtLQb7T5SgtrFFPr5gUhI+2XFcps+fkY6C8hpsO5QPu78Zy6enYdOeEzhVWo3UmBA0NLfgdGmN3Hb2hARs3ncSra72K7P5OYn4dGeeTIfa/REdasfu48UIc1ixMHeccoxjKKqoxYSkCGQmhOPVT/f0Or7R4INZWQlYv7t9PzEhdgRYzThwslTmfXJKFI4VVqCqrkm+xjjltb21ab/cdtm0VFTUNmLz/lOw+pmQrRxn84HT8rGkyCCIXOYVVcq/p2fEYeeRAjS2OHvl4aLZGTihbPfVkUIE2fywdNp4bNiVh3ylXNLjwlBV34jC8lq57byJidiw+wRcHVenl83L4smGiEglDB7cEEFCkXLyamhqwZ/f+ELeN0U5kZ4uq5F/B9oscFw2q+uxRcqJ2185mb6tnGTFie3uK+fiubU7ZJAgpMaGdG177qRk7M0rln8nRATK4OH9Lw/JE+s35mahpKoO63d1nNiV4ODJd7aivqml136yEiMwa0K8fHxicqQMHt5QAp3tSlDyreVTZPDQuW3355mVwCc21NH196yseMSGO/DKx7tl3r9/yUz864sDOFZQgdsvnYVQJTDp3HZmZhwOnSqVf4cH2fDtFVO7Hlt+zng4lRP82i8Py7+DAyx45v3tKKtu6JWH85QgZNfRIvm3uF8ED+8oxxSB2apzJ+J4UYUSNLUHZiIoefytzWh1uuTfualRSp5sCFL2T0REo8uHq2r2v62oCbj/ybUynaicvJZPHy9PeLUNLdi4Jw9+Jl9MSYuR2wkJEUHtNQ/5ZXKf56THyQBBBCHCuZPH4eOvjsr0hbMykK8EIVsPnobd3w8rZ6Zj4+48nCypwvjYUBkonC6tltvOzU7E53tFzYOrYz/Jyn6OybQ4qccoQcCuY4UIC7Rh8ZQUrNt+FEUVNchOjlKCi3C88snuXsc3GAyYMyEBn+06Lv8W+wjwFzUPJTLvuakxOFpQjqq6RkwZH4N4JcB5o6P2ZYUS6JTXNOCLfSdlsJSjHOeL/SflY8lRwRAVJHnKiV+YkRmPHaLmobm1Vx4umZMlayi2H85HkBKILVP2+9nO40q5VCM9Plweu7Aj8Jqfk6wEU8dlzcPbmw7glFJONyybotxyvWKFSK6qeXbbE5G2MHhws+3e48X423vbZDorKQLfUk5WWjj5jPUluf/y9hZZ87F0aiqWKsGcN5wIGTyc3fZEpC0MHtxsKx7rbGP3Uf4zGDw7GWupzLzlRDiYfbpc4n1xydoT8QxvOBEyeDi77YlIW9jnwQ3RVNDZbDE7OwG/vGmpyjki4d8fXyObezqbLUgfOFSTSNs4VNNDZl+j7BAoOGx+KueGOomOquJ9sVpMameFhhFrIoi8B5stvKSKms0WfW/vLVXwbLY4u+2JSFtY8+CGGO74+1c3ynRuWjTuuGyOyjki4eEXPsWeY0W4ZF6WHNZKRESji8GDG2J4oRg6KcRHBqqcG+pUUlkn35fquia1s0JENCYxeHBDTFx0z9XzZTo82KZybqjTVYtysHRqClJiQ9XOChHRmMTgwY3Dp8vx0AufyrQYbSEmTiL1vfjRzq7RFikxIWpnh4hozGHwQESawKGaRNrGoZoeYrOFNrHZQp84+oLIezB4cGM4mi1eXrcLNQ3uO/adzdA5UXUv1tMYS9hsoU+seSDSNtY8jCKxmFTnqpr9GUrw4Gvyg9FswTkT0/sMHvQ8z0OTjx/MVgfKGw3Ym1/nFXMWDOc+w+0m5Wbu+vuBv67FISXQHc68dN8mMtiGx35wocd5H6rRqnnIL63Gmi2HhnWfV547ETZ/88AbEukEgwc3xFXtj6+cJ9MRw9Bs8d1PX4ajsa7X/eKCa6Dfze7b5NvD8NK5q5TgwQ8lNS1K8ND7yXoOHi5fmNu1fUlN85gLHmx+ZwaLFbWNcvjqcOal+zYmndVsFZbX4u9rvxrWfYpVchk80FjC4MGNI/nl+O9X1sv0rAnxmJoWe1b7O/fgl4isKe91v6isHei00n2bfZHJeG7WhWhtasC88YEwm4y9t9dx8PDv/7sGWw+dxjfPy5W3sRY8uPPHF3+NjKI89/vGwJ+3QkcIrr/poUEf/2yMVrOFOI64FUfkY1/G0IOI2NPJSD2SecY+ifSMzRaDIFZwFPi7oB1ipVPxvvA96c2oFIqxzeV2G0+CB6MKhTtazRbiOPJYyv9thrN4nT5fB3hd+yQaIxg8uBEdaseqc7NlOjEqWOXcUKcFk5KREhOMCUkRameFhtFo1zzI453FMbvXNrDmgcYC1jx4qKq2EV8eOC3TLU73V3M0eg6eLMXevCLEhDqA9LNrSiLtGO2ah/bah6Efs3ttA2seaKxh8OBGfVMLjhZUyHRUqF3l3FAnMXpFvC+ioyAREY0+Bg9uTFOual978FqZ9vXVV49zb/bzby1GS6sTFj+T2lkhIhqTGDy4cUy5un1p3S6ZTosPxZULc1TOEQmvrd+Lo/nlsu/D/ElJameHiGjM4eW0G2XV9Vj31VF523WsSO3sUIevDhfI9+RYYYXaWSEiGpNY8+CG6M3/u9tWyrTDZlE5N9Tp1otnoLq+EVEh7IdCRKQGBg9uVNU1YceRQpmODw9EModraoKYvCu/rBpioH5kcIDa2aFhwqGaRNrGoZoeOlVShb+t2SbTYmGshbnjVM4RCe9tOdS1MNaklCi1s0PDhEM1ibwHgwc3kqODccfls2U6KoRXuFpx6fwJmJeTiPT4cLWzQkQ0JjF4cCOvsBJ/fmOzTM/MisP0jHiVc0TCWxv3YfuhAly7ZLISQISpnR0iojGHwYMbYg2FppZWmeYMk9rR0uqS74vTxfeEiEgNDB7cEE0V35ibJdOiCYO0YU52IhIiApGZwGYLIiI1MHhwo6a+GXvyimWaM0xqR15RBfadKFECuhC1s0JENCYxeHCjrrFZLsIkhAVaVc4NdTpVUi3fl7KserWzQsOIQzWJtI1DNT3ksPkhd3yMTI/jVa5mpMaGyv4o0ZwkSlc4VJPIezB4cMPP1xfhHTUOIpAgbQi0WeT7YrVwYSw9Yc0Dkbax5sFDJVV1eP/LwzJd29iMy+dnq5wj9YjRDZ/sOCbT4kdyMFdZnmxv9zdj1oREj/YnJogSt+hQB+ZO9Ow5pH2seSDyHgwe3DD5GhBi95fpAOXkNpbVN7bgoec/lemRCB5SY0M8Dh7sVj/5vvj78eNLRKQG/vq6ER3iwGXzJ8h0bLhD5dxox/m7PoWjyfPOiv0FD5X+AViTPW/Qx5+Xk4TxSrCRlRgx6OeSdrHZgkjb2GzhoRPFlfi/f30p02Jti/k5ySrnSBuu3PY+4is8X6Jc/KT2Ve9wNCx2SMHDO58f6FrbIjs5ctDPJ21iswWR92Dw4EZSVBBuu2SmTEeHsme/Vlw8JxMzs+JZ86AzrHkg0jbWPHjIz+zbFTR09n0g9YU4rDAYfGC3ju1+KHrDmgci78HgwY0DJ0rx0yfXyrRotvjlTUtVzhEJT727tavZ4oZluWpnh8gja7cehlEJehflpuDzvSdRXd+I7KRI7D7e3gTYPZ0aE4pTJVVobGnF4ikp2HmkUI7+mpEZj+KKWhwrrJA1b75GA3YeLUR8eKCyvyZU1TUiKMAfNosZp0ur4GswIDUuFPtPlCBF2ae4CNpy4BQigwKQlRyBdduPwupnwtyJSfhs53E0NLf0mycxHfzBk2WyDVLk6Yt9J+Xx5mYn4nhhJU4px5uUEo1mJc/75PFCkF9aI/cZEdS+KnFxZS38zSbEhNlxJL9c7tPP5IuvjhQgLiwQSdHBWL/ruByOLV7rh9uOyNqhxVNTVXjHyB0GD25EBAfgglnpMi2+CKQNoskiOjQAaXFcUZO8xyMvfgaL2VcGD397b5ucJfWeaxZ0jWLqnr5pxVS8vWm/crKtw7mTx+HVT3ZjkxJwrL7jImzYnYfnPtiBH62aK4ME8ZxL5mYqAUKpDBImjotEQkQQ/vX5ATkXys0rp+Gxf27CjcunYFJqtNx+fk6SDCpEOjbMIYOHP7/5BQrLa/vN052Xz8bqNzbD0BE8PPv+V9ibV4y/33cF3ttyCG8p+f35txajoqYBv//HRhnYi6HuBWU1XUOq1+/Kk7W5501LxdPvbccPL5uNUIe/PMYFszJw9aIcmc5KDJfBw29f2QCXy8XgQYMYPLgRq0THVy3MkWnxpSdtED+mTcrVjF25OiHSOnFC/82Ln6LV6cLN50+T9/3s+oVoanEiPMiKJ398qbyvezrYbsGCSUnKc9pk7cLtl85WntuCGOXEG6lc1IgAREyZb/Dxkc8Rk9g1NbfKfYrfKjHM/NJ5E2AwKPsK8Jc1AmKf4jGxvU0JKvw70qaOdXsevmW5zGN/eQpVjjdxXFRX5+f7rlugHFO8BhuuP2+yEsBkKRdcNjiVPIvtggIsWKQEGa2trq4J3W5cPlWuExSgBD2iA3qowwqjsf01iGZIUeMg0n5mo9xeBD5/fG2TEmhskzWNpB08I7qx/VAB7mezheY89PwnbLYgr9GonNRFtb4gTrRCTNjXQ78D/P36TIvmh06RIQFdadEXK7hbH6zkfuagCQu0daUd3QLt7isEd0/HRwQOmCeH9et0TOjXr0Ec68zjtW8X7Kav2BmvIdrcLf11nkR5iW6oZdVcx0ZrGDy4ISYjmtgxFDAxMkjl3FCn5Khg2a4qrnKItC5KOfGLJgNB9E0gzyVEBsqyGx8XqnZWqAcGD26IGQwTOoKG8ECeqLRCBA2iE1YQmy10Ra9DNUWb/1/f3SrTKbEhso8BeSavsFKWneh7JvpAkLo4VNNDxRV1stORIJotRJseqe+Lfadks4WoJp01IUHt7NAw0etQTbEK7KPfWyHTInjgkE7PiUngRNmFBVlZbhpjUDsDWiY6KommC3HjOgraIYaWiffEbDKqnRWiAZVU1uHVT3fLW0F5jdrZ8Sr5ZTWy3LYdzFc7K9QDz4huiPUsrl86WaZjOMOkZiyZmiKHo2UlcWpq0r7mVieKKmplWoyGIM+JESSi7MQcFqQtDB7cEO1tq9/4QqZFs8XsbC7/rAVvbtzfNdpCjAcn0rKkqGA8eOMSmRZDE8lzmcr3W5SdmM+CtIXBAxHRCBLzPNy1+h2Z/tXNSzEr68x+OqJflZhBcrj828XTzxjm6c22HszHz576QHaYvOuKuWpnh7ph8OBGamwI7rl6vkyHc1igZly1KAdLp6YgJZbDt0j7BhqqKWZpFFNXD5cbV+hnMiUO1dQuBg9uHD5djodeaJ+aVTRb5KbGqJwjEl78aGdXswWnDdePsTpUs/O5+TF5qLUNrUNlUFUoIoqjB8yLt+FQTW3hUE0i0hy9DtU0GgxyhJBMGw29tut8bllosbwNKS/Kf5ElMQPmxduI8hJlJ0ZW6eU16QWDBzfYbKFNemy2KK1phs1sgMU8dn8k9VrzINaguHhOpkxHBQf02m448uNpXrxNdIhdll1GYrhuXpM3Y82Dh9hsoU16bLb464YC+LjaMDXJjtwEO4JsJrWzNOr0WvMgVsZ8cd0umZ6YEoXEyOAzHh+O/HiaF29zurRalp1othALaZF2MHhwI8DfjIz49mWfOaWsdogFfOoamuQVnZ7syK/H3sIGvLmjDAvGO5Cb6EBUoB/8TL2rusl7iFUwr+uYL4a/I4MjOpiKskvv+B0m7WDw4IZYVnb1nRernQ3q4YeXzZZVmOKEqreqzBZXG0rrWvHq9jJ8sL8S6VE2LM0IQqryb+fSyXql12aL4opaWVsmZCWF9xpxwWaL/p0qrZJlt3JmGmZzKnrVeU2zxTtfHMDq17/oOlG4030bT7YXrlsyCVcuyun38c37TuLBZ9bJ9IysODxw/aJB5J5Gyv1PrMW+gjrMn5yCOdkJw/7Z8PTzM5jtB9qmqqG1932NLmw+XoPtJ2oRG2TGnFQHpiY6EGo3w2jQX02EXpstxGm81elqT7f1fp1stuifKC9Rdi7X4L6TNPI0HTyID019U8uIBQ8tHV/o/vcJuLqieQ8zTSNOvL+W0DhsKzZi64endBE8uNx8vkRtxPHyJuRtLsFWJZi4cHIYJsbZYdBZAKHXmoee8zyww6Tnus/zoJfX5M28puahk72xDosObnG7jacniAORSTgQ5VnHmxlZ8XjnoRsGl1kacb/+znnYdrQS1Y3OEQks1Qge3t1bgdOVzX0+JmKE2EAzcuJsWJwZjIhAfS5Frteah8LyWjy1ZptMpyonwbgezRaseejfiaIqWXaiw+TMLDZbaIlXBA+h9VW446Pn3G4jYlKfPtI9PT3zQo+Dh11HC/G/b22WadH/4XsXTvfoeTSyHvvnJuw/UYzzZ6Rj5cx0XQQPm0/UnhE8iC2tJgOiA004LysEadE2hNhMumyu0Dux/srzP10l08E6mTZ6tExLj5Vl1zlPBmmHVwQPaqltaMa+vBKZDrbzS68VJ4oq5fsyPUOfM85ZTT6YOS4Q0xLtSI8OkKMtyHsdyS/Hr5/7RKbvWjWHQ74HYfexIvzhHxuxMDcZN62YpnZ2qBsGD25wkiht0uMkUSI+GBfqhykJAZiuBA5hAe2z6pH3s5h9kRzdPrcDr6AHx2YxybILc/D3V2sYPLjBSaK0SY+TRJ2fE4YIu7lrcih2DtOPEIcVK2eky3REUIDKufEuYo4MUXYRvHjTHNaHEmlAWpRtTM4qORYcK6jAfU+8L2/7T5aonR2vsjevRJbb6+v3qp0V6oE1D26w2UKb9NhsQRyqyaGavXGoprZ43VBNtbDZQpv02GxBHKrJoZq9caimdjF4ICIaQf5+vhjfUUsmOgCS52wWsyy7iCDW/GoNgwc3EiOD8L2L2ud2iOGCNppx4awMnJMRiwlJkWpnhWhAZl8jIkPaO0r6mfiTOxhiiXpRdg6rPidG82b8JLshloN94cP2BW3EyWpudqLKOSLho+1HsONIIa5cmKMEEBFqZ4fIraq6JqzflSfTK2akqZwb71JW3SDLLiiAwYPWMHhwQ6ytUVXXKNNijQ3ShrrGFvm+NLX0XkyKSGt6dpgkz3XvMEnawuDBDdHOtmJ6+5WCGHlB2jA9I06+N+M52oK8wEAdJql/7DCpXQwe3GhsbpVNF0Kwg9VmWlFaVSffl+r6JrWzQsNIr0M1xXokdqufTPsaDRyqOQiivETZiVk69fKavBmHanpInJx2Hi2U6QCrWeXcUKejBRXyfckdz6GzeqLXoZohdn+cNy1VpsMDbb2241DN/okaRlF2WYkRunlNA2lsboFrGOMkEYCJTrvDjcGDG5NTo/HMvZfLtMXMIVZa8ZOr58svWKCNtUF6oteah9KqeryxYZ9MT02PkaO4hjs/I13z8MJHO1E7jDV9U9JiMTVt4OC/oLxGll2L04kFkzxbDdnbfe+3byCvqHLY9nflwon47jCtCM2aBw8VlCkf3I3tX3oxGdFFszNVzhEJn+48Jr9cs7ISMDNLnytrjkV6rXmYpFyEvP/IjSOan5GueXh7037Zd2M4WIMicLLeguM1nlyQ+eOWK8+XqX9sHRtTe9c0Oof1/RupmigGD24UVdTirY37ZVrMMMngQRs27TkpZ5gMsVsZPJDmfXW4AHetfkemf3XzUhn0equ8+MNo83EN6bk+bQYknkxFfWUxUgJjcfm0gYdZi2GaP3vqA9lh8q4r5g7puN7mXx/6oqIaKAspxs6Jm4e8n6jCOGQemDyMOTsTgwc30uPD8Iublsi0aLckbfjW8im4ZG4mEiKCBt6YvIZemy1Eu/1VCyfKdEyo3Ss7THbu81jCQbQZnUPah4/TiIQTKWfsbyCxYQ5ZdhmJ4WOmw+Rwfz6H8/PAZgsPNbU4UVzRXlVnMIyNzjreoLK2Qb4voQ6r2lmhYaTXZgtfX6NcllswKWlv7DDZPY9to5hHs6m97MQ01WOlw+Rwfz7ZbKGC44UV+J/XPpdp0WzhzdWNevL6+n1dC2NlJISrnR0aJnqteThdUoU/vd7+OxITZkd0iH3Y8zNaNQ+jncej+eWy7ESzxZQxMrqKNQ86EB8RiG+vnCbTceFc20IrxBS/YiRMzrgotbNCw0ivNQ/RoXbctGKqTIumNtY8eJ7HxKggWXZihknWPAx9P6x5GGVF5bV4Y8NemZ6WHjtmhgpp3Ybdedh1tFCOXZ44jotjkbZxhsmh4wyT2sXgwY3mVqccoy1wNkPtqK5rku8L1xshbyAWdTp3cvuFB/vpDE5YoFWWXVp8mNpZoR4YPLghPrhLprb3DubCLNoh2j6D7RaMi+F6I6R9Ypp70X9KYMA7OPWNLbLsek6sRepj8OBGS6sLFTUNMl3b0KxybqhTbUOTfF8a+UNMXqA9eGifMbCBn9lBEcGWKLvs5Hq1s0I9MHhwQyz7vPVgvkz7mVlUWnHwVJl8X7KT2WGStI9Lcg8dl+TWLp4R3bBZTF3LPose06QNYuKYaiWwC3Fw4i49Ge2hmqZmMwIrh9705d9g9WjooZjm/q/vbpXplNgQ+fntKz8cqtlbXmGlLDvRYXJG5tiYTZZDNXXAbrVgYsdwwKTIYJVzQ53GRQfLleIigwPUzgoNo9EeqhlSGS5vZ7ezM/fZl1TlAuTR762QaRE8cKim53nMTo6UZRcWZOVQzbPYD4dqjrLC8hr887M9Mi0miTp/ZrrKOSLhs115cpIou9UP0zPi1M4OeRmxyN2vbz5vWPfpsPn1+1hJZR1e/XS3TH9zWS6CAlhj5qn8shpZduJ7nsgLOE1h8OCGCNY610EXV7qkDZ3r0xs5ZTgNQWCAZVQXVBNDvos6prkXU96T55qaW2XZcai89jB4cCM5KgTf/8ZMmWYVuXaIRbHmZCcgLZ5TU5P2JUUF48Eb2xfY4zwPg5OZGC7LTqxtQdrCy2k3jhaU47evbJC3NzbuUzs71OHVT/bI92TTnhNqZ4VoQPtPlOCb//WqvH11pEDt7HgVMapKlNtTa7aqnRXqgTUPbohpZG9YlivTYp0L0obzpqUiOzlCrm9BpHVieOaPVs2V6XHRnNhsMFJjQ2TZJfD3V3MYPLgRaPPrWsnNXYeoseZHl94Fk8vl8fZtyn8+6N0/ocXY3p/EaPaH02jBgULPJoJJjI9FQlyM7EEsnjNQT2IxTKlzm+5pT7b3xEjsc3yEv8cdrcUJyWhor0T0nz4VKI/1+Dj9MdkCZU93IWyUhsSO1lDN0SYmOjp0qkymRTV8z9fJoZr9E5PzibKzmI26/Xz0xKGaOrDneDHuf3KtTIvRFr+8aanKOdKGEnvv4WbuDHTiNJrMcBn8cLrSs05Rr368G3lFFZg1IVG5xes2ePDUXVfM+fr1ff/8gYd3iR+SAbYJUbZ5rFuZjQa9DsUTs6Gu/fKQTM/Kju9V+8Chmv0rrqyTZSeuMxZPSR3Scb0Nh2rqgOjc1LmSZvoYX5hFLO7z7sM3yPRInFzFo2aTZx/HUycCEGFpxtxUOxZkBOsyeBgrV1nd6fU1izVyLp6TKdNRwQGseYDneYwOscuyy+ijxkavWPOgA+NignGnclUnjPWhmuJD49dxch+pk6unLp8/AS1OFyycMlxX9FrzIK6eX1y3S6YnpkT1mq+ANQ/9O11aLctOzDA5Pyd5SMf1Nqx50IEt+0+z2UKDfvbUh3KSqBuWTenq0EqkVWKY93VLJ8t0z6mpyT3R2VSUnR5qfuubnNh4uBITYmyICvLz+mCZwYMb/n4mJEW1LwUbEWRTOTfUSfwYi/dFNKWQfui1Wrq4ohYvfrRTprOSwnstjsVmi/6dKq2SZbdyZhpmT0gY0nG1orHFiQ/3V+L5zcWYFGfDvNQgZMcHwGQ8M4hgs4UOBCsnp87FWDqDCFKf6LFut5rlUFrSD2+/EuuP+NludbaPTmrvq8q1LTzNoygvF4wobDBjzZ5yeZ+v8rQQqy+MfTzfz9cAm8XY577syv2GPmal9VXu8/dTHhvhz19jswstrS40O9uwJa8WW0/UIjHYD7NTHZijBBIOq0lux2YLHRDzqr/U0VYpmi2WnZOmco5I+PirY7LZwmI2YWpajNrZoWGi15qHnktys8Ok53kUS3JfMDcHu8p8sXZ3+3DXqgYnWl1tfZ5XxZBwQz/d0/oLDr4+R/cI6pRbsL8RNnPvHYrtg5WTfV9T5FtMBlj9egcwNQ2tqGlydr1uJYbA0bJGHC9vwju7yjE9yY756UFwuljzoAv6vBbyfnxf9EevNQ+F5bV4as02mU6NC+1VY8aah/6dKKrCm59uw/IZ6bjt4hnyPuXiHa4+ToZi6pla5QTd12MNylV/Qx/riohNq+pb0eLs/ZzGVidK6vtei6RJ2V+TqE3q8Txx4i+uaVby0Ps59c1OJQ+uXq9bbFqhBETv76vE4ZIGJThqZc2DtxOr7/371fNlOpx9HjTjyoUTsWRqilzqmEjrshLD8fxPV8l0MFfUHJRp6bF4/v4rlCt5E2x+A5+uQgNMo5ArdNUO9CTuko/18Zz88kb8cd1plNS1nnG/3WxAbmIApibYkR5tw/f3b0dN7QhlfBgxeHDjSH45Hn7hU4ZwEWoAABtwSURBVJkWzRads02SukRTUudoCxHgEWmZ+B359XOfyPRdq+YgN5W/I57afawIf/jHRizMTcZNK6apnZ0u7c0VfV/N9xe++Ju/XgnYpPw7LtyCeamByIyxIUwJeowd0wF4Sw0cgwciohEk5iNJjm6f20FcQZPnbBaTLLswh/fX/NY2OhFs9cU5SXZMSbQjLsQi+0d4S7DQE4MHN8SiLPd0NlsEe/+HVy+uWpSDpVNTkMJmC/ICIQ4rVs5Il+mIoACVc+NdxLBsUXYROvj9TQi34AdL4mC3+HptwNAdgwc3Dp8ux0Pdmi1Y3agNYtw3my1oJLQ1l+O1hx/AI//a2qPdOgK3/2E1rpkRN+h9HiuowH1PvC/Tv7p5KWZlefd8BaNpb14JfvbUB3KGybuumKt2ds6KxWSUN71g8ECkM001hdi5bTvyK5u/vtPHgMD4DGQlxyDE7g9fo/aufLQwVNPVUI2NX3yBMtcEPPifNyDa1vlj74dx40OHlEdRg/m721bKdHJUMIdqwvM8ThwXKctOrDOkhc/HaOAkUTrAZgttYrOFO22oOLoev/rBLXhzfz38zb6yW5dYFN0eMx5pCWk4/5u34Zar5yBItLeqnd1utFCV2zmsLSAkEdPnzMe4wLP/iRRDNZ9d+5VM37RiKrISI/o8Jodq9nayuEqW3czMeFy+IHtIx/U2nCRKB9hsoU1stnCvzeWEy+lCxp1/w66Hr4K4dnY2FGPrJ2vx3P/+Hr+67UrsyFuNR++8ADEB/AnoS311AXbv2I7KAFF6PvAPjsb4xEg5G+FgOV0u1NS1Lzff6ux73gDqm5iRUZRdY3OL2lmhHvjL4YboJd25kE2og+OztUIscSzeF7vVT+2seA2jfwSmL7sSGelxcN3wbTzxl98hd2ombl+eBr8hnBD1Lm/XG7j7uxthls07vsg8/wd44uc3INAy+J9Ms68RkSHtHSX9PFx2ntpZzO1l57ByHRut4SfZjdzxMXj2vivUzgb1cM81C7qW+R4r7aDDwscXjuS5uP3ua/DUxY9j46c7cOPCFPj582egp8w538OrL/1sWJotqpQr5/W78mR6xQxOcT8YZdUNsuy4CJ728FfDDVE1/uhL62VarKFw95XzVM4RCb98dp2cPOay+dm4fMEEtbPjZYyIGDcBOahDYWUpWloZfI20nmtbkOfE2hai7MbHsX+T1jB4cKO5xYmiivZ5QivrGlXODXWqrG2U70tdY/PAG1MvrtZWiBZkI2tt+tXSVIPiwgL413f+RPrAGhQKh79p0J1MB1rbgvon1rYQZSeGas7kEFdNYfDgxoyseLz/yLdkWgs9wandw7csg6vNBWN/y+eRGy5UFR7DITiwIjJWtilrhRaaoHzMFuUqNwpPvfwMzp/9TLdHAvCdx9/Ef12W0+e6Be6IKYk7++f4Gg0cqgnP8yjKS5Sd6H+mhc/HaOBQTR04cKIET7+3XaYzk8Jxw3lTVM4RCU+t2YpDp8qwZGqqXCCLPKT8gLTWHsXrT76GpphE5E5Lh9WknaBYEwG6JRK3/Pkt5TZ8uxTzapw3LVWmwwNtvV4nh2r2LyLIJstODG/VxOdjFHCopg6I6vHN+0/JtK8vr3K1Yv+JUtkfJbPHeHnqn6u1Fke3b8Sbz6zGf31QjktvexRXLxqvqZEWer2yLK2qxxsb9sn01PQYJEYGnfE4ax76V1BeI8uuxenEgknJQzqut2HNgw4M9yRReSHRqPWz9rpfvK0D/YR33+ZU0Ng+aXKSqAH4tC+2c/Spn2DKew91fW6MRiNamkLwzf94DD/69jJEa2yOB71eWU5Kjcb7j9zY7+OseejfnOxEt2WnR6x50IHhniTqnkvv7PP+zmGH7nTfRqbPKifejZNEueODwPgp+PY9v8L8ooav7zXaMWHWPExMjUVEsH1Ikx3R0Hx1uAB3rX5Hprm2xeCIYZp6WdtCbxg8jLCclCjERbjvXT2k4KErgh+efJJ+WENTcNF1t/b7uFabB7Sar7Ml2u2vWjhRpmNC7ewwCc/zKCaDE2WXkRiu289HT2y20IHhaLb4Scfz3Tmb4GEsYrOFPun1M+3ra5TLcgsmJc0Ok57n0WxqLzubxazbz0dPbLbQAa5toU1sttAnvV5Zni6pwp9e/1ymY8LsiA6xn/E4ax76dzS/XJadaLaYMn5s/P6y5oGIaBD0emWZnRyJV39+jUzb/f1Y8wDP8zgjM06WnVgTRK+fj55Y86ADor3tuiWTZVpMk0rasHhKCjITwpEzLkrtrBAN6OCpMjmlunD3VXMxdXysyjnyHjuOFOK3r2zAoinj8J3zz1E7O9QNgwc3yqrr8fFXR2VaTCsrFsqqqGmQ01YLiVFByCuslGkxE5pY/e10SbWsIgqyW6DEe3KuiMAAiwxEDp0qlUvMxihpfz9fHDldLp8rAhMxDavgZzYiKMAfReXt02KHOPyV5zhRXdeE0EArokLs2H+iRNZmiecZlIjyeEceMhPD5Zjykso6uX+bcpVTUlEro87wIBtqG5rR0NTSK+/J0cFodbpwsrhKBrpi/oTC8hqUVzfI2d3iIwKVvJahSXndUaEBKFOOIV5Hz/2YfA0IU45TUFoj23bFfPSnSqpQpZSBaLeMDrXjwMlSOJVjxYU7YFauJkS1ZM8yELPJOWx+KK6ok3+L193Y3Io6Jf9iRc0dRwqw51gRgu3+ynsSPVJvP9GwsFlM8rspiJoH8pz4/RFlJ347SFsYPLghTlinSqtlWvw7QTmpvrvlUNcJ779vXYEfrX5XpsUscv928Qz86u8fy+Bh6bRUmIxGvLv5IJadM152nHzgrx+gWDmx33vNAvmF+P5jb/XaT1JUsGzf++Nr7W2kl82fgIKyGmzYnYdVCyfi3y6agbuUbZtaWvHQLcvkD9MPHntbbrv2kRvl8f62ZhsmpUQpt2g8/d42GTzctGIqvth3EnuOF/c65p/vvEiuXvfTJ9fKjklv/fp6vPLJbrz22V7Mz0nCf35rMX6pvK68okrccflsvPrJHhkU9NxPVHAArl+Wi0de/Ez2Kv/7/avkDJ0fbD2Mi2Zn4s4r5uDe/3tPBlT/ccMiuUhQX2WQFheGhbnJePytLfLvqxfl4JASvHx54DSuXTJJBkji/aiubxqpt55o2IjfkeOFFTJd3xG8k2fqG1tk2fWcWIvUx2kTyeuIsfJjpf2TvF978FApbw0MHgZFBFui3EQtMGkLax7cSI8Pw4M3Lun6e1x0MJJjQmQ0LCRHBXc9bvY1IDk6RP4tah4ilKtwMQ/PrAkJSrp9mOePVs2VVf9pcaGyOq7zud33Y7WY5BV8RFCA/Fv0zhY/PqL2QlT1Cw9cfy5cbcD42FAYjT5dzzUoBzx3crKSzxA4rGbZ/CFGI4gTrYjcc8ZFKlfrzb2OGRPqQFigTf5t7Jg8aOWMdDm6RDQTCD/4xiz5RRb7E9uLPPXcj8VkRLxyHPG3aHoQLl+QLWsvOqsdRQ2MaPLISAiDv9nUZxkE+JvlcWPD2vuZiNctylHUXsQradF56sEbFyMhglcjpH1cknvouCS3djF4cEO008+dmHjGfeIk2P2qt+fjom9B93kYxseFdT12TkbcGdt2Plds33M/ol9Ed933KU6k/eVBnFDFrXN70V+hc9v4HpNV9Tym+LtzSI8IEroPg5yS9vUwKfFj6K4MIoMDutIiABPBUuf2MzLjPS4Dd0sXi2lrZc9vnQ7vG4v0+l6KZse/vrtVplNiQ2T/p+44VLN/oj+VKDvRlNvzt0OvOFSTxqg2uFqbUVNdibLiCoh6DoPZgcioEARY/LpqNoh60mtTlOhHlJXUvh6NqHHkUE3P8+hQykuUnajt1OvnoycO1aSxp82JuqKDeP3pp/HK2g/w2YdbIbqWWsNysGT5YlxwzU24fmkWLFyhlMYQMRJLnAQ70+Q5MTunKLvOZlDSDr4jNEzaUH16Gx689Rb85fMKLP7Oj/H6o88hKdQf1Sd24Y2Xn8Nj9z2OCbkPYXbU2a9QSuQtmludKKpoH3rd1DHM21tN2JerfNOHVgXuM4Tl/JqaW2XZcWSV9jB4oOHhqsHGZ3+H/1tTiLl3PoI/33clomwm+VBbXDzSJp+DZV+cQnSASeWMEo2upG6dgUM71rjwNqKfk9FgQCwcA2/sTkcXsM6amIGIIe2i7ETTD2kLgwcaBm1oLdqOJ/70AfwmL8Yt31yOCOuZHy2TLQJTF0WolD8i9YhJ3bx9Se7f3nq+KsfdejCfS3JrFIMHGgZtqCs8ge3NYmhVFlIiHXLmSyJqH54phmkLYhg1eU6sbCzKLiGCQ1y1hsEDDYs2lxMtMMBiDoLFxE5hNHh6Haop5kc5dKpMpkU1fM/X6Q1DNdUiptQXZWcxG3XzmgbCoZrkIRf2vvUwbrz/eTR0v9uagWtvuQrLly3GhJhA+Gr8Qt5gMsPq40R5zUlU1LagLdB3CN2jaCzT61A8sR7O2i8PyfSs7PhetQ/eMFRTLWI6f1F2RqNYEC9V7eyMCg7VJA+1oaLgKLYUteCKa6/CzIRA+DgbkL9nA37zg2/jn1c9gKcevhVZYRa1M+qGAfZxufhGaiD+58QufHWsGFOiE+DLOR1oEPR6ZZk9LhKv//I6mRadDlnz4LmZmfGy7AxjaEI41jzQ4AQnYcnVN+Pb0+NgbHOhtekUwiqW4b5172PD4SuQERYPo9p5dMPHlorLv38F/v79x/Hwvb9A+O9+gkVZSXBYTWitK8OuLWvxt8f24PLHfoL58Vwhj3rTy9VyTzsOF7jtMMmah/6JBQHHWodJ1jzQkLXBBwajCWaTEWa7FQ5/s/abAHxMyLnwdvypuA73PvICbr9hBzKT4xBkM8NZW4b9+woQPPsW3OHgkCsaW8R07dctnSzTPaemJvdEZ1NRdmKae9IWBg9aUXkSn73+PNp2BMOnqQoHvliDpz5z4O7f3IvlWRHaDx4UpoBoXPTD32L+Fbdjyydv4+WP9sj77Zkrce//LEN2QiQsWu+8QarRa7V0cUUtXvxop0xnJYX3WhyLzRb9O1VaJctu5cw0zJ7gfUNch4LNFjQ45cfw7tN/xHo/0dGwDc6WJpicDuzasBmH5o/H1ISgs6nBGkW+CIpJxdKr71Bu7fd0X9SLqD96/YyIn+1Wp6s93db7dbLZon+ivETZuVxj5zeEzRY0OOPm49fPPtHe5wEuNJSfwr+eeAA/fOAB3O4fgDW/uR6BZi33eiA6O3q5Wu6p55Lc7DDpue5LcuvlNQ2ENQ90FgzwD0nAklU3Y/kb7+Nvr2/A0Z9fjVwGD6Rjer2yLCyvxVNrtsl0qnIS7LnUPGse+neiqEqWnegwOdMLZ+YcCtY80FlzNtehvq4FltggONhXgMgrBdv9sXRq+xwFYYHeubaFWsKDbLLsxORapC0MHrSiphBbP3wbgXmhMKANzRUn8Pqzf8EHhRm4+3dXIt7Ct4rIG9U3NmNvXrFM1zaMVzk33qWmvkmWXWQIV+LVGp6RNMDmCEF0Qx5e/s29eLnr3lAsvu56rP7pJVg2LwsmTrhE5JUsZl8kRwfLtNWPq8oOhs1ikmUX5mDwoDUMHlRnxOSrHkL+1Q+73WqsdBYi0psQhxUrZ6TLdERQgMq58S5ijgxRdhHBDB60hisYERGNoGMFFbjvifflbf/JErWz41X25pXIcnt9/V61s0I9eEXNQ7m/HX+Ze5nbbbrPJeBuXoHdMWNjcRUib6PX2jWxrPTvblsp08lRwRyqOQgTx0XKsgt1WHXzmgbCoZrDqFoJHl48Z4XbbTwNHohIm/T6nRVDNZ9d+5VM37RiKrISI854nEM1+3eyuEqWnVgg6/IF2WpnZ1RwqOYwyE2NwT3XzPcoGBhK8JAaEzos+SQi6o/T5UJNXZNMtzqd/W5nabAioGZoa1/4NVrkicbkZ8WpimY0uBqGtB+tOVRUh10nqhAUFIRjpfp4TQNpM1pgMPrC2Oo75M+DYGn0H8Zc9abp4CE+IlDeRip46NyWiGikJEQEKRdBC2Q60k3Hv7QjZ3llrfzmGU1+qKhvVU5ALWe3L40ICQrEzRfNgt3fD6W1+nhNA2kzmuBjMCKoOgTnbJuvdnb6penggYjI2x04Wep2Se4LZ2VgWlrssB1vZloI/HUyJHT9rjz8+eWxtST3rcszUd84fH3zxAX4SGDwQEQ0gnqubdFTRkK4vFFv3de2GCtmZMarnQWPcKgmEdEI6lzbQtxOllSpnR2v0rm2xcY9J9TOCvXAmgci0gS99j8yGnxgt/rJtK/RoNvXORJEeYmyE7N0stzU53VDNYlI//QyvLCnELs/zpvW3oYdHmjT7escCRFBNll2Yngry01bGDwQkSbo9cqyuLIOr36yW6Zzx0cjMTJI5Rx5j9Ol1bLsGpvTsWBSstrZGfNY80BEmqPXK8voULucHEoQwzb1+jpHQmJUkCw70WGS5aYt7DBJRDSC2GFy6NhhUrtY80BEmqDXZgvRbi+WlT6aX45NykkwxG7FtkP58jEx7fLn+06ekXZY/bByRhre2rgfdU0tWHVuNjbsysPpspoztp+eEYutB/PhdLUhLTYUZTX1KKtuQHigFQ6bBUeU482bmIh6ZR9iu4nJkXJ1yg+3HUV8uAPK02SzgN3fLJtSdh8v7jdPYp+Lp6TIJgRx/X/Zgmx8sPUISqvr+9xeyE6OwPGCStQ2NuPy+RPk/adKqrFE2U9hRQ12HyvGtLQYOSfFZ8rrS40JQVVdI0qq6hHm8EewUk6f7TouO5xOS4/V7efDm7DZgog0R6/V0jFhDmTEh8vVNT/+6phyog7G/729RT4mFnzqmRaT+pw/Mx3Pf7hD9pe4TDnxvrflEDbtPXnG9iLIePKdL9HS6sIlczOx/0SpciuRi0mJ5pF/fX5A+TcQJco+xHPEfAmTUqNlen5OElqdLnlFH6vkb1HuuK71N/rKU3ZSBJZMTcVf390G5VyOy8+diDc27MPevOI+txduWJaL9788jAIl6LlkTibWKmkx6ZMIYrYpwczT722H9bLZynP85XMumJWhBBvlMojJSgxHamyYfI6fyajkl/0dtManbYBwbrCLTI3EVNIjPT31SL6+kdjnYLb3xtc3mH2q9Xkb7PYjsc++tlXr+zQcr0/PV5aNza3KSd4pp5AWJ8Mm5W/Bolx1Nza1nJE2KGdnm8WM2oZmWSZiqGKDcr842Z+xvVlJN7enTb5GuFxtch0No9GgnOB95PHEVb3Yhzi+n8lXPlbf2Axfo1F5Vpvcpzie+Lu5pf88GQ0GWC0m1NQ3Q1Q9iNqK+sYWeby+thfE8ZqVPHz9Glrl2h5W5bU5leM2KccTQzDF50C8vjNeg3I8kS9ZZorOoa6kru7fWQYPXnKiYPDQ9/ZaPRGOxj772tabgwci6o8LlSd24f3NR5CzYAXSw/3R+e1pbarE+nffQkPyfCyflIjR+laxwyQREZGmuVC0cw3u/4//xPq86jMeaakvwJO/uAO/f28nRrPujsEDERERDQqDByIiIhoUjrYgIiLyAs3Fx/CL65ZitfXrU3ebsxF5h6pwzijnhcEDERGRF/ANisKqnzyEizJDujpGNlYfx0O3f3dU+zvIvIzy8YiI+qTnoZpEZ6etfYSSyYJx2VMwY1pkV/DQUOFAmNWI4rb2bUbyW8RJoohIczh0k6g/PvL7ccat85F+7h9p7DBJREREg8KaByIiIk0zIGbqN/CnP0xDWkrgGY+YbbH44SNPoylu6qjVOgicYdJLZhPkDJN9b+8tsyVyhsmz2540os2FprpK7Nm6CevXfYCN+wsAPzsmzV6EpfPnYUJqNPxNRrVzSaPAq5stWmqL8PqTv8Ztt92GP7y9Bw0utXNERKRXbSg68Al+/O1VuOJ7v8D++lAsWbkSy+ZNQeOeN3H1JTfhmQ+OqJ1JGiVe3WxRevAjPP7wY/iyoh7+n7VgYs7vsCjRpna2iIh0pg1tDSfxq+/cgn82Tccr77yK6UlBMHZVHn0Xt+zZjWpLiJqZpFHkvcFDWz22vvs2DoWfi3uuD8CDqzfhnY1HMDt+IiysDSXyOhyq2VMbmutrUdvYcubdPiY4AgPgaxjNHzonTm38J57eYcQdf7kbM5MC0T58sCtTiMmaiBjwfdQzHQzVbENLwedY/b8bkHPt73HtLXHY/cIH+ODl13DdwlRMjvRXO4NENEjsA9FDcxle/sE1uOmZj2G2+KErVgherFwoPYN5cY7Ry0tbIw5//iWcMeHIzo6V71VzbSFeeXI1thzrWKjJNxwrr78R502KGb18kWq8M3hw1WPf2rewy5qKey44B2ER4bjuu4vw9i/X4L0vVyFnZUa36jQi8ga8Yu3B5UJTgxPZ596NV175OVKCzvy5Ht3yMsIWFoSWuoMor2ls7/Bq8EVgaCSiG21oqzyE3zz6NvyzlmFpTvQo5otGk5fXPChfqJIDeOnFDxG94Ee4ZFo0fH0MmLj4Iiz48xq8vGYTbluWBruBPX6JvAlrHnroOfmPquVjQeb8RYgueR6vvvQhvjnjRvhbw3DBdbfhAuVRZ95a/OX36zWQTxotXjfaQiwCsufDN/H2lipkjjPhwKZPsG7dOuw4VofgpFDseelVfHyybtTn+SYi0i8f2DMvwJ9+czX2PHM/rv3xf2PTnpNoUn5oXS2NyD+djxbWHI0pXlfz0FpXio/XfYwDZSew895r8UyvLQ7if57/EgvuWwSH14VGRGMXmy166FirYOeHDyEz4lF0XtAHL70FW55/FHF28yhnyISVtz6CdVMW45HHn8GtK/4Le4pq4GPwR+qkczDv5mtx3pwEvo865tXNFmWHN+C9fx3FvHtewD/+41LYOiYkER/Y1uJt+Mm1N+C1F5/HF9fNwJIk26jOuEVEQ8fq7h46mgAmLLgLzz57H5ID23+ufXxNsFrM6pSXrxVpc76Bx2ddiJamZrQ4xeQ6PvA1mWEy+cJoNPA3d4zwruChrQbrX3kWm5CM/zx3CqxmE4yGr2fB841Kw6oLp+PJhzfh3fUHMTthMmyjOpyJiIaKV6w9dNQ8GIxKsGALQECAmh0mz2Qw+MLPX7n1fGCEV3UkdXltzYOr5Cs88/SXGDf9NiyeHN8VOHQxBOKcy1Yh58HX8N4/X8cNS9ORE2llJEzkBVjz0IOmOkwSncmrggefwEl4dO0nMDkiERtm6SMo8IE5fhFe2rgB1ZYgJAb3iouJiLyDwQ+pc5fg/JoUBJgYOJC2cGEsL1kEiQtj9b29tyzyxIWxzm57ItIWjkcgIiKiQWHwQERERIPC4IGIiIgGxas6TBKRfnGoJpG2ee1QTSLSL3agJPIebLYgIiKiQWHwQERERIPC4IGIiIgGhcEDERERDcr/AysKiArr3VO3AAAAAElFTkSuQmCC) +13. 离开级别谓趋势; 没有趋势,没有背驰; 背驰是前后趋势间比较也就在同一级别图上存在两段同方向的趋势是比较背弛的前提; 趋势盘整等都必须要在图上有明显高低点。 没有明显高低点的,能构成趋势或盘整中一。 
- +14. 买了股票就要随时监控着出货位置股票买了是要用来出掉的。 其次什么时间出? 关键就看你什么位置买的,一个最基本的原则就是,在某级别买点买的,就在某级别卖点卖。 
- 由上图可知, 在向上(左图), 上的定义是 B 这根 K 线的最高价高于 A 这根 K 线的最高价, B、 C 两根相邻 K 线满足包含定义,那么把 B、 C 这两根 K 线点当高点,而这两根 K 线低点中较高者当成低点这样就把两 K 线合并成一新的 K 线 D;反之, 当向下时(右图), 向下的定义是 F 这根 K 线最低价低于E 这根 K 线的最低价, F、 G 这两根相邻 K 线满足包含那么把 F、 G 两根 K 线的最低点当低点,而这两根 K 线高点中较低者当成高点,这把 F 和 G 这两根 K 线合并成根新 K 线 H以此规律向后依次递推处理。 +15. 这个 MACD 是最好那种,从 0 轴很低位置回到 0 轴上,然后一个双回试,典型启动形态 
- +16. 个日线级别调整,就必然在 30 分有三走势 
-![Image](data:image/png;base64,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) 对所有的 K 线进行包含关系处理完成后, 连续三根 K 线走势将只会是上图中四种形态,第一种是升 K线组合即多根 K 线呈现向上排列根 K 线的最高价和最低价均高于前根。第二种顶分型即相邻三根 K 线中的中间那根 K 线中高价最高的,最低也是最的。第三种是下降 K 线,即多根 K 线呈向下 +17. 买了股票一定要从买点一直持到至少同级别的第一卖点。 除非你的短线技术特别好否则就不要乱动没必要为券商打工。 
-排列,后一根 K 线的最高价和最低价均低于前一根第四种是底分型,即相邻三根 K 线中的中间那根 K 线中最高价最低的,最低价也最低的。 +18、要追高介入任何股票,一定要在调整结束后将启动时介入,这是市场生存最好办法。 
- +19. 记住,最好当然是卖得准,但如果不能; 宁愿早了千万别晚了。 
-![Image](data:image/png;base64,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) +20、无论哪类买点在下跌或回试形成的,一定要养习惯不要回调不敢买反而追高买。 
- +21. 最差调整也至少要去考验 5 日线甚至 10 日线,对调整无须畏惧调整正是寻找下次上涨好股票时机至少可以利用调整换股或打差价,前期没动股票也会借调整启动。 大盘调整时,关逆市不跌股票,下黑马由此产生的可能性很大 
-**笔** 确分型后连接相邻的顶分型与底分型将构成笔。 笔定义为两个相邻顶分型和底分型的顶底之间连线叫做笔。如图中的 AB 线段为向下的一笔, BC 线段为向上的一笔但需要注意是顶分型和底分型之间至少要有一根独立 K 线即满足缠论中说的结合律。 若 K 线走图中出现两个或多个同性质的分型,如果顶分型,后面的顶高于面的顶,则只保留的,否则保留前面的顶不变。若底分型后面底低于面的底则只保留后面,否则保留前面的底不变 +22. MACD 从 0 轴刚上来,不存在背驰问题。 用 MACD 判断背驰首先要有黄白线对 0 轴回拉这个都没有在该级别就不存在什么背驰,其他级别要相应去看了。 
- +23. 中线指周线级别的,线算是中短线,月线算是长线,30 线算是短线5 分线算超短线的,而 1 分线只有 T+0 有意义 
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) +24. 要反省自己操作思路持仓结构,如果资金量别小就全仓进出,该卖就全卖,买就全买这样利用率。 
- +25. 这种黄白线刚上 0 轴的,根本就谈不上背驰背驰是要上 0 轴后有次大拉升然后回抽 0 轴再拉升,才会有背驰。 
-**线段** +26. 一般双次拉回都上不去一定有再次跌,这双次拉回的二次都是构成下跌中第一个中枢的最小级别的第三类卖点 
- 线段定义为:连续的三笔之间若存在重叠部分,其起和终点之间连线为线段如下图所示, AD 线段为向上的线段, EF 线段为向下的线段。 +27. 看技术买点一定要综合地看如果 30 很强的甚至是 1 也该回补了; 但如果 30 很弱那至少要等 30 分的点出现。 
- +28. 个股按形来操作把级别定好,但千万别太机械了要配合好大级别的,否都按 1 分图线段就机械了。 首先要判断好大级别走势例如日线在上涨中,那 1 钟之类就算走了定要及时买回来,而且最好别按 1 按 5 图甚至更长都可以,除非是急拉,那就要配合好 1 图了 
-![Image](data:image/png;base64,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) +29. 精通本 ID 理论后涨跌的分别就消失了在脑子里只有买点和卖点,没有什么涨跌,达到这种境界就算初步成了。 
- +30. 注意:背驰后不必然出现 反转也可以形成盘整后再选择方向。 所以为什么抢反弹都必须跌透,也就是至少两个以上中枢原因。 
- 下图为连续三笔不能构成线段的两种情形即连续三笔之间无重叠部分 +31. 因为 1 分被看到最低一个图如果要发比 1 钟还低的精确走势,可以单纯参考 1 分钟 MACD 的柱子比。 绿柱比前一波小但股价新低这其实构成 1 分钟的次级别的背驰。 
- +32. 5 分钟的背驰,至少制造一个 5 分钟的走势类型; 但还可以制造更大级别的,但这都要通过中枢的扩展完成。 此,一个 1 分钟背驰当然也可以构成大顶或大底。 背驰制造底部制造第一类买点的中枢扩展,延伸是制造第二、三类买点 
-![Image](data:image/png;base64,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) +33. 对于卖货来说最好还是在上涨中抓住背驰,这样的技巧要求当然很高 
- +34. 第一买点次级别上涨后次级别回调构成的第二类买点,其后肯定有利润但经常会演化成大级别的盘整特别在些超底部里所以那时要看中枢的演化情况根据中枢的次级别的走势来决定大型中枢的第二类买点; 而第三类买点和第二类买点在判断上唯一不同的就是,第三类买点的中枢级别比下面突破那中枢要小。 
-线段还会有两种演变状态一种此线段继续延伸种是此线段被另外一条线段破坏。就是线段不能由单单一笔破坏由笔产生线段破坏不构成真正的破坏,线段只能被线段破坏。 +35. 小级别的背驰要发挥大作用:一种是大级别走势的背驰段里,否则级别的背驰不会引发大级别的反转; 第二种,在急促的走势里,小级别背驰往往反转幅度特别大,这也是特别值得关注的。 
- +36. 二三线股对大盘敏感度不大,只要大盘大跌,行情都会 
-![Image](data:image/png;base64,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) +37. 第一个中枢后上扬一段,如果不出现背驰段,就会形成第二中枢,如果这个中枢的级别比第一个低那这个上涨厉害,所以不用急。任何能第二三类买点完美出现基本比较厉害 
- +38. 果你的资金量不大不能短线操作,那看 30 分就足够了,当然最好日线能在背驰段里。 
- 线段延伸和终止可由特征序列完全确定。 +39. 一个次级别回抽至少在时图上有三段下上下。 
- +40. 你要根据股票自身的走势,大盘的只能是参考,般来说只要大盘不是单边下跌,那二、三线股票受大影响不会太大。 
- 线段的特征序列:以向笔开始的线段, 可以用笔序列表示: S1X1S2X2S3X3…SnXn。 其中任一 S 称为线元素,任一 X 称为线的向下元素。 容易证明,任何 Si 与 Si+1 之间,一定有重合区间。 考察序列 X1X2…Xn该序列中, Xi 与 Xi+1 之间并不一定有重合区间因此,这序列更能代表线段性质。如下图, 向上线段 AB 特征序列为 S1X1S2X2S3X3S4。 +41. 盘整其实可以很简单处理,就是按次级别来看就行了一段段分解操作。 当然有些特别小级别的,就没必要操作了。 
- +42. 每个中枢的 GG、DD 都是最重要的位置之一都会产生阻力或支撑。 
-![Image](data:image/png;base64,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) +43. 选股票要找好买点,在牛市里,第三类买点的爆发力是最强的例如日线上的如果实在找不到,就找 30 分上。 你可以把一些潜力的板块价位不高,周线还没有拉升当成自选,弄个 100,几十只,然后每天在这些股票里选买点,这样就不会太累了。 节奏弄好了,基本可以出了马上可以买别的地步这样资金利用率就高的。 把已经走坏挑出你股票池不断换入有潜力新板块,这样不断下去,一定会有大成果。 
- +44. 盘整就要敢抛敢买,一旦出现第三类卖点进入破位急跌,就要等跌透,有点级别背驰再进入,这样才能既避开下跌,又不浪费盘整的震荡机会。 
- 定义:序列 X1X2…Xn 成为以向上笔开始线段特征序列序列 S1S2…Sn 成为以向下笔开始线段的特征序列。特征序列两相邻元素间没有重合区间称为该序列的一个缺口。 +45. 关于定理三的两个次级别组合:趋势 + 反趋势,趋势 + 盘整,盘整 + 反趋势; 这两个 “次级别” 和连接结合性有关简单说,只要能分解出次级别走势就可以。 
- ![Image](data:image/png;base64,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) +46. A、B、C 三段,不一定创新高没有规定 ABC 三段定比 A 高的,无论盘整背驰,背弛都是比较其力度,如果连新高都创不,那力度就最弱,当然更不行。 这时,根本连 MACD 的辅助都没有必要。 MACD 主要是辅助创新高的情况。 
- +47. 背驰,盘整背驰都是走分段依据; 所谓类买卖点盘整结束的确认最终也要看其内部结构的背驰,盘整背驰。 
- 关于特征序列把每一元素看成一K线,那么,如同一般K线图找分型方法,也存在所谓的包含关系,也可以对此进行包含关系处理。经过包含处理后的特征序列,成为标准特征序列。以后没有特别说明特征序列都是指标准特征序列。 +48. 不是等跌了才问卖不卖,而是涨的时候一旦进入背驰区间套里就要陆续走,当然资金小的可以等到最后几价位资金大就不可能了,第一没走,就要在第二走。 如果是第三卖估计跌很多了。 
- +49. 同级别分解当然都级别的中枢不存在盘整中枢更大问题。 更解成小的,这才叫同级别分解。 同级别分解起始点,必须是前面的走势类型的结束点 
-![Image](data:image/png;base64,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) +50. 散户不定要买指标股因为相对慢点,可以多关注二线股,只要盘整足够,重新启动迹象都可以关注 
- +51. 炒股必须有定的节奏韵律,如果高没走,低位去回补等加仓,这样不好,定要搞清楚向下段与向上段。 特别资金不大就全买,回补如果信心不足,可以分单回补。 只要是先卖的,回补起来不会害怕了。 
- 如上图所示,向上线段AB中,特征序列Xi对应K线为i( i=1,2,3,4) ,其中K线3和K线4存在包含关系将K线3和4包含处理后线段AB的特征序列就称为标准特征序列。 +52. 离开枢后回抽力度越小后面可以期待越高。 
- +53. 在枢震荡中,甚至同时向上两段,都可以用背驰的方法来比较。 这就是背驰方法的推广。 
- 参照般 K 线图关于顶分型与底分型定义,可以确定特征序列顶和底。注意,以向上笔开始线段的特征序列只考察顶分型;以向笔开始线段,只考察底分型。 +54. 级别分解不允许盘整里的中枢延伸,因此 3 段次级别存在任意问题。 
- +55. 历史密集区是历史上多数人都套在这个地方,股票又不慈善晚会,那些没信心,没耐心换手不充分,怎么能大涨呢? 
-![Image](data:image/png;base64,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) +56. 技术不好就看 5 日线,如线,就看 60 分的 均线,这些不破根本不理会 
- +57. 对于散户,根本没必要专门弄只股票热点在哪就去哪? 
- 在标准特征序列里,构成分型三个相邻元素,只有两种可能。第一种情况特征序列的顶分型中,第一和第二元素间不存在特征序列缺口那么该线段在该顶分型高点处结束该高点是该线段的终点;特征序列的底分型中第一和第二元素间不存在特征序列缺口那么该线段在该底型的低点处结束该低点线终点第二种情况,特征序列顶分型中,第一第二元素间存在特征序列的缺口,如果从该分型最高点开始的向下一笔开始的序列的征序列现底分型那么线段在顶分型的高点处结束点是该线终点;特征序列的底分型中第一和第二元素间存在特征序列的缺口如果从该分型最低点开始的向上一笔开始的序列的特征序列出现顶分型那么该线段在该底分型的低点处结束该低点是该线段的终点。 +58. 思维转过来,太猛不理由该猛不猛或想猛猛不起来,才是走的理由上。 
- +59. 对 T+1 的局限是必须考虑的,但一般来说的下跌,如果真有 5 分钟背驰其反弹力度已经足够短线。 对小资金。 
-![Image](data:image/png;base64,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) +60. 除非有较大级别的买点,否则股票都应该在下午,特别在走势不明朗时侯 
- +61. 对技术不行的,本 ID 给出一个最简单方法,中线看 5 周线短线看 5 日线。 
- 那么, 线段的严格划分可以分为以情况: +62. 缺口在今三天整理中能不破,构成所谓突破缺口这样大盘短期的上涨目标就大大拓展了。 这个缺口成为今后行情重要拉与支持力量。 
- , 出现笔破坏情况。 线段出现笔破坏向上线段只考察 X 元素的特征序列若出现顶则原线段结束语该顶。向下线段只考察 S 元素的标准特征序列。若出现底则原线段结束于该底。 +63. 30 分级别操作的,一个 5 分级别的背驰是在你操作的忍受范围内的; 5 分的背驰,正常情况下只能引发对 5 分走势类型的修正一旦该修正的第一个中枢级别大于 5 分那就要先出来,因为这里至少形成 30 分盘整这就是为什么需要类卖点的原因。 
- +64. 一般来说,只看柱面积不看黄白线的,都是代表着相应小级别的比较。 分的背驰可用 1 的柱子面积比较就可以了。 
-![Image](data:image/png;base64,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) +65大盘震荡具体的股要根据自己的走势来决定进出,很多比大盘强的个股就算大盘要补缺口反大幅扬。 个股操作一定要注意技术不好的即使是短线也就看 5 日线不破就拿着,不习惯性乱跑,否则大盘震荡左右挨巴掌。 另外心态一定要好如果卖早卖错了也没必要追高等一个短线买再介入不迟大盘震荡中买点不难发现。 
- +66. 破 5 日线这是通用不精确方法按通常理解,一般是 3 天拉不就是真跌破。 
- 上图向上线段 AB 出现笔破坏,并且特征序列 X 出现顶分型,则 B 点是此线段的终点。 +67. 中枢推移中,其前提就是能出现 5 分中枢,则,这移动就结束了。 所以一个 1 分钟势向下再一个 1 分钟向,如果现背驰或不创新高就意味着一定会形成 5 分中枢。 所以这是就可以先出来。 
- +68要学会用 MACD 黄白线第一次上 0 轴以在 0 轴上形成第二类买点的判断. 
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既然你好大级别的,就要按大级别来思维而不用管小级别的事。 如果你不能忍受小级别的波动,就按小级别操作不能大小级别搞乱。 
- +70. 大盘震荡有些个股会大幅上涨,如果你按大盘来看那肯定要出问题的。 个股按个股的走势如果个股要跟着大盘那自然就表现出与大盘致的买卖点结构。 从这,不难判断股的相关程度。
- 上显示向上线段 AB 出现笔破坏, 但特征序列 X 未出现顶分型,则 B 点不是线段的终点,线段仍延伸中,直到特征序列 X 出现顶型。 +
- +
-![Image](data:image/png;base64,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) +
- +
- 第二,未出现笔破坏情况即特征序列分型中的第和第二元素间存在特征序列的缺口。 在特征序列的顶型中(即向上线段)如果从该顶高点开始向下一笔开始的 X 序列的特征序列出现底分型,那么该线段的终点是此顶型的顶。 在特征序列底分型中(即向下线段)如果从该顶分型最低点开始向上一笔开始的 S 序列的特征序列出现顶那么该线段的终是此底分型的底。 +
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) +
- 上图显示向上线段 AB 未出现笔破坏缺口,并且特征序列 X 出现底分型,则 B 点此线段终点。 +
- +
-![Image](data:image/png;base64,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) +
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- 上图显示,向上线段 AB 未出现笔破坏,且特征序列 X 未出现底型,则 B 点不此线段终点线段仍在延伸中,直到特征序列 X 出型。 +
- +
-**走势中****枢** 相于走势中枢来讲线段属于次级别走势类型,某级别走势类型中,被 +
-至少连续次级别走势类型(线段)所重叠部分走势中枢形成方式有两种: +
-一种是回调形成(下—上—下型),一种是回升形的(上—下—上型) +
- +
- 走势中枢的区间范围确定方法为: 中枢高点为构成走势中枢前三根线段中的次高点中枢低点为前三根线段中次低点走势中枢范围为中枢高点与中枢低点构成的矩形区域。 具体见下图。 +
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) +
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-走势中枢缠论中非常重要的概念, 有以下三种论述。 +
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-第一, 走势中枢延伸。在盘整中无论是离开还是返回走势型必然是次级别以下的。 某级别的破坏当且仅当次级别走势离开该后,其后的次级别回抽走势不重新回到该区间内。也就是说走势中枢由前三个次级别线段重叠部分产生之后若其以个次别的线段返回中枢其过程是走势中枢的延伸。 +
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-![Image](data:image/png;base64,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) +
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-第二, 走势中枢的新生。当一个走势中枢产生之后,以一个次级别的线段离开中枢,跟着的一个次级别线段若返回到中枢区间,称其为走势中枢的新生。 +
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-![Image](data:image/png;base64,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) +
- +
-三,在走势中枢新生中级别的前后两个走势中枢区间是不能有任何重叠的,这包括任何围绕走势中枢产生任何瞬间波动之间的重叠如果连续个次级别线重叠区间虽然和前面的走势中枢任何重叠,但围绕该走势中枢产 +
-生的波动触及前面走势中枢延续时某个瞬间波动区间,就不能认为该走势中枢是走势中枢的新生而只是走势中枢的扩展,就产生了一个更大级别走势中枢, 即高级别走势中枢。 如下图中枢 2 中某一线段低点 ZD触及到中枢 1 的范围内那么中枢 1 将拓展中枢 2 将成立。 +
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-![Image](data:image/png;base64,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) +
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-**走势类型**根据缠论完全分类方法完成后市场走势将为盘整和趋势两种走势类型。 +
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-盘整:在任何级别任何走势某完成走势类型包含个走势中枢则称为该级别的盘。 +
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-![Image](data:image/png;base64,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) +
- +
- 趋势:在任何级别的任何走势中某完成的走势类型至少包含两个以上依次同向的走势中枢就称为该级别的趋势。向上趋势称为上涨向下趋势称为下跌。 +
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-![Image](data:image/png;base64,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) +
- +
-由上图可看出,两同向走势中枢的连接段称为趋势向上则为向上趋势,向下则为向下趋势。 +
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-**分析**缠论作为一种择时类技术分析买卖点分析处于核心地位。缠论中共有三类买点,买卖点依附于走势中枢而生买卖点与走势中枢区间位置着密切关系。 同时买卖点判别也涉及到物理动力学中背驰问题。 +
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-“缠论中所有( 包括 K 线系统和均线系统)最终都可以归结某级别的第一类买卖点”而背驰与该种买卖点密切相关任何逆转都是从第一类买卖点开始的,无论是买点还是卖点,必然都对应着某级别背驰。 因此背驰与买卖点必须结合在起来讨论。 缠中说禅背驰-买卖点理:任一背驰都必然制造某级别的买卖点级别的买卖点都必然源自某级别走势的背驰。 +
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-**背驰**缠论中背驰分为:趋势背驰和盘整背驰。 +
- +
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- 趋势背驰的发生必须在至少两个同向同级别中枢基础上是指围绕最后一个同级别中枢前后次级别走势(线后面线的力度要弱于前面线段。所以说趋势背驰肯发生在第二个同向中枢之后对于个日线以上级别第二个中枢就可以密切关注背驰而对于 1 分钟小级别的情况, 第二和第三个中枢背驰的情况占大多数四、五个中枢以后才出现背驰的情况就相当罕见了。如果趋背驰出现创新高或新低,将构成绝大多数的第类买卖点。 +
- +
- +
- 盘整背驰是指在第一个中枢就出现背驰这时不能算作是趋势背驰,只能算是盘整背驰。盘整背驰的技术含义在于企图脱离中枢的向上线段但由于力度有限,被阻止而被拉回到原来中枢里面。 但盘整背驰有两点用处,第一点是多数的第二、三类买点是由盘整背驰构成的,是在大级别特别至少周线 +
-以上的,这种盘整背驰所发现的,往往是历史性的大底部。 +
- +
-****一类买卖点****缠中说禅技术析基本原理一:任何级别任何走势类型终要完成即“走势终完成”,意思在于“所有级别的都能分解成趋势与盘整”根据“走势终完美”点, 必然要转化成其他走势类型。那么个下跌走势类型完成后必然转化成上涨或盘整的走势类型所以类买卖点关键在找到个最有利的买卖位置。缠论方法是引入动力学中的背驰概念利用走势中的背驰来确定一买卖点。 +
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- +
- 一种根据 MACD 对背驰的辅助判断方法。 MACD 判断背驰方法如下:首先要有两段向的趋势同向趋势之间一定有一个盘整或反向趋势连接,把这三段分别称为 A、 B、 C段,具体见下图。 B 的中枢级别要比 A、 C 里的中枢级别说 A、 C 线段里面的小级别中枢)要大在 A段之前,一定存在一个与 B 同级别或更大级别一个同向中枢,这说明 A、 B、 C 在一个大的趋势里, B 这个中枢一般会把 MACD 的黄白线(也就是 DIFF 和 DEA)拉到 0 轴附近而 C 段走势类型完成时对应的 MACD柱子面积(向上的看红柱子,向看绿柱子)比 A 段对应的面积要小这时称为构成了标准的背驰。 +
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) +
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-除了 MACD 指标辅助判别方法之外,还有一些其他判别背驰的方法,如均线相交面积背驰方法、黄白线运行位置等方法。 均线相交面积背驰方法以均线为基础定义“背驰”,主要在缠论均线系统操作方法中运用。“趋势力度”概念: 前均线缠绕阶段与后一均线缠绕阶段之间的由短期均线与长期均线相交所形成的面积。利用均线相交面积判断背驰要是考察同向趋势中前、后一段时间短期均线与长期均线相交时形成面积。若此面积越来越小说明趋势力度越越弱就形成了背驰。 +
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-黄白线运行位置方法判别如下:在一个下跌趋势里,于 A+B 中枢+C 走势情况, C 段对比 A线创出新低,但 MACD 技术指标的黄白线返回 0 轴后不再创出新低,就构成了趋势底背驰。 +
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-**二类买卖点**二类买卖点的定义:第类买(卖) 点出现后随着第一次次级别的上涨(下跌) 结束接着会一次次级别回调(上升)这个回调(上升) 制造出的低(高) 点,是市场中仅次于第一类买(卖) 点的较佳买入( 卖出) 位置,称为第二类买(卖) 点。 +
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- 从时间顺序来讲,二类买卖点发生在一类买卖点之后。从次级别的角度来看, 缠论定律一:任何级别的第二类卖点由次级别相应走势的第一类买卖点构成。 缠中说禅第二类买卖点与中枢的关系也比较特殊可以现在最后一个中枢任何位置对于二类买(卖)点的位置出现在枢下(上)的后的力度值得怀疑,出现扩张性中枢可能极大若出现在中枢区间围中出现枢扩张和新生机会对半,若出现在中枢(下),中枢新生的机会大。 +
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6ixj6qre7v8EBoot71FjH1VW93f4J6ixj6qre7v8ABAaKLe9RYx9VVvd3+CeosY+qq3u7/BAaKLe9RYx9VVvd3+C0nsfG9zJGlj2mxa4WIKAhERAdj+yihpMR/aBRU1dSw1UDo5S6KZge02YbajqX0DxN0X6OYV3OPwX4N+xv/vJof+XN/huX0mgKXibov0cwrucfgnE3Rfo5hXc4/BeqvSfDqKsqKWXhy+CMPJjhc8OPO1ttrhdt92du9bdFi1JXUZq2OdHE0Xc6ZhYG7xc6tR1GxNiEBpcTdF+jmFdzj8E4m6L9HMK7nH4LdOMYWHMacSpLvcGNHDtu5xNgBr2krBiekOH4TJwdS95flzAMF78oNIvsBu4aiRq2XsUBh4m6L9HMK7nH4JxN0X6OYV3OPwW5Q4vRYjFJJTSZxETcAXcRcgOAGsg2Njz8ywy6R4XHG94nfJkaHFkcL3uILsosALm7gR8dSAw8TdF+jmFdzj8E4m6L9HMK7nH4KwxCvhw2gkrZw7gowC7KNesgc9t6yQVdPUue2CZkhZbNlNwL9aAq+Jui/RzCu5x+C+ff2rUNJh37Qa+loaaGmgayItihYGNF42k2A1bV9OL5q/bF/wB5eI/8EP8AhtQHEIiIC90R0Rr9MsSmoMPlhjlihMzjMSBYEDmB18oLr/kI0m99w78R3lXv9gn9ca//AMvd/iMX76gPn/5CNJvfcO/Ed5U+QjSb33DvxHeVfQCID5/+QjSb33DvxHeVPkI0m99w78R3lX0AiA+f/kI0m99w78R3lT5CNJvfcO/Ed5V9AIgPn/5CNJvfcO/Ed5U+QjSb33DvxHeVfQCID5/+QjSb33DvxHeVfn+L4ZNguL1WGVDmumpZXRPLDqJBtqX2AvlPT/8Ar9jn9tk/VAc+iIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIBtVjJ/1RGI2f6bIwF7/AKEEeyNzt+7YjGjC6aOocAayXXG13+6bzOI3nm7dyrnOLnFziSSbknnWX/I+r+/T+ydgrXAKuKhqZKmeMyRMbZ7WmxIJt/NVSsm0Rp9H3VzyC2pk4KMA7C03Nx2K7L41bfY/6Oso6HR3C6jFYqqRojqWkUjnkgOY6PMB1ay3WdaoNLX0TqmiNA0iM0zSdls3sm1ubkqvxfE/WU8bmtcxkcMcYaTztYGk/kteqqjUx07MmXgIuD27dZN/zVjLVVT5JP7b+JgREQkN9ofFXlzvKo2+0Pirzk9a583I9j3ZtL7eZSZTe3Xbaoym32XRF0HkaE5Tf8tqjKURBoTlP+SmUqEQaH63+wAWxnF7+7x/3iv3Ffhv/R//ANc4v/Z2f3iv3HYEIJRcrU6SY3BJJEMIaHvl/o+fPymC5IsByn5Wu2Gwu3aASOgw2sOIYfDWZWNbO0PYGuLhlOsHWBrtzWQG0ixy1EMDo2yzMjMr8kYe4DO6xNhvNgdXUuYxjTCowvF4qL0AvEjrtsCXFnBvJzW1MOZgsSdYzauSUB1aKnpsbdPgLMSEcMpIt+7mbklP/wBNwJvc6gDYpQ4xWYlI00+HtbC2d0U75ZS0sAbe4bluTcgWNufYnOhellwip8Tx6Oir6SmhfDKXzmOpaHtzRDg3PBNyA3WG7d/WrChq211HHVMDckozMLXh4c3mII1G4sUBsL5N0xBOmeM/26X+8V9ZL5M0y/rnjP8AbZf7xQFPlKZSoRCdDuf2Ngj9pNB/y5v8Ny+k18wfsvxagwTTujrsSqW01MxkodI4GwJYQNnWv3b5TNC+kFN2O8EINDSf0mSvd6NBDNEamnZwjA1ogHCNzZnFhu5xNsoOzWeu30dmbSwV7DSzxwR1jgx3BPJkJALiGiNtmgki9rajrWt8pmhR26QU3Y7wU/KZoX0gpux3gi0D1LubFoYonPbT1kpaLhjKSS7vhcALm9JqOTFqqOkZTU9fPw7XtgMpyQsaQS94DdTiBlBcTrdqG1bPymaF9IKbsd4KB+0vQobMfpR9jvBAe8DlpsuItgrG0zQW8JTTzvc6kOwizspYDqtY25xqWnSmbCaiqxEPPofAxwemuoy4PcC9zpXNa4Egl4u4Cx1nUNa2vlM0L6QU3Y7wT5TNC+kFN2O8EHUe8WkbU42yGSVtRTRQiCogE0jG8M9zXR3DQRsaduzMN62dGqnhXVjXTvkdM9tVE1z5H5YXtAbreAdrHauZafymaF9IKbsd4J8pmhfSCm7HeCLT9+4Z1K+a/wBsQJ/aViP/AAQ/4TV+1/KZoX0gpux3gvwj9p2K0ONaeV1dhtS2pppGxBsjb2No2g7esIDlMpTKVCITofqH7BBbTGv/APL3f4jF++L8C/YJ/XGv/wDL3f4jF++oQcTic+JjEKuKPF58lRUsp3tga79wS24a05DbkkG4N7m/8IvcKnrpcDjnrJpmVOciQGDMRY5dTQ0EA2zC4Jsdqw1eidLW4hDX1Do3VEU4kFoQGgc9hzuOq7nX2arDUtvDcEbhlK6GCsmDpJnzSSBkYL3OPOA2wsABqA2Ittf3b1D30/d/QmOaWSshi9MqxrLiPQnNa8AbHOLbDbvBNviqHSGsxpuJQDDZxwUtRFEQ9xjjzB97NO15IBzAarA8+o9M6jndltidU2zgTZsXKAOw3ZsOzVr3EKvqNGKOvqxNXRwOZHm4KKKIMDXEWzE7S4Amx1WudV9ac0OTNagxKpp8CqnYhLUxz0ryw8JEzhibBxsMxa8G9xl5tW0LDh+JVVZLOytx2Cm9FqYmu4Ix2kvGxxbdw2FzrbL21bdatsPwysw+mlhbWU73OfdkvogY7Lb/AG8rgHO6wB8F5jwM0zo5aTEKiObhuFqHus8VN/aDm7BqsARYiw5hZTz/AH9/eY5GHFK2rqq8YfhrJhPSSwzTvBaGmN2bV7QJ9k6luYLWvxHD/Snl3LkeAHMDS3K4ttYE84POtWowB9TPPUvqohPMXjhBSsJDMto2673ynXfnJOoA6t7DqA4fHLE2Rphc/NFG2IMEQIFwLbbuzO/9VlCD3NxfKmnwJ0+xz+2yfqvqtfKen/8AX7HP7bJ+qAoMpUZSiIToTlP522qLG1+q6Ig0Jym9uu21RlNvsuiINCcpvb7NqjKURBoSGkm3XZWuPYKzCJomxzGUSNvrFrEAE/qquJjpZmRtF3OcAPiV0ekFMxuj9FUm/CmsqYzr1WBaf5ouaInolLrrwb8jm8pTKVCIToTlKZT/AJK2ZGNDKOzRyma9W3llYqsBtZO1oAAkcAB8VVM0lClfZ46mLKVOU3t122qEVjPQWNr9V1OU3t122qEQaDKfyupym/5bVCINBlKnKf8AJUIg0JylMpUIg0JylMpUIg0Jyn/JUZSiINCcpvbrttUZTa/VdEQaE5Te3Xbaoyn8roiDQnKf8lRlKLawuAVOJ08JIs6QXuL9ahulZaEeOSiuZ7wrCqjF8QZQ0+XhZAct+cgE2/JZWUhwyM1FZD/SMxbFBILWI2ucNwOoDnPwXZxaP4fooML0hbXSlz2B743Ae0QCALDZYuP2W51y+lsc02PVtc55kZPUy5CbkgNdbXuGsKsk5Nx6N/x+TCORScWtnfgzRwx5nx2lkqiJA6dpkL9dxfnVrLo8yqxJzYZ2OZUSZmPYOSxplLNW/YFXwYfVYa+mramAcFLC6aFxOpwFwNnXZZaPH5KSko4WDlU8wJuNTmB2YA/aSmqdLqOtRg423r839UvH+mVcVJUVDnNghfKWNzODG3sN+pbFdBLBBSxSDK7I4lt9Y5R27l1bMSo9FauTEaGiBirqdjWNLycgcDmPX7N1yGIVr8QqjUSAB7vatzm5P81O7IS4Y6815mtlNvzU5Te3XbaoRWMtBY2v1XU5Te3XbaoRBoS1puO1XeUqjb7Q+Ku1z5uR6/uyql9vMpERF0HjhERAEREB+tf9H/8A1zi/9nZ/eK/cSbAm1+pfNn7L9NMP0LxCvqMQilkbUxNY0RC5BBuv0f5dtG/dK37o8UBeS6M178XpqtrRwAqZpXQycE513sfynvynnIaGjNYb+a3wrBGeqKaHGKOkqKiIOytMTHNhaXEhjeSBYCw2C9lxny7aN+6Vv3R4p8u2jfulb90eKcqHOzv48GwuGRssOG0kUjNbXsgaHNO8Gypn4JiM1ayopJpKNlLmkjbLwd6iUi2Z+Vp1Zbi5ubuvbVr5n5dtG/dK37o8U+XbRv3St+6PFAddTUTn4Q+KpwiozyTPe6ndPGGlxN812EAtJ16xfntdeaDCK/DpoA8ekxzzvmqHR1MjDC8ku2E2kbsbY2OwkHm5P5dtG/dK37o8U+XbRv3St+6PFAdVHSYrFUVtVBTTRmukdK+IzRcktyRtHsn2mNzbdRFjtVnglLJQYVDQSRFjaQcBG4vDjIxuprja1iRa4ttuuC+XbRv3St+6PFPl20b90rfujxRaA/TV8maZf1zxn+2y/wB4r9m+XbRv3St+6PFfiGkFdFiekNfXw34OpqHytB2gON7Hr1oCvREQBERAEREAW5htNHUzTCUEtjp5JNRtrDSR+a01Y4Pq9Oduo5PzsP5q8FckVlsVyIioWCIiAIiIAiIgLjRnSrFNEsQkrsKfGyaWIxO4RgcMpIP6gLp/lr0z+npO7BcAiA7/AOWvTP6ek7sE+WvTL6ek7uFwCID9JxL9sGmNDXy07aqle1ti1xphrBAI/Vavy16Z/T0ndguRxnlyUk30tLGSesDKf7qrlaaqTorF2kd/8temf09J3YJ8temf09J3YLgEVSx3/wAtemf09J3YJ8temf09J3YLgEQHf/LXpn9PSd2C4nE8RqMXxOpxGrcHVFTIZJC0WFyb6gtZEAREQBERAFnoaGfEattNThpkcCRncGgAAkkk6hqCwK50YpjNiEsrrtgjppuEeLagY3bL7T1LLNPgxuXQiVqzcdoDjQpXTj0V3Bl3CgVUdowADcnNbYfyVZ6jn98w7vsXiuywQPxHRKGioyyBj62UNiza3AwkNc63WD2LhIsPqZ6yGkhYHzTWyNBte/xVILPVya7vUpFtyarb8v8ABv0WCTtroHel4ebStOqtj3/FdNTaO1GN4JWt9JpnmOeaWJjKljw0kNdtvYezrXOjCW0uNUzHO5Ho7aogdTc1u0LZ0e0rZglJPAaV0rpnvN81gA5uVSlkcv5dHLr7TpmnHF95V2qNLxZs4NobMKyjkrH0ckNTwreD9IYbkDm169e7YqQ4BUi96rDxbUf6bHq/NfomM4hR4Fi+EujYHFryTGDru/ISernK4gYc6eTH2PY8ywuuxrdd3cJa3XtU8OS38y36PUyVOMXycb7N9D3Lo1V+jU0npdBliia4/wBLZ/tPNudatbgVQK2YmqoG5nki9ZGNV/iuhqcCkjweFri8vLIo5QG+wGyDX2uVBpFTySVhlY27IaeMvN9l9Q/NRGORpPi8PU2zvhlKPJNLuS/Jreo5/fMO77F4p6jn98w7vsXiq1FbhyfV4ephoWXqOf3zDu+xeKeo5/fMO77F4qtROHJ9Xh6jQsvUc/vmHd9i8U9Rz++Yd32LxVaicOT6vD1GhZeo5/fMO77F4p6jn98w7vsXiq1E4cn1eHqNCy9Rz++Yd32LxT1HP75h3fYvFVqJw5Pq8PUaFl6jn98w7vsXinqOf3zDu+xeKrUThyfV4eo0LL1HP75h3fYvFPUc/vmHd9i8VXOa5tswIuLi/OFCcOT6vD1BZeo5/fMO77F4p6jn98w7vsXiq1E4cn1eHqNCy9Rz++Yd32LxQYFOSAKzDtf/AI2PxVastJEZ6yGIGxe8Nvu1qGsi/wAvD1JiuJpIs6rRmrpJRHJWYfctDv8ATIxqPxK3sGwOejFRitQYJqKmieJXQVDHm5BAGo85IV9ForQ442kxF8smTPwUzTZoAbnBtv1tCaQUcGj0OOYbDIXUz6SI07G7GDhADfeb7SsMzy8NJ3snp0vt3NMMlHMk9Grfd60cTW4xW17DHPM50QLSyO5yxhosABzalc0WlUswjpJ6WKR88mSSRw9prgAf0uuYUtc5jw9pIc03BHMV2KKRlbSpdDXfa8zoNLcVMuIyYZSzXw+ikdHTgW9m4uLjaLhc8pc5z3l7iS5xuSecqFJVXVMz1NbPVNiZK8lsUbY2tGwAbP1WBEQkIiIAiIgDfaHxV5mPV2Kjb7Q+KvLD5wXPn5Hse7LqVdXmUaIi6DxwiIgCIiAIiIAiIgCIs1LSyVk4hitnLXEAnbYE2/JSleiD0MKIigBERAEREAREQBERAEREAVjhfJpcSfupcva9qrlY0GrCMUd/BG3tePBXhv3/ANFZ7FciIqFgiIgCIiAIiIAiIgCIiAsa395g2HS7S3hIifg64/vKuVi395o28bTDVg/AOb/+qrlee6fUVjzQREVCwREQBERAEREARFtUlI2RjqipcY6ZhsXDa8/Nb1/oolJRVsCkoH1DDPITFSsP7yYjUOobz1KzwioNXigpqdnBQNp52xx35zE7WTzkqpq6t9U8ckRxMFo4m7GD/POrHRX/AF9H/wAqX/DcufLFvHJy6GTdbFpglZUYRVUtO+ZsTI5mcKTawtI9pNzzWJW+Y6WjqZsepI3OFJTci/sZxIWD8h+q53SefPiro23GQFruvlE/zQ48BoucHZEczy3O87g97tX3gt4xTu+s0zZZQcfhq/439r/JtV9aZ8Lw/EHNEcjaV1M5zdrzdwBP2Cy5xvtD4qzmxds2jVPhRhAfBO6QSAbWkbD9t1WA2IKtzsyTfAo9vi35UdRp1WuOlR4JxHARw25xmDAbrpMIrGs9V1kjQfW1QxrCBYlwnLnE/kvzzEaptbiNRVMaWtleXAHaF2GEVTaii0Qja0g0+IujcTznOHf+5W0cr6/MwbnHCov6Wn9otHRVNRwtFiLwAMjntGu97VEYVBBitHX0mERStijlqwaSdzRmIF3WPVrc0rHgWNxQV2L4XU6+GdKIOTflF4cb7hyVxXDPDWsB1McXN+Jt4BV/i0ly/LN6eXHOc1/Juv8A1jqWGNYHUYLKxk1zmuCebMNo/MdqrFcYpXT4lhENXUuzSyVkpJ5vYjXmn0axCqroKSFge6aITNLddmlpP8ipe+hnFtQbk9r17/wVKL1LFJDK6KVjmSMJa5rhYg7iF5UGgREQBEXUUOGYVVaOTPqZ46apZkkjJ1OkABBaCfiD9ihui8MbnddXi68zU0a0bGPzvgM4ic6IujcRqBDmjX1ayqWeIwTyQuNzG4tJ+BXQaSNpsGkp6HCqiYx8GJuFLrFweAbaratS81rsIxONxaXx4hK4vbYjIS7IQ0m3/EpXQ9ys1TUk/laT7LVlRQwGoFQ1rM7mwlwHwI/ldaq6agoarRWuFfWCLkNByB4OcZgCL79o+xeKnR2hNAzEKevjEL5CXAuvwTSRlaRtvYnsVVzNJLSKrdNmzh8mDVdLDh9Vh7pax1L+7kabcoNkN9X/AKRbqXKywyQPySxuY6wNnCxsdYWeqqzLWungLogNUeU62gC21WeKU1TVaPYfi8rxIBenc5x5WonKPgALKy/jqY5KWVuLtP8AfEo0REJCtsAoJpcTgnkheKeMGZ8pacrWi/KJ3XCraenkqpmxRNu49gHOTuC73Epaal0PfhlHOyT0ejbwzmCxLnSA9lj+ayyS/wAFuzbEnFrJyTRRQaUup8SgyOd6DTZy2O3tvIJLuq7j9gWA4nVYtR4xUVTgXcCywAsGgzNNh2qiVlh3+qcX/wCRH/isVZxUYJLpX9oybcpcTK1ERbkBERAEREAREQBERAG+0PirtUjfaHxV5m6h2Lnzcj2Pdm0vt5lJyb7Tt3KNW87ERdB5Fk8neexRq3lEQWTyd57E1bz2KEQWTyd57E5O89ihEFk6t5Tk7z2KEQWNW8rZw+oFJiEFRc2jkBOrm51rIidOyHqqNnEaYUmI1FOL2Y8hvwvq/Ja/JvtO3crDF/3zaOs28PTtDjvc3kn9Aq5Wmqk6Ii7Q1bzsU8m+09ihFUtY1byp5O89ihEFk8neexOTvPYoRBZPJ3nsTVvKhEFk8neexRqttKIgsnk32nbuVhSWGA4gd74W/m4/yVcrGLk6OVB+fVRt7GuKvDf7MpN6Ffyb7Tt3KNVtp2IioXsnk32nsUat5REFk8neexOTvPYoRBZPJ3lOTvPYoRBY1byp5O89ihEFjVbaVPJvtO3coRBZY4faTC8ShG3g2S/dcP5OVfyb7Tt3KwwTl1c0H09NKwfHKSP0Vcry/imUT+ZjVvKnk7z2KEVC9jVvKnk7z2KEQWTyd57E1byoRBZPJ3nsUat5RbVJSNkY6pqHGOmYbEja8/Nb1/oqyairYJpaRkjHVNQ5zKZhsXW1vPzW9f6LxV1ZqnDVwcbBaOJuxg/zz86irq3VT28kRxMGWONuxg/zzrAqxi2+KQsnk32nbuVvou5jMba5xIDYJiT/APbcqdXWiFjpFC0lozRStGYgAkxuAGtVzusUn1MtFcUlHpNTGqiCqxaeWF5dGXanW2haGreVZHR7FL/6M38VninF7FPdm/is8U+Ni+pd6IdvkV3J3nsTVvPYrHi9inuzfxWeKcXsU92b+KzxU/GxfUu9DXoK7k7z2LbpK2ZktLEKh7YoZ+EYAbZXEjX+QWbi9inuzfxWeKcXsU92b+KzxT4+L6l3ohq1sexMGaR1U8T7kPmc1w1g6nKr5N9p7Fb0mBYlFMXPp2gZHj/tWbS0gc/WsPF7FPdm/is8VX42Lib4l3o02xRj0N+R0ui8OHP0Pqn18TXgVBbG9wH7tx4PXr+C0TpBHRUOGVMDnivhmu6RjgP3TCQ1p+Nyq4YPi4oXUvAch0geBw7LA2IOq/w7Fh4vYp7s38VnirfHx3fEu9GbguBRrm2/uqo2NIxTzyQYlDIXPrW55d2cBub8ybqm5N9p27l0sWE4rLo3PRvpmOMM7JI/3jLtBuHc+y+X8lr1GiOM3jfDh7ix0TXcl7TzC527L3SWfFf8l3ojFjahS5GjQ0JqcNr5RYcBG2S5G3lAEDtC0LNvtO3cuyw+kxLC9HJYH4eySSolIyvlYAAC0326xqssVVgVbT4vh+LNpIzDII5pGQvZZjgeU3ba/JOpVjmxu/mXejbOvh8KWrr1Oehwisnnigiic+SWMSNDRfURcdq81krw2OlkY+MwABzHtsQef+S6evZUPpYo8Ow59PK1sbHyuqGXLWWItytRzX+yyq8XwzFMTxeqrfRhaaQuF5WXtzX5Ss8uH6l3oxxzyVTW5T1NVJVyNkmeXOaxrBq2BosB2BYgQ0ghxBFiCFY8XsU92b+KzxTi9inuzfxWeKfHxfUu9E1yow1mIurKWkgfe1Mxzcx1lxLi6/5rVDy1jmBxDXWuN6sOL2Ke7N/FZ4pxexT3Zv4rPFR8bF9S70SrWxXcneexX2jgfiefB3h0sPBSSsjv/vA3k2/zzrS4vYp7s38VnitrDsPx3Cq1lXSRiOVnPwrDq5xtU/GxfUu9EO+gs8G0YcYap2qZ0lHIGtewch2QOGveqOTRzFIsQhw99JIKqeMPbHa5AJ2m2wLqMar8bqJ6n0CIRiaYycIyVrSRrFrX2EWWeur6+qwNkjaRseMHhITMyVt2xEggXzfEdSq8+NQdSV9qJnfxo0vka16VuykmwSSjwKeSicKtrS01ksR9huYjKPtGv4hUr8QDoqxnB29Jy7D7OU7OtWEdHpFFQyUUd2QSuzSNbMwZ/jr1rU4vYp7s38VniohkxR14lfai03a4UtCu5N9p7FZYdb1Ri2s/9hH/AIrFHF7FPdm/is8VtRYdVYfg+KOqmNjEkUbW/vGkuPCNOwHcFGTLjkklJbrn1oquwpOTvPYnJ3nsUIukiyeTvPYnJ3nsUIgsnVvKcneexQiCxqttKnk32nbuUIgsarbTsU8m+07dyhEFkttcayrvk7z2Kjb7Q+KvMp3Lnzcj2Pdm0tOjzKNERdB4wREQBERAEREAREQBERAWI/pGjpG11JUX+DXjxb+arlY4P+9dVUZ1+kU7g0fxN5Q/RVyvLVJlY7tBERULBERAEREAREQBERAFY7NGv+Ks/Rn/AOVXKxl5OjlOPn1UjuxrQrw59hWXIrkRFQsEREAREQBERAEREAREQG7gsgixqkcdhla0/A6v5rVnjMNRJEdrHlvYVEbzFKyQbWuBH2LdxxgjxqrtsdJnH/q1/wA1f/D7/v8ARX/I0ERFQsERbOHUgraxtOTlzggHceZCUrdGsiy1dNJRVk1LKCJIXljgRbWDZZ6WljbF6XV3EANmMBsZTuG4byqyko7kLXVHmkpGyMdUVLjHTMOsja8/Nb1/ovFXVuqnt5IjiYLRxt2MHj1pV1s9Y9pldyWCzGN1NYNwHMsCrGLb4pbkhEWRtNM+ndO2Nxjb7TgNQ2eIWhBjVhhlBPJikMcbQ4tbwzteoNAzE9iwerqn1e6uLLQNc1uY85N9n3SryuqafD6SmmpZIjVOojTTs+JcCT12sqvoNcaq5c1+GzmjtKIisZBERAEREAREQBERAbtBLHHR4i17w10lOGsB/wBo8Iw27AV1k2MU2HMoKMETO9CNNIQbZSb6/wAwuUwekira4xTXyiKR+o21taSP0XjF2huLVTW6gJXAdqpJW0jfDJY4Tl0teKdnqvxB1exmcWc173WA1AG2z7br3S4o2nwmrw+SljmFQ5rmvcTeItvs7Sq9FZKlSM8k3klxT1f4CIikoEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBvtD4q7VI32h8VecnrXPm5Hse7NpfbzKNERdB44REQBERAEREAREQBERAbFBU+iYhBUc0cgcfhfX+SnEqb0TEqiAeyyQhvw5vyWsrHF/wB8yjrNvD04Djvc3kn9ArrWLKvSSK5ERULBERAEREAREQBERAFY1erAsOG98zvzaP5KuVjX6sIwtv8ABI7tefBXjtLs80Vluv3kVyIioWCIiAIiIAiIgCIiAIiIArHGuXNSz881LG4nrAyn+6q5WNd+8wfDZedokiJ+Drj+8rx/iyr3RXIi3MLpRV1Ekbh/uXuBtsIFx+izbpWawg5yUVzNaCPhqiOK9s7w2+65VpDhtZh9ZUvIsKUyRmRp1BzRzdoVrxJrsNko6mqLWtGaSZtxdgY4bN/tArbxjFcMlw2sa274Jq50sZtbhgQ0kA7QLjWVScuHQvi4WlkvS34JGDSugwn0uLGYKsVFPUNJla1xLpJr3cL7tY19W9cpVVUlXNwklhYWa1os1g5gBzBdDhOkXCwz0VZHAWln9GBZfg35mgADZYC68SaJ/wDV5fFVNdWCR+Wn1XewODWnqvfnV6t8T3ZyYYuMOF8ufV+6HOLNRwiorIYXXtJIGm24lWGFYO6WY1NZE70Knka2pLTrAIJH91Z3HAqOKCroKqd9SIjnikbYNfY6wd2xHtodGNJzXFtdMmbRd0WPYhhjKgPFCwyF9vaaAD+hVlV1uH4VjEkMbBJhk9Lw8cTxsc4B4At/EALFUkmPPloZopIG+kyhjPSWnK4MaLZeu9h2Krc9zw0OcTlFh1BN2Qvliqeta9tp+FHWM01hgw+TDIMOYKJ4lFn8pzcxJbbdbUuWqZnVNTJM7a9xKxopIvfr8giIhAREQBERAEREAREQFno9IyLEyZHhgMErQSbXJYQB2rQqSTUykm5znWfisYJBuDYhCbm5QnlQREQgIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAN9ofFXdlSN9ofFXmY7yufNyPY92bS+3maOKUbKGpa2MOdG+Nj2udz3aCR+a0bjdzLsp4pMZ0dZQzVlDwuHRNMbxUsOYZstju1OA+xc+cDkBsa/DwR/4pqu82PpPGi5Pcrrj5oUXG5W0GjtTUzsggrKCSSQ5WsbVNJJUS6P1EEjopaygje02c11S0EfYnxsfSW1Ku4+alxuWxXUEuHzNjldG7OwPa6N4c0tOw3C1leLUlaFk3HzUuPmqEVhZNxuS4+aoRBYuNym4v7POoRBYuLbOZWQIqNH3arupKgG25rxb9WjtVarHBv3r6mjOv0mncGj+JvKH6K8N66Sk3pfQV1xu5lNx81QioXsXG5TcfNUIgsm43JcblCILJuPmpcblCILJuPmqLi2xEQWTcX9nnVhinJpcNZb/5W/a9yrlY4xq9Bbuo4/zuf5q8f4so3qivuL+zzqLjdzIioXsm4+aouNyL3DDJPK2KJhe9xsAOdQ9BZABdrDCQNyi43L9RwPFMOwDDBQVs9O+Wqpi1rw3LrIAtybAjbyjr3FczTYNo7URyU8lRU0dXNLwUHDAPaCHWzXFtW3euTH7RKVuUGlej3vzNp4pQk4vdK32HKXG5Lj5qv36IzyyMiw6uo66XLd7I5gHN122Otq1hVVZhVfQSmOqpZIiHlgcW8knqOwreOWEtmZyUoumalxuU3HzVfww0Fc2fCIYhHUZmvhkJAzSAZSwk8xJv9ipm0U+dokjexheGF5abA7f01rRbWJJqbgtaMFxbYpuL+yNq263DJaNnCcIyWPOYy+O5AcOYrVZG+V4ZGxz3HYGi5Qh2m0+R5uLbOZWQ/eaOmzbmGrBt1Ob4tVau70VxKOsoDTsjjbVRAAtaA3hNx/l//VvggpyabowzTcY8VHCnVqLbEal02CPho9EsSri0GThmRtB2a2uH8yuale+WZ8jzd73EuO8lXMrfV9KxtZHlGUZaUixkdq1u/h1D4rlyNLTpOzC+G59H9mapxqtxKq9b4nIRELiKFhIDza1gOYbLn+apaqrfVzcJIALABrW6g0DmA3LzVVUlXLwklhYWa1os1o5gBzBYkjFt8UtzFOoqK2RmpXsZVwvdYNbICTuF1v1+LyeunVdJK4cG4cG6/MDfsvrVUi0I6V0nQ8bHOgroXUMeWrhDModYMeD7dvtcLda5643IiBafvVXkTcfNUXFtnMiITZNxf2RtUXFtnMiILJuL+yFFxuREFk3HzUuNyhEFk3HzUuPmqEQWTcbkuPmqEQWLjcpuL+yNqhEFi4ts5lNxf2RtUIgsXG7mU3HzVCILFxuU3HzVCILJuNyXG5QiCybj5qXG5QiCybj5qi4tsREFk3F/Z51FxbZzIiCybi/s86i43cyIgsm4v7Ki43IiCybj5qXG5QiCybjclx81QiCybjclx81QiCxcW2Kbi/s86hEFi4ts5lNxf2edQiCyWkXGpXdx81UbfaHxV5YfOC583I9j3ZtL7eZp4LX09BVPdVQmWGVgY5oPMHtd/wC1WuIPZpDiE2L0lHaKnLTPGBcltjd55gNVuxVnpmD/AFRL3s+VbFPjWH01LUU8OFzNZUhrZLVhuQDe3sq/xJPeD8PyeKk4u4vmv3uM8WI4VS4cypoInU9fTuIY9zrudmG3VuINj1qxxPi/jlI/HJ6ioiralruFYbBjZg2+r46rDr6iuf8ATMH+qJe9nyrZosVwaIvglwqYU8+Vs1qq5AuDccnaFnKck+JQfh+SzXFVvY8aS0/otRRQiQSNbRR5XjY4Ekg9ip1baQGR1REBTGGnhjbFCc5eHD2gb2G0OBVStMP/ABogIiLUBERAEREAWegqDSV8FR9HIHH4X1rAilOnZDV6GzidN6JiVRAPZZIcvw2j8rLWVji/76OirPpoA1x3uZyT+gVcpmqk6Ii7QREVSwV9Q6NQ1NDU1kmKQBtOzMWxtc67rgZb2AvrGsXVbheHPxKrETSWsaMz32vYeJ2BdbXYfSUeBenioMVG8cEynj153CU3JPWG3+I+AXPlc5PhxunzNIxdKTWl0UGkGjsmBvzOL3RSFpieRqILb9o2KojY4ysAaSXEWFtutdPo5JW1+EYzlD6iSlpWyMjLc4dy7m4N76iexbeHS6NVUVAyuY2iqoy57Q3M5j8wJaCdoAcAdp2qzlOC+dd34JUoZMkuBUk14/8AZpS0uj9THW15lfEyVxjp2HUWvDQST1Ern6/0T02T0HP6PqyZ9uwX/O6mtw+ponXmjsxx5MjSHMd8HDUVbQ4Zh+KwUsNJUBlYKRznggBpe0nUTzXHP8FpFp6plZytarb8+pTUtHUVs3BU0Zkfa+UEbFZ4/h9XC+KWSB7Yo6eKMv5rhoFu1e24XXYCKfGWyU88DJjG50EodYgkFpHWAV70qxluIVDKanfmp4hmJGxziP5D+a6UorG73OVT4prh1RQIi3MPw6SvlaL8FDmAfM4ckdXWepc0pKKtnQk26RhpaWSrlyMIa1ozPe7U1g3lWlFUQQOmpaZzjCYX8PO0WMmrV8G35ufnWbEsOkyMiouBhwx2UiZ0g/eHLcl1iSSNYsBqPWtWowufDKaqdI+N8UjQ2OSN4IfymnVz7Fm4uf8ALuNMLXEpfuis18YfF6zeynnM8MQDI3nnAACwVlbPXVBnncC4k7BYDXf+awItq5Gbk2+J7nuKeWCThIZXxvsRmabFWlHpTi9HAyCOskLIwRHmcTkFtg6tht1KoRVlFSVNaBOmpLdFo3HXSTCWqoqaaQOvwjGcC8c+ossL357XVk/SWlr4mxVZqYQ0NDQLSNblaWjVqJNnb1zKKnwY1S07PxsE6lxczp8IcynjmpmYjTVlFO1xfTPcI3OcQMvt213A9kmyxVFXjFBUMlhw59HDTuLmFkWsMvsc7n2c651ZoK2qpSDBUSx5TcZXka1Djk6b7fT8Exk4ttc/3zLVtQMco5aeSAGqpw6SGRlg5+Z7eQRz+0StzBsINMabEWzsdyGvezNrDi4kC3OLNF/iFoUmklTDVxVFVT09aY3B15YwHkj+MWd+auaDEIa2ndLHTCljY62ThcwH5CwWWbLkhD+P3v8Af6PT90ey4vava+DM9N6rfe0+rzNKLDsMweWOtxbNUMfMeDpo3AlzAdriNnwVDWVc1dVyVM7y98jiST+nwVppJNIaiOA24MNzDrOsKlV8Fyjxy3Zl7xxQwe0yw49kERF0HnhERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAb7Q+Ku1SN9ofFXmY7h2Lnzcj2Pdm0vt5lGiIug8cIiIDpcJii0hwRuDyVQhqqR8k0LpLBhaWi7b7yRqVecGjbSSn02GSra7kQRHMXAGx1/bf4AqsikfDKyWNxa9jg5rhzEbFf4ZAysxijr4AGMkkyTN+jfl1n4HWe0cyytQlrs/APSL4Vr+/9FEymnkaHMhkc07CGkhT6JU+7S/cK6DSE12CjC6KlxKR0foLZA6nkc1rsz3m9vgQposfNLhDI8Qlr53zTOkDmVTmlrQ0gc/zj+SrGeSXJc/Alarijqc96JU+7S/cKeiVPu0v3CrOrr65tJFWU+JV7Y5ZHsDH1DiRlDTtH/EtvDvXfBxYlVVVWaC7uU6ocA4gE5dqlvKldItCKnLhT50UPolT7tL9wp6JU+7S/cK6SWtjxKCV+F4liNNNHLcQzVDnZoiQL3vqIJP2BalYzHKeZsdNi1TWhzi0Op5nuBNr27CCpfxV0eJnBqSvb99Sm9EqfdpfuFPRKn3aX7hW1LiWMwvcyWurmOabEOleCD2rx64xX6yq/x3eKf7vQi2htCmqJ9HywwSZ6aozAFhvleLG32tHaq70Oq92l+4V2miuNNrITSzySGqaL3kkc7hBvFzt3hc1XY3iElfO+GvqWRmR2RrJnAAX1arroyRmscZWr/fQyhL5nGjQ9EqfdpfuFb+G6N4piuc09M5rIwS58gLQLfzW7UQ47HQ4dVxYlVSNr2uyNFQ64c06769Q51GIYviNHh8FHDilW/M8ySycK4ZnbABr9kfndccp5U1FVb7TojFO+o2aaKXD62eMU1RHT0LCDlZrfKRlzHfrvbcFW1eIYpV4TS4Y6nlbBT3Ngw3e4uJudX8S3tINJKqrdTz0uI1IfPCw1AbK4ctosdV9XPsVN64xX6yq/x3eKQjkjdUXnJ/DhB8tfu/SkWGjVdiOC4tFLGJYYnva2c8ETdmw824laWIMmqanPFSSsY1jWgZDzBePXGK/WVX+O7xT1xiv1lV/ju8VpeXq8TFUrrnXh/wBnuklxOiu2KKUxu9qN8Zcx3xBFltxwQ1RcYop8Nne0tIyOdC4Hb1t/NaPrjFfrKr/Hd4p64xT6yq/x3eKzcMjdqk/3qGhYw0mI4bFLh1RhwcyuLcsz2lzWgXGZpGo2zbepTJhNHhoYaiOeuMrLgQ8nIQ43vt2iyy4FilZVSSU9TNLOAMwdI8uI2atasMQxCPD6Uvc6bhCRkZGS0O33cCCBs2bepYSz5ozUGrfUfQYfdmB+7pe18Xzb7dGlfd1qePUGAx4TSV0rq4Nlfd8bWXfquCwbtdjcjnVViNZQx1obSyVHAQN/dRFmUMcCbEi/wJO9atTpBi9TMZHYhUtvqDWTOAaOYDWvWkZc7HalziSTlJJ5+SFvHjeT/c5p/bb8ngxfClXIr3zSSMYx7yWxghoPNc3/AFK8Ii6SlBERAEREAREQBERAFIkeGFge4NdtaDqKhEJTa2JfI+Qgve5xAsCTfUoREDbbthERCAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAN9ofFX9yqFvtBXureFSTjzPY92XUq6vMoszvnHftUXO87kRXPItk5nbz2qLneURBbJzHee1XeA6RswqeP0mjbPCBlcWHI8tvci/Pr3qjRZ5MUMseGS0Ck0dbVSYlJRUM2HYZNMJKQsZO2Jz3RjhZLNBGoWFgqN+D45IQX4ZXuIFrmB+zZuWgJZGizZHAbgVPDy/Sv+8VnHHOGia7vUu8ja4b0OgoIMSp8NlpKrAa6os/hILwOAa61jfVrFrat4C1X0ukr4DTmhxARG12CneBqFr2tuVTw8v0r/ALxTh5fpX/eKtWTe13epVOlS2u/ubvqPGvquu3f6O/wWaDD9I6U3gosSjN78mF419nUqzh5fpX/eKcPL9K/7xSsvSu71FnRCTSOohlp8Rw3EKuGQammBwLSXhxIOXabHtWpX6NYrDWFtNhuIPieGvYTA4kAi4BIG0Xsqjh5fpX/eKsMP0jxXDZhJDVPdYABsji5ots1Hs+BKmsvSu71K7VWx7fgGkFBUtth1a2RgBa6OJx69RAUUeB4pJWCOXDK02aXFvAvvqBtzb10eHwy6X6ONiNxU4fI48Iwlz3McbhvwuTZKaN9BT8HT1EkTg0gS35QvtN1x5PaZw+VtN9j/ACez7s92T9tUpp0o9mr5LsfSZ3RupZp6aTBMQdDMczWRwOLYmFjrMBA2m7c1vhzLl6vDcbqpc3qitjYPYY2B9mjsUVWHS09QGnEGiIyOY6RxcMjm7QRa5OsbLrXdTTR4h6JLWCO9rSXcQQRcagL67jmXRCGRK7Xc/wAnlScotxsn1HjX1VXd3f4J6jxr6rru7v8ABZxhrzU1UBxWEOpg4k/vLOAGuxy/Zr51WcPL9K/7xWlZeld3qVs3PUeNfVdd3d/gnqPGvqqu7u/wWnw8v0r/ALxTh5fpX/eKVl6V3eos3fUeNfVdd3d/go9R4z9VV3d3+C0+Hl+lf94pw8v0r/vFKy9K7vUWWUGGaQUznOhw6vYXCxIp3eCS4bpBNCyKTD69zGeyDTv8FW8PL9K/7xTh5fpX/eKrwTu9O71NPj5FHg4nXRehu+o8a+q67f8A6O/wXvSPOzHaljrtLcoIPNyRqVfw8v0r/vFeCSTckknnKlQlxqUmv2vwZ2TmdvPaoud5RFsRbGY7ymY7yiILYzHeUzHeURBbFzvKnM7ee1QiC2LneVOZ175jv2qEQWxc7zuU5nbzv2qEQWxc7ypzO3ntUIgtjMd5TMd5REFsZjvKZjvKIgtk5nbz2qLneURBbJzO3ntUXO87kRBbJzO25jv2qLnedyIgtk5nbz2qLneURBbJzO3ntUZjvKIgtjMd5TMd5REFsZjvKnM7ee1QiC2LneVOZ2879qhEFsXO87lOZ175jv2qEQWxc7zuU5nbz2qEQWxc7ypzO3ntUIgtjMd5TMd5REFsZjvKZjvKIgtk5nbz2qLneURBbJzO23O/aoud53IiC2TmdvO/aoud53IiC2TmdvPaoud5REFsZjvKZjvKIgtjMd5TMd5REFsXO8qczt57VCILYud5U5nXvmO/aoRBbFzvO5TmdvO/aoRBbJaTcayrvMd57VRt9ofFXa583I9f3Y3Uvt5lIiIug8cIiIAiIgCIiAIiIAiIgCIiA2sOxKswyo4WjnfE42DspIDh1rr5HmSSRj+UCy5J2m97oi8721axf7yPsP8ATG2X/wAf/oxYhRMqcRooZJZbPdJIHB2uPUCA3cBbUFXSQMOkrZDcubMRr5y1gIJ6760ReifHlZTuJwjEZr/vHviY47wS4kdrR2KvREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAV/opg1JjFS+Kqz2DmgFhsdYPgiKmTSJ1eyJSypPr/oz6SYFRYZC51MHgtEe1175mklcyiKMbtFvbIqOSkuQREWhxhERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBddg2jeH1ui0uJTCTh2ZrAO5Jt9iIt8CTlqYZm1HQqMdw6nooMPkgaQaiAveCbi+dzdX2AKoRFTKkpui+J3BWERFmaBERAEREAb7Q+Ku0Rc+bkex7s2l9vM//Z) +
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-**三类买卖点**三类买卖点定义:第一类买(卖)点出现后,一个次级别走势向上()离开走势中枢,然后以一个次级别走势回调(上升),其低(高)点不跌(涨)回中枢区间,则构成第三类买(卖)点。 +
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-第三类买卖点定理:一个次级别走势类型向上离开走势中枢然后以一个级别走势类型回试,其低点不跌破 ZG(中枢区间上界)则构成三类买点;一个次级别走势类型向下离开走势中枢,然后以一个次级别走势类型会抽其高点不升破 ZD(中枢区间下界)则构成类卖点。 +
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) +
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-**缠论实际案例分**以上证指数 5 分钟数据为例子,完全按照缠论原文概念划分市场走势并根据 MACD 指标方法判断背驰,找出了三类买卖点。 下面例子选择的时间区间约为: 2015 年 12 月 17 日 14 点 30 至 2016 年 5 月 10 日 14 点55 分。这段时间市场走势在顶背驰( 3684.57 点, 2015 年 12 月 23 日 14 点 25 )发生后,市场下跌,形成第二、第三类卖点( 3627.85 点, 2015 年 12 月 25 日 10 点 15 分形成第二类卖点; 3556.65 点, 2015 年 12 月 19日 14 点 15 分形成第三类卖点),随后再形成下跌趋势,连接三连续下跌同级别走势中枢,之后现底背驰( 2647.55 点, 2016 年 1 月 28 日 14 点 50 分)市场转而上形成第二、第三类买点( 2755.24 点, 2016 年 1月 29 日 14 点 40 分形成第二类买点; 2772.46 点, 2016 年 2 月 5 日 10 点 35 分形成第三类买点)市场继续上涨(需去除段市场极端行情), 形成上涨趋势连接两个连续上涨的同级别走势中枢之后出现顶背驰( 3097.16 点, 2016 年 4 月 13 日 13 点 25 分)市场转而下跌。 为了更加详细的阐述, 下面将段市场走势分成四个阶段,并对趋势、走势中枢、背驰和等内容进行详细地分析。 +
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-![Image](data:image/png;base64,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) +
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) +
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b/E3MLDa7Ipm9lKfT6et/kcMbbk76/s1iIi6lCIiAIiIAiIgCIiAk9UeKhSeqFCFYREQgREQBERAEREBLesPGyhS3rBQheQREQgREQBERAEREAUnqjxUKT1QhUQiIhAiIgCIiAno32lRp2oiFsadqno9qhEFjTtVTcubfbXcNipUt2/A7rqFT3I0tv2KejfaVCKksadqadqIgsno9qjTtREFk9G+02uo0tv2IiCyejfaVGnaiILKjaw27OCjo9qHYPdwUKFbGnap6N9ptdQipLGlt+xT0b7SoRBY07U07UAJNgLlHNLXFrgQRtB3ICej2qNO1FU+N8dg9jm3FxcWugIFswtfbwUaW37Fl0OHVFa8FgDIy7Lzjx0bnYBxJ4DVZNRyYx2lnfBLhNYHxmzrQuPx2Lk8uNOnJWXeuBrOjfaVGnas/zDjHsur+hd4J5hxj2XV/Qu8E73H/AKXiTfoYGnap6Pas7zDjHsur+hd4J5hxj2XV/Qu8E73H/peI36GBp2qejfabXWd5hxj2XV/Qu8E8w4x7Lq/oXeCd7j/0vEb9DA0tv2KejfaVneYcY9l1f0LvBScAxkGxwqsH+wd4J3uP/S8S79DX6dqvwQPmc3JG57QRms3YNp+wHuWSMAxkmwwqsJ/uHeC3tPhOKYXgkcseFTGpk51jhzTrlr48oPwDyjy4/wDS8Sxvp6pv7GvEkc1NiFFBGIhmjZHFm6zswBIvxsD2LGocPENbnrJm04gLHm9jckZmj4gKnzHjkk+duF1plc64ywOuTfdYLo8cwGthdE6agqJS6KMmmjhddzg2wzuA6IFzcXv7tozLPjS/siwpZG/i/okcrBQvqnSTC8dMx3TncOg347z2DUrfzVtJJHiE9JTjnJ6Z1QKl4tI086GEN9UWv26n3DV1WF45VObmwqqYxgtHEyBwawcB4m5O8lZOBYHizceoBJhtUInVMQlDoXZS3OLg6bFFOEn7UlXSznN0nJLf/j+xr6TDfKcPqqq0h5oAsDQDc5mh1x2B11gadq6KCgxjDnQtjwqtezm3ucBG4XL2BpB03EArGxLk1iVNidTDTYbWPp2TPbC/mnHMwOIBvbXTeuizY2r1LxLJOORx9e818VvN9R/bj/8Acsfo9q3Y5NY1DhUj34bU/hXtytEZJ0BOz4hYXmHGPZdX9C7wWVlx7+0vE6T4R+H3ZXgsYlnqWBuZxpJcotvyrCgldT1McsZIfG8Obcbwt5gWF4lR1z5Z8Oq2t5l4H4BxuSNBsVnEeTeIwVrWwYbWOY6GJ5JhJ6To2ucNnElV5cbVal4nKO0jExmGNldz8IIhq2CeL3O2j4ODmntaVgdG+0rftwTFqvAzC7DaoTUby9l4XaxusHAabnWNvyitd5hxj2XV/Qu8FzxZsenS5Lbbj65Gn8DA07U07Vn+YcY9l1f0LvBPMOMey6v6F3gune4/9LxJv0MHo9qjTtWf5hxj2XV/Qu8E8w4x7Lq/oXeCd7j/ANLxG/QwejfabXUaW37Fn+YcY9l1f0LvBPMOMey6v6F3gne4/wDS8Rv0MHo32lRp2rP8w4x7Lq/oXeCeYcY9l1f0LvBO9x/6XiN+hhG2Ube5R0e1Z/mHGLD/ACXV/QO8FHmHGPZdX9C7wTvcf+l4lfwMDTtU9G+02us7zDjHsur+hd4J5hxj2XV/Qu8E73H/AKXiTfoYGlt+xT0b7Ss7zDjHsur+hd4J5hxj2XV/Qu8E73H/AKXiN+hgadqadqz/ADDjHsur+hd4J5hxj2XV/Qu8E73H/peI36GD0e1Rp2rP8w4x7Lq/oXeCeYcY9l1f0LvBO9x/6XiN+hgi2YWvt4KNLb9i2AwHGARfC6v6Bx+5R5hxj2XV/Qu8E73H/peJeXAwejfaVGnas/zDjHsur+hd4J5hxj2XV/Qu8E73H/peJN+hgadqno9qzvMOMey6v6F3gnmHGPZdX9C7wTvcf+l4jfoYGnap6N9ptdXKmkqaKXmqqCSCSwOSRpabHYbFWl0TTVoDS2/Yp6N9pUIqLGnaqjbKNvcqVJ6o8FCodHtUadqIqSyejfabXUaW37ERBZPRvtKDLbUnuUIgsIp6PE9yjTie5BQRNOJ7lPR4nuQUQpbqdl9DuUacT3KoBt9ptruUKluUomltp2cFPR4nuVJRCJpxPcmnE9yCgino8T3KNOJ7kFBFPRvtNr8FGltp2cEFBFPR4nuUacT3IKJOwabuChSQ2w93BOjxPcoVohE04nuU9G+02vwVJRCJpbadnBXIYefl5trrGxNyNwBJ/QpZVFt0jcSYU+hrKNzIyRzZMrgbgODi0nsHV71j41C6pqqnFoSH0tRUyZHbDtvqD71nz41HVU2JxZmsywFsLgbGT8PG4W7bAn3BMDgfUwClrskdEIZ5WZ2dN55pxu0X1sQDfQdqjkkrfMk0k6XCN+aX3Rr8MwiStpzUMbzmXO0xgG5OUZbW2m7vsWfiTYqfDcNlrW8/OyJwEcZBj67rZnA9mwcNqx6/GH08b8Ow2Q09IWBsmUAvkNgDmfYHWwBAsNNm29nCJjPOKCWUlk0Zhha4Xa17rhp7NXE37ViKlPjtfr19TWb2NuSd+VfW/Eqwmd+IcosOZOfwXlEYbE3RjBmGgG5dDinNYxyqxWgmnYPKa58FLUdbKXPuGm3ySR8Cb7yufw6BkFTA2RzecdWQ2aR0stzrbgbhZPKCVkMVKIyY5iXy5mCxuJ5he/HZ3Lk4KU6XJfc21o0vm0/NfrzNFNDJBK6KVhY9psWncqF10+G0WMYj5E6YQ1McBewtF3S2ZpHbjpcHtIO62uwhrXUsmHyte01jnwuOwsIMb9n+C3xXeMrel8Tj/wDOr3J/JmiRNOJ7lPR4nuWy0QiacT3KoNvcjMQNSbbBxQUTFDJO/JEwvdwHvt+khbfFYy7B6d7WE5aqbM4DYObgtf4lYFE8xNqJGOLXNiuHbLHM21lm4LHFJRYo2QnLzDTw+WDx4qJ7s3KPsxS4tr7r7ltxoKfDmuYS2vAIIseibt+F7Z1S3nMRw+ngvkbTOe6SeUnI1pyga6n5OwXPAK5WU9LBWz1NY8vzyOcymYbPNySC4/JFteOzTesOqrZKljIy7JAw/g4WXDGe4X29u071yUnL+viXIrdckXHVcNG0xUAu+1nVRuHnjlHyR9u3XWwt4hiM2JSslmDQ5rA3o31sLXN1jdHie5RpxPcukYpHMKqOR8MrZYnuZIxwc1zTYtI2EHio6N9ptfgo0ttOzgtCiXOc62ZxNhYXOwLa1lS6p5N0OdjQYZ5ImkDUgNYde8rVdHie5bCgrHx0b2gNPkp8oju29n54xx2WH6UujLxubVcrfky1iE0pcyEyv5oQxEMzHKDzbdbLDV2onfVTOmldd7rbBbYLfcrfR4nuUWyOk3qk2QtjjWuIxaX/AJHS7v8AwI1rtOJ7l01VhcVeZJMxa+GjpXNNtv4OBtiP8ZKt7HNRbyL1zSNJhVU2jxGKSUF0LrxzNHyo3DK4e+xNjuNirdbSuoa2ameQ4xuIzDY4biOwjVUTwPppnwzNLJGGzm8Cs+uy1uHU2INJLostNUaahwBLHfFo72nZpflL2Zp9dvx9zS3WxrETTie5NOJ7l1FBFPR4nuUacT3IKCKejfabX4KNLbTs4IKCKejxPco04nuQUSeqNPsUKSG5R4J0eJ7lCtEImnE9yno32m1+CpKIRNLbTs4KejxPcgohE04nuTTie5BQRT0eJ7lGnE9yCiW6uGl/goV+kiZNVxRuuWufY7tEraV1FWS0sjg58Ti0luwlQrVJfP7fksIp6PE9yjTie5UlBE04nuU9Hie5BRsca/7h+ZR/etatljNv5B+ZR/etd0b7Ta/BcsP9EGiETS207OCno8T3LqKIUnqjT7FGnE9ykhuUeCFSIRT0eJ7lGnE9yEoIp6N9ptfgo0ttOzggoIp6PE9yANtqT3IKIREQgREQBS3b8FCluh27ihVxIREQgREQBERAEREAREQEnYPcoUnYNdyhCsIiAEkAC5OwBCBrS5wa0EkmwA2lbLBo5H+U83EXkRanYGgm1ydgGu0q7htDHS4jSSV7yx5mZlpm6SHUWJ06I3669mt1bxmtpqjmYaBoipWtvzQFulrqfWNt5XFyc9o+J2hcKmuO/wBvyW89Jh+kYZV1I0Lni8TPcPlHtOm3Q6FYktRNPKZZZXve693ONyraLcYJb8ziFcp5301TFURECSJ4e0kX1BuFbRbDVmwpqjynHaOUi34SFpvxGUfcrGJknE6oEk2meB2dIqcL0xaj3fh2frBRiX+dKv8Av3/rFcV/+vyNydq2ZcGJxvxs1s45pronNIGtjzZaPtst1Tvgr8ejiZIG1VPJK55foJrA3JO99ht+V79vIqoyyGUyl7ucLs2a+t+K3OLk1JcUYSShKC50vkrNxRRU3m99DUDJLOx8weHC92ROewf4iQLfDatM5rmOLXNLXNNiCLEFbhpOL1DK5v8AO43NdUsGgc0EAPaP0gbNwtsxcWppxjNYDC+5ncQMp1Dnad99FYS1R34okmu9eng19Nv+mLT0lRVOywROkJcG2bxOwfYVsqGemogKatjsypZzc5GjmtzseDpt0b9qopJfNDqWSUPu6eKctb6rS6427wQq62GnZUeU1xcA6NgbTscBISGgdLbkGm8XOmmtxHNJ2dZwSi4vjS+t/ZeJXV4S6J9TRwmzI58wkmcGgN1FydBt0WKK2LDwW4c5/PbHVRNj/gFrt95ufdqFRiGK1GINijfZkUIIZG3YNSb9p12nVYSzpct5cOn5Mt7JdEg5xc4ucSSTck71J6oUKT1QupEQiIhAiIgCqbI5jXtabB4yu7RcH9ICpRBdBERAFumYp5VVU7IucjuIo3i+jgyNjdeOrL29y0qlhLXgg2tvvZR7qjeN6ZqXr1sZ/KD/AD/W/wB6VVgv4eWbDjsrY+bYP/EGrO8i3xWViEUkfLAOexzWyVTXMJHWGe1x8QR8Fr66BtFNTOgc9rnQRy5r6hxF9PipljqtHLHSxwfX7Jfkw9iLY40xslS3EImhsVa3nbAWDX/LAG4Zr27CFrkhLVFM0ERFoBERAEREBJ6oUKT1QqoIZameOCFhfLK4MY0bXOJsApdIr4lCLdYpydmpIqWWkZLUsmiD3Frc2UkXtotLsVtHOE4zjqiERENl2lppaypjp4Rd8jgBfYO1Zgw4MwirqZAC+KZkbSDs62b9AVdHRz0kDMQDw0PbKI8p6QLWXv8Aas6nxekfikGZ5jg8kdHKXCzXPNNkNx2vvr23RcaJNNQcvVprb5qznUWZi9MKXE5mNyc293OR5DcZHatt8CFisjdISGC+UFx9wR7CL1JNEwSOhmZI0gOabi+xZ3KFpGPVhIIDpSRferEdK5hqhOx8clO3Vp0LXB7WkHvKy5JHVXJ0Oc3NJHUBmfa4iz3HX4/Yi5oslSjJv4fNr8GC+hqWUjKt0LuZe4tDvcGk34ddverC3bXSOpaihAkdNLTRCKFrSSXBzS6w42b9iqgwaLC5nyY2AHQmxpL9ImzrXI0A6J2XJ043WJTUUmbjByyOHqjTS08sIaZGEBwBB43AP6CFbXS0MvnzDsRw8OghmfJHJSxhtswY1wLBrewYO0kgbzdc9UwOpqmWncQXRPLCRsJBskZN7PiYk46momdjX/cPzKP71rVssa/7h+ZR/etas4f6Ir4hERdSBSeqFCk9UIVEIiIQIiIAiIgJsPWCiw4hEQtiw4hTYesFCILFhxCqaBm6w3i97KlS3b8DvUKnuRbTaNimw9YKEVJYsOISw4hXZ4REIiCTzkYcezU+CtKFap0ybD1gosOIRFSE2F+sNqi2m0bERBZNh6wUWHEIiCyojQdLdxUWHrBVxQy1ErIYY3SSO0a1upKy+ZpKDWqIqp90Mb7MYfyzv9zT8VhyS25lZGHYXJXSMc5wipi8MfO+4aCSNAbG7uwXWViHMYNU+TUHSeY43+VSDpdNgcC0W6GjrbzvuFYhfV1s7a+WxhpXsDsrWsawauADRYDRrjoFexqB1Q7zhEWup2w0sRcHX6XMtBHwLSD7lnQ5f38PXENpJV7/ALfkxcOANY2rme7LC5sjnWJ2OH3arDsPWCyB/mt39+P1SsZbXFnSbSjFV7xYcQlhxCItHImw9YKLDiERAZeFged6PpD+cM1vb5QU4lE/znVnKfxz9x9YrEY4te1zSQQbgg2sszz1i3tSs+nd4rlKMteqJbVGLzL+B+aU5p/qnuKyvPWLe1Kz6d3innrFvalZ9O7xS8nReP6JsWqV89JVRVEWdr4nBzS24PeunqJJcRMWO0MfMVL5LOjcLRwuhLCDmJ1BDgdba3C53z1i3tSs+nd4p56xb2pWfTu8VmSyPdVfx/Q2u/j5l99SKSwpC+eZot5RKy+XsjBGnvOuy1t+vdHK55c7M4k6uIOvasnz1i3tSs+nd4p56xb2pWfTu8UjGceS8f0Vu+Ji80+3VOzgU5l/A/NKyvPWLe1Kz6d3innrFvalZ9O7xWrydF4/omxi80/1T3FSYn5Ro7uKyfPWLe1Kz6d3ipON4tlH+VKz6w7xS8nReP6KqMTmX+qe4pzT/VPcVleesW9qVn07vFPPWLe1Kz6d3il5Oi8f0TYxeZffYdvqlOafbqnZwKyvPWLe1Kz6d3innrFvalZ9O7xS8nReP6Gxi8y/gfmlOaf6p7isrz1i3tSs+nd4p56xb2pWfTu8UvJ0Xj+hsYvMv9U9xTmX+qe4rK89Yt7UrPp3eKeesW9qVn07vFLydF4/obGLzT/VPcVLYX5xodu2xH3LJ89Yt7UrPp3eKluN4tmH+VKz6w4fel5Oi8f0VVZvMarIxiDKqH8MKdhjIANi/n3yDXhlI17VrqeKnn5OVLHQE1VO4v50sPVc6JoF9ptZ+nbptVgY9iXkZj851mcyB1+fdsse1bLBMVxKWlxLnMQqnZYAReZxscw7VdWS26Xj+jLgtGPGnwa82YFJE+swapoy087TnyqHQ6jZI3uyu7Aw8VreZf6p7iumrOVFc/FKfGIZqqOmfI7nIxMSM2Yuc0a62a5utlrMRr8Woq6SAYrWOZo+NwqH9JjgHNO3e0g/Fcl3kZuNLffj48vViMlKKdGs5l/qnuKc0/1T3FZXnrFvalZ9O7xTz1i3tSs+nd4rpeTovH9F2MXmX32Hb6pTmn26p2cCsrz1i3tSs+nd4p56xb2pWfTu8UvJ0Xj+hsYvMv4H5pV80Egw+Osvo+V0eXKbjKGm/wD5lX56xb2pWfTu8Vv4sbrqbHoKN1dVzU7s0BYalw6xLL342t3JeS6peP6K4vu3NcjVYfgzaumdLI+QBsczrNG9sTnj7WgFbTk7hooonVkrslV0HMBH4uIlpzX3FwuOwbdqrp66upZmSVdfVuhhqBlhNQ8c+XFpa2972AJJ7t9xgcocexOXHKpzMUq7B+U2mcBcaHeuL7zJ7NKvj5cPXidJ6FL5Lb6nX19WzDKB1SyJrvJ8pYwaWNxa1ti5GsnmeaR01NHXvqouccZ2HPfO4ddtnEdEbTf4aLXSYrjML8kmIVrHWBsZ3g2IuN/BbKHldXswyOGWtqpZo5Dl/CkWb0Tt3/KGvFa7uVcE/n+j53YuyLs3sOV2938vmRiPJ6ClDHPfJSGQGxeDLECHObYuaM3yCR0Tu96wvR/EHhzqdjaqNoLnPpznDWgXJIGoFuICycMxjFHU+JF2JVZLaS4vO7Q84ztU0vKLE6PD3SGtqpTUF8RzVDuiAGkEa7dSq45l/Vr57/Y9mLe1Llx8vyYtdUTMYyhheXQ05e0Oy9YnQn3EALX8y/1T3FbhnLDHObbDU181VC0BobK83AGyzwQ4fA++6nz15ToMTxOhfxNS6WM/ocP/ADfBZ15o/wBo+d/a/I3KSk7M5uCxV9VTSVUpjgEVJC8jQtDmNu6500AO1aOGknpefdNG5lo8tiDe72kt+wLeuxXH5cPlhp6x9bnDAJaapJc1rWlurL5hfTUgajeox/E8Rp5BAyurWzyiE5RK7SzCCNvEhbeSUuFeP6M4FpaT5J+X/TVYpWNr6qeWKGSLn6mSY3J+USeHuWRg7ZfN8jeae1jJc8kz2kRsBjc3U2263sASbaIyvxCiLZK/FK0y7RSCoeHHhmN+iOzb7r3GJU8o8XqZA44hUxtaMrGRzPDWjgNb/E3PFZ1ZZXpS+Ppfo02qj7uHyM+txoR4rPVUFMxz5C8c/KxxNnAg5RuAB22v+ha/F6t+KV8lXzTozKXPcyxNiXONu3arfnrFvalZ9O7xTz1i3tSs+nd4rUYzXJeP6M2inDxPBiNNLEXseyVjmubcEG42Fb3HeTrDiD62nmd5NU1FznbrGHPkab7tCwhaTz1i3tSs+nd4rd4XyjxKpwWtwt9bVvqMvPUz/KCMuUEvHbdtzt+T7ljI8kfbpePLw5cfEsNOq3w9f8MTlZSMoq2igY5xDcPp3dLbdzbn9K0dhfrDatnygkkqqyOudMZmVELMj3OJJytDTe/5QK1a9EIuKpnKErimLabRsU2HrBQi0bsWHEKojojpfaqVJ6o8VCpiw9YKLDiERUhNhfrDaotptGxEQWTYesEABHWA71CILCKbflBRbtCCgiW7Qpt2hBRClu34FRbtCqa3pWzDfuuoVLcpRLabRsU2/KCpKNlXUrG4NQ1YLuceXRkbrAAj49IrWLdYlZnJ+igL287FPI17L3LSA3QrS27QouBZXqdhFNu0KLdoVJQRTYX6w2q9TUc9Y4tgZmyjM4k2DBxJOgHaVG0lbFFhZkOHERNqKx/ksDhdhc05pf7A3+82HarmeioD+ALKuoH+te28Tfcxw6XvOmuzesKWWSoldLNIXvdqXOOq53KXDZefr1Qoyp68CHyeji8ngcLOuQ6R+vynADTsFhoNp1WEqiNBqNnBX6eifUwzPYHOdGLgNF7ganuGq1FKK2NaW2bGKtgp+Tb6d5POzuaWgDaAJgT3uasbC3OqwMIc4tZVTxnPe+TKHDQdub7FZrIzHT0rHEBwjJIvxcSPsKs080lLUMnhkDZI3Xa617HjqtRfMZ4vePw8aX4M7EfIWYbStpCc0reckaTcgh8jdeHRDdPitYltNo2KbflBCNt8SES3aEt2hUlBFNu0KLdoQUS3rBQqmt6YGYbbbLqm2m0bFC1sEU2/KCi3aFSUES3aFNu0IKIRLdoU2F+sNqCiES2m0bFNvyggohSeqFFu0K/TUdRWPbFTROledzW/eo2WMW9kWEWxxTBpsJZB5RIwyTBxLG65QLb/AIrXW7Qiae6LKEoupcQimwv1htUW02jYqZoIpt+UFFu0IKCJbtCm3aEFEKW9YKLdoVTW9MDMNttl1CpblKuQ1EtOXc08tzjK4A6OHbxVu2m0bFNvygqRXdmfJ/o3T/nkv6kaqnBrcDp5gLyUbuYd/YcS5n25x/8ACrFPJNyXbJGLthqZXyG/VbaJv6XAfFUYHNE2tNLUPDYKtvNONicrrgsd8HBt99rgbVzzbJSXLf8APkYxb2vezWuaWktcCCNoKLe8qqOaGtjnkAax7GxDXXMyNhP6wWit2hdCpqStBXoaSeeGaaNl2QtzPN9guB94Vqwv1htWwop5IaB7Y3hommax4ttG23eApZtRbujEpYRNPzb7gZXE27AT9yysPMtVjIqzkbkl8olcbhrAHXJPZcge8gLOrXCmxWvkDTI6oq54Q1u6xFrDfq5YdcW0ELsLhe0vuDVPBvmePkA8GkkaaE67gucpPVUePq2baXdL37v7DFsVdXV7ZoQY4IjaCM26IFgCeLjYEnj2WAyeT0VNiWOGSukDpHuL2x5dJHak33WG1aYjojUdy3vJKJrK6etfYspYXOJ4H/4uq0owpG8EbzRbVjlg2E4s2aGRj87Mr8rgbOabEHhuWgVcrzLI+VzgXPJcfeSqbC/WG1aiqVGMstc3LqZeHVEcQqon5r1MPNNIGw52nX4Aq7jcHkVc6ha68cBIGlrnYT8bBa8aEODrEahXaiolq5udmkzPNgXHae0rTOcVV+8solu0JbtCCgCWkEEgjYQtrV47JUBj2RNbUc2GOn1LhYWs3XTQbdu3UDRau3aFFu0LMoqXEbokEufcm5JuSd6hVNb0wMw222XVNtNo2KlrYIpt+UFFu0KkoK5Tzy0tRHUQvLJInBzHDcQrdu0KbdoUdNUxR0OMQ08+Btq4IMkTJIhCWk2Afzrnttus5tht0A1XOrouTkxqcOxHDDne4U0s9OxgJ6eWzwR2tF+zKLWub4mO0cUcrKinawRuc9kha69pA92lt3RyrGN7aXxXpeuphR038frf48zUIltNo2KbflBdDdEKT1Qot2hVEdEajuUKkUopt2hRbtCpKCKbC/WG1RbTaNiCgim35QQNBHWAQUQiIhAiIgClu3ZuO66hS3b8ChVxIV+jY2SoDXi7crtv9k2VEMEk5cI25i0XsNp1A0+JCus/zXN/fx/qvUfA3jXtJv4+BtKemjqq/HWPAuI3FriLlp8ojFx8CR8Vo2MfI7Kxpc47mi5W0wrEI4H4jLVSHPUQWFh1nc7G47OwE/Bbd1FQ0WLV0tmRlkrubF8oY38M0gDh0WpwXr3mW1KbfV+Xsr6s5RzXMeWPaWuabEEWIKgC5sNq3OJ4VKcUqZzKwUr386aj5AD+kAOJsRoFTS59WYQxwe1wY+qPXIN9QPkjQ9vbtCzKdOluzOO5pNczH8gjoxnxMujdupW9GU++4IYPfrs0sbqzUVstS0QsY2KBp6MUYsPidrj2niq8QpWRCGeG5hlYAC4652taH/DMTbsWXgxmwyVmKGEyRRhkosbBxbKOjfcTlKminct2WNzTo1CLKxGkFFWyQsLnMYG9I9rQViroZTtWirKXFrQNToNLb1sqaoOHQRuewuIfUxFoO90bW/ZdYEDHOnjDW3PWNhuGpPcFseUIiiqY6eGPK3KJiQ6+YvYwn7Rf4rO9o7ezoknz2+hrJpXTyc44AGwGnYLfcqERaObbbthERCBERAEREBLesN/wuoUt1cN6hC8giIhAiIgCIiAIiIAul5OMOGUc2M1Mj44AC1kYNudP3/8AytZgeEuxWsyuOSni6Uz9lhw+KuY/ira+dkNOMlHB0YmgWBtvXOXtPSerCu7j3r+Xr3FGO4uMYqopmxmIMjDS0m+tyTr3LWIi2kkqR55zc5OUuIREVMhERAEREAUt6w3/AAuoUt1cN6FXEhERCG0w2aQ4Ti0BeebbSh4buBM8IJ+wKIcOFNAKqqJYQ3M1h0vdmZhv23b3qjCJ4ojVQygnymJkTRa4J56Nxv8ABpTFMTkrJObDRHExsbMo1vkY1l7/AOG/xUluqRrBUJSnJbffb9my5R1UeIYNh2INcM9VUTvmYPkSBsTSPjYO9zgudXW8jKuKtfS4DJTMe7yzymN5sbm8eZtrbMrHHb/+eTLXAAlpAdsJG1Yx7LR0+nL8fI5p7+fi2XIqZ8lTHA7oOfa1+BFwe4rLra6mlij8mifHIXc5KXHQvzOtbsylvxBW2oDBOyeGSAGSnp4Z45b6gnmGWt7ie9aahpozHJW1QJp4TbKNsjyDlb7tNey6SkktTO79lOK5NrwX7NxiMkWHYfDVc7nxCuBnFiDzQkaM7iBsJIIA4EnhfmldqqmSsqpKiUgvkdc22DsHYFaVhGrb4s53wRJ6o8F0FD/IuR1bUbH1Ugib2j9y5c+eqF0GO/yTAcLoBoS0yvHAn/8AYpLekejDspT6L67HPIiLZ5giIgCIiAIiICW9Yb/hdQpbq4b1CF5BERCBERAZmF4lLhVX5VAAZAwtaTuJ39q22PMY/CGV8IIgrqySdgO1hLRmYfcb/Cx0vZc6t9RQNruSj6Yl3PsqZJYNdDljBc23EjUHi21tbjnP2Xr8fh+vyZl095oURF0NBSeqPBQpPVCFRCIiECIiAIiICcpvu71sYsDqOcDap7KZrmF4e9wto4NI26HVYEcL5Q8tGjG5iVl4piL62Z7C8PiZK8xOtbok6D9+Kl7nRRWlt/L17jFnp5aad8MzMkkbsrmk7CqMp7O9bLHWc7i8lVG5r4q575oXC+rS9zRe+zVpUNw+CWKVsUrjVMBtDxyAF5vwtmt7lXxo5xd49bNbY/uVl0VKZTK9zQWMY8HXY7I4j9CxFs6G0VI8XJM7JCNNmVjx/wC5Zm2kd+zxUsivgZOIxvwqsnno2mny1IML2+qCbW49Jv2KjlKwCuiytaM0Tb20udVhVdf5RQUVK1pAp4i1xO88491x8HrInbNX83WYnKKaHIGscGXc8fktvr79B26pOSjx6nGFUr5KvNGuhglqJWxQsL3u2NC3uN1OHPxB9Q4PqJruPMhzRG273OGZwJzaEXDfnLVzYhaJ1PRx+SwOFntDruk/tO3+7Qdiw1ipT47L1628SppevXQ3GOvqK2upg4g2ooi1osGtAjDiANgG06K1LURUNKG4dO+8xJkdm1aAXtA2b2kFZE1fRmhjqDTOdOYvJ2OLrWyxsaT9pWkXSly4EitEEnx/X78jbEx1HJkgxnnqSoa0PzaEPzk6f4QsbEppnVUsJkdzTXGzM2g1O74nvU0FSG09RSPawxytMhLtoc1j8tvi79Cw5JHyyOkebucbko92iwWmEve/XmzaPxNr545pYopM7CJYxa2ez2tOt9gIKw6ygkpcTqKBpEj4JXxXGmbKSL/YsVdBjdRQxVeISwPL6ipqJpGSs2ZDI0tsb/ku17VeRFTmttkvpw9dTW0dPMyolzRkc3DK153NJjfYHuWLLJLO5rpX5i1oYCTsDRYDuWdLWGLC2U+Uk1EbXF+bUZXyd98y1qyup0m0vZrh90hY/uVOU3tptttUItHPYWNvhfapym+7vUIg2Fj+5Sx7O9EQbE5T2d6ix/coiDYqa05gNNttSqbG3wvtUt0cNyhQu1E5Tfd3qLH9yiKk2Fj2d6nKezvUIg2Fj+5U5Te2m221QiDYWNvhfartNSzVdSynhbmke6wF1aXTUzG8mcJ8rlaPONU20TD/AKtvE/vwHFZk6OuLGpu3wXEoxioiwmgbglE4FxGapkG1x4fvusFzpHRGzvR73SPc97i5zjck7SUPVCJUMmTW75chlPZ3qLH9yiLRy2Jym9tNttqixt8L7URBsTlN93eosf3KIg2Fj2d6nKezvUIg2Fj+5VTWnMBpttqVSpbo4blCqrIsbfC+1TlN93eoRUmxepNKuFxIADwSSdmqomF5nkEEZjvVCKVvZrV7OkvUdRNQ1sNXA4NlgkEjDobFpuuox9sFVU01ZBD/ACOCAPDA64aDmcxpJ26NPcVyK6Whnlq+RdbG2ndI6knhaXtOuR4lDRbfZzt3rDTRc5+y9XXZ/bz+pladcZPkzVUTqyprXMgl5rOwNkcLWbGyxuewZAfgreIVLZ3thpxlpIAWwt3kX1ceLjvPuGwAK7WObh9K7DIyDKXXqng6ZhcBgO8DiNCeIAK1ykVqerly/P4/ZWycpvu71Fj+5RF2JsZFFTGqrKen0/CSNabHcStlysn5/HHsbbLCwRjXgLn9Kq5JwCXGWSOtlgY6Q33bvvWprJzVVk1Qdssjnd5WOMj0uo4fi/p/0s2P7lTlN7abbbVCLZ5thY2+F9qnKb7u9QiDYWP7lLHs70RBsTlPZ3qLH9yiINiprTmA0221KpsbfC+1S3Rw3KFC7UTlN93eosf3KIqTYWPZ3qcp7O9Quk5M4bE2OWvxKCEUgb0Hzcb7hsssylpVnTFj7yWlHOZTa+5bqgjndhEL6d+SSGtLs/q6MF+3UhXeVtbHJWR0VOGiGBtyGAAFx93ZZThD2x4A973BrRUEkndrEpbcGyyxQWdQbtX9mYvKbDG4di7+Zt5PODLFYWAFy1wt2ODh8L7Fqcpvu710hlkx3k02OR7nzUTHFheblzrySyEH+xr72e5aemohLhlZVvafwTRzZB35mg/Y5SG3sdPpy9dbPPGXs2/XIwrH9ypI6I2d6hSeqF0NqhlPZ3qLH9yiINicpvbTbbaosbfC+1EQbE5Tfd3oGki+neoRBsZk7ZKKlbATrPaR1jstmFu4rDVyeR88xkc2xNhYDsVux4FRG8jt7cFwNtT1whwVuZ4e9kz2sYXataYyNBwu66s4XUsbij553hgfFOCd13RuAHeQtfY8CpAIINjoVb3s5OL0OHJ35m4jw2pwqvrJbNd5BIWCQgav6RabH+7JWDCyqxGpc5hGYMs55cGNa0C2pOg3DtvbetpPjMNWK2aUGNtTMJTTtBLjbPpmtYN/CHXbpuWrqK2aoaIGt5mnaTkgYbNBt27T2nVcpNt1E6RukvXq7LnPUlBpTNbVTjbNIzoMP5Db9L3uHwCw5ppKiV0sry97jckqix4Hipyu4HuWoxS35mdyESx4FLHgVsUyczi0NucoNwL6A/uFCZTwKWPAoNwinK69rHbbYoseB4oKYVyaYSiIWtzbAz36nxVGV3A9yix4FQqtKjIqj+Ao/wC5P67ljqSDYaHYoyngURZtt38AiWPAqcrr2sdttipmmQiWPA8VOV3A9yCmQiWPApY8CgphEyngUseBQUyW9YbvjZQqmtdnGhve3BU2PA8VC06CKcruB7lFjwKpKYRLHgVIY5zg0NJJNggpkIt2ORPKtzQ4cm8UIIuD5I/wU+g/Kz+reKfVH+CENGq5Z5Zy0yyOkLWhrS43sOC3PoPys/q3in1R/gnoPys/q3in1R/ggs0ak9UeK3foPys/q3in1R/gp9COVlgPRvFdP/4j/BCo0SLNxHBsUweRkeJ4dVUb5AXMbPE5hcBtIuNVhWPAoQIpyuvax222KLHgeKFphFOV3A9yix4FBTCJY8CmU8CgphS3rDd8bKLHgVU1rs40N724KFSdlKJY8DxU5XcD3KkpkIljwKWPAoKYWVh+I1GGVBnpnAPLHMNxuIt38CsXKeBSx4FZklJU+Apgkk3JuSinK69rHbbYoseB4rQphFOV3A9yix4FBTOhwU+Scm8TrdhcOZYb7CdP/cO5c8uhxEGj5IYfTAWdUPMru0bR+kLnsp4FYhzZ6M9pRj0X13CJY8Cpyuvax222LZ56ZCJY8DxU5XcD3IKZCJY8CljwKCmETKeBSx4FBTJb1hu+NlCqa12caG97cFTY8DxULToIqmxve4MaxznEgAAakro6XD6Xk/TtrsUaJatwvDTDW3af3096jkkbx4nN9FzZaw7BoKOmGJ410IRrHAetIe0fd3rAxfGZ8VlGb8HAz8XC3Y3xKs4jiFVidSZ6lxJ+S0bGjgFiZTwKiXNm55NtGNUvr8fwFlR4hJHh0lDlaY5DmvvBu39kLFseBU5XXtY7bbFs4KzZ0s8lLgYqIXZZIq5j2O4ENcQt1LJEamKmhpQKKupXzNDt3QBsLbLPj7dLLVYfA2fA5GvBLfKC7uieR9oWRT1M8jqyjYAZaZ0j6RuXZcZXt+LAD/gHbfjkajOM+nH4fr6WWMJPBOubr7msxbD24bUsibIXhzM1yLfKcPuWEeqPFbLGnyTeQyvu5z6QOcbbTmdda0g5RoV2exmL1JtetyETKeBSx4FC0winK69rHbbYoseB4oKYRTldwPcga4i4aT8EFMhERCBERAFLdvwKhS3b8DuQq4kIiIQIiIAiIgCIiAIiICTsHuUKTsHu4KEKwiIhAiIgCIiAIiICW9YKFLesPBQheQREQgVyn/nEf9sfpVtV0/8AOI/7Y/SgPYtP/N4v7A/Qrit0/wDN4v7A/QtBynx+bDoMQpoDDFLHhz6mOaSbKQ7pAWGU3ItdSypWdGi0EPKFzzXxuFORRUcdQZY6jODmz3v0dLZL/FafCeV1dV4bThzoXyzuhp4n5Sc0jmtLi4m1iOk62W3RIvsWq3r1uZvazt0WtxzEZ8Kw6OoiZHI41EMTg+4FnyNYSLb+ktkoU+Hf9ID/ADvg/wCbyfrBfJF9b/6QH+d8H/N5P1gvkiAIiIAiIgCIiAKW9YKFLesPBCriQiIhAiIgCIiAIiIAq4Y3TTMiZ1nuDR7yqFteTNN5Tj1OCLtjJkPwGn22UbpWbxx1zUepk8rpGjEYaRnUpoWsA4Hb+iy0KzMWqPK8TqJ73DpXZT2DQfYsNSCqKN55asjYXQYFyE5S8pqJ1Zg+HeVQNdkc7n42Wdws5wK59ff/AOAn/Q6p/O3foC0cT5n/ABRcu/Yf+9wftp/FFy79h/73B+2vTKIDzN/FFy79h/73B+2n8UXLv2H/AL3B+2vTKIDzN/FFy79h/wC9wftp/FFy79h/73B+2vTKIDzOP4IuXYIPmP8A3uD9tYWJ/wAG/K7B6UVNfhBiiLwwOE8T9Ts0a4lepVwv8MNRNScg5KinkLJI6mMtcADtJH3qP3Go1avgfFAKPkrDd2SpxR7dBtbF+/eexc7U1U9ZUOnqJDJI7aSrb3vle58ji57jcuJuSVCkY1vzOmTLq9lbJcgiItHEIiIDdYd/mOb+9f8A8CRaqmqZaSqiqoXZZYXiRhIvYg3Cv0+ImnoX03NZs7y7Nmta7HM/91/gsNRpPiWO0K97+x1WM4MyrpcPxKCVtHRzU9omTMkcejdz7ZWuu1t7XJ2DVaU4dSZR/lui+ZN/y11uFTRYlyIFOGyeURGWGnaBmzvMLrtA3XzX97bW1uOELHg5C05mk3Ftltq82LVK05PZ1y+XIRTiqrivuZvm6k9t0X0c/wDy083Untui+jn/AOWsKSKSIgSRuYSLjMLXGz7lSu2iX+n5fgWZ/m6k9t0X0c//AC083Untui+jn/5awETRL/T8vwLM/wA3Untui+jn/wCWnm6k9t0X0c//AC1gImiX+n5fgWLHglilzxKXPFdBsLHgljwS54pc8Sg2FlLQb7DsO66i54qWkk7ztKhVVkWSx4Jc8UueJVJsLFLHglzxS54oNhY8EslzxKXPFBsLHglkueJS54oNhY8EsUueJS54oNiSDYaHZwUWPBSSbDbsUXPEqFdCyWPBLnilzxKpNhZLHglzxS54lBsLFLHglzxS54oNhY8EslzxKXPFBsS0HMBY7eF1FlLSS4bTqoueKhdqFjwSxS54lLniqTYWPBXIAfKI9Plj9Kt3PFVRvySsebnK66DY9jU/83i/sD9Cx8UoBiWF1lGHCJ1VTvh5zLctzAi/ba+xfKov4fqJkTGHk/PdrQP5yP2VX/1gaL+r0/1lv7KBOtz6tJRxS0xhe1rszA0kjbbZf47lpabko2GMtlniqPwUTG85CbNLGtGYWcNSWArg/wDrA0X9Xp/rLf2U/wCsDRf1en+st/ZQnA+oYlhjMVoW0s88kdpI5S+GwJcxwcOsDpdoWavkX/WBov6vT/WW/sp/1gKK1/R6o+sD9lAaz/pAf53wf83k/WC+SWXY/wAIvLqLlxW0VRDQPoxSxuYQ6QOLrm+4Bcdc8UAseCWS54lLnihdhY8EsUueJS54oNhY8EseCXPFLniUGwspaDmAsdvC6i54qWklw2nVQqqyLJY8EueKXPEqk2FiljwS54pc8UGwseCWS54lLnig2FjwSyXPEpc8UGwseC6Hkz/JaLE8ROhihyMPadf0gLnrniV0Mh8i5ERs2OrJrkdg/wD1HesT4Uejs9KTl0TZz5ByjQ9yix4KSTlG1Rc8StHB0LL7/wDwE/6HVX5279AXwC54r7//AAE68j6r87d+gKmT6Bi9UKLCqipLzG2JmYuG0Dfbou/QVw9HV4xTYBRYu6sqXsoqRpLDn/CtDWl4J5rKb5QA4k2Bdrc6d7XUMGI0rqWpbnheQXs3PAINj2aahaSbkXRvi8ngrqunpcuQU4ZDK0N9UGWN7gOwGw3ItmORpeUeJYkcarKCCtfA+alMMEbZg1rnuuQcxYA0hoLtCTptF1n+d6yowwxOfOJI61sZn0DZIy91gHtIBs0AEh2h33XRPw9slS2oknldJG0iK+W0RIsXAWte28338SsV3JyhloKWknzT+Szc+yWVrHPMlyS49G1ySSbAKckvXGw979cqNNhNVWtx2mhbLLM14lzxPqS5sbA2Kzus++86nbJtNlusTrammxnB6eJ7RDVTSMlaW3JAic4a7tWhSzAYI8RGIx1NU2rNmyy84DzzBsY5pGXKN1gCLmx1N8upw+mq6qlqZmOdLSPL4SJHNykgtJsDY6EjW610BkrgP4av+zuf84i/WXfrgP4av+zuf84i/WUB5yseCWKXPEpc8ULsLHgljwS54pc8Sg2FkseCXPFLniUGwsljwS54pc8Sg2N9R4hJh/J6iljDrx4o6a7TY9FjNL/FVYrQeSYx5RHEY6avpZKqBt75WPic7KTvIvb4X3rXU+JsioBRT0UVRG2V0rS572kEgA7CPVC7QPosRwp4bQwOkpqVjoWh7yXk0zQ5gIO4N/8ALxXilqx3LTzfTg/ny/J1xyXeRt7L8r8nLYrVed8PjxBzDE+mLaYtBuHZjI+/2gLS2XRQVNPLydqnR4PG5sdTG54Esmgyv1PS/e61vl9D7Ih+mk/aXqc5cdL8vyebGoq4rka+x4JZbDzhReyIfppf2lvKxmGzBr6fC6TLTU7jOGyPBDs8pAsDwaNu4hZ7yX+X5fk7aU6+KXic5BQvmo6mpuWtgAPV6xLgLX/xAq5Fg2IzxNljpXFjhcEkC4+K6CHGcMo6IvqcDh5mpuWUwlku49E5j0tG3DbW22OxYGOV1JHj2IRuwyOQsqZG53TSAmziL6G3cufe5JK4x+n5MvTGbjd9PL7mhREXpIEREAUt2/BQpbt+BQq4kIiIQIiIAiIgCIiAIiICTsHuUKTsHuUIVhERCBERAEREAREQEt6wUKW9YKELyCIiECIiAIiIAiIgCk9UKFJ6oQqIREQgREQBERAEREAUt6wUKW9YIVcSEREIEREAREQBERAACSABcnYug5VkQeQYc06U0AvbidPu+1aGOR0UrJG2zMcHC4vqFerq6bEap1TUEGRwANhYaCyy1bTOsZqOOUebosHqhQpPVChaObC7bkZ/CfX8jMKkw+lw+nqWSSGQulc4EHZuXEohD6v/AB/Yx7FovnvT+P7GPYtF896+UIgPq/8AH9jHsWi+e9P4/sY9i0Xz3r5QiA+r/wAf2MexaL570/j+xj2LRfPevlCID6wP4fsYJt5lovnvWj5XfwsYjyuwJ+E1GG01PG+Rry+NziejrvXCN6wUIXkEREIEREAREQBERAFvsJxePDMIeWS5alsuaNoGt8rgD3kLQqT1Qo0mqZqLa4e7yaf2N/DGTjVNSU8jo8NxeWO7W26rnZXDsLTmHitbhtJTVGZ1VIY2B4bmzADVrzv7WhbXkh/LsSosPd14axlTBxvmbnHxa0H/AAe9ah0TocPqGOtfnoTp2tefvXOEqjpfFfT15mYQucvh50/wV1WGeTY3JQZn80JnMjkItnaHFocOOxZInNIH1swI8raXxU19HbQHu7Ab6b7a6bc2LLSYAzEatgFQyLmKWI7HDO14c4XvscSOItu287NNJUSulmeXvdtcUftydcDUXWNJ8fxw9e8TTSTyulleXvcblx3ra4p5vrMXrqoVnRmqZXts3aC8kHustOi6VtSJFpS1NWTmP3qLlEVFsZipzFQiC2Ln7lU1xzXvxKpUt2/A77KFTdkXNvhZTmP3qEVJbFymYoiC2TmKi5+5EQWycxvftuoubfCyIgtk5j96i5REFsqLiQNdyjMUOwe7ioUK2xc/cpzG9+26hFSWxc2+FlOY/eoRBbFymYoiC2TmKi5+5EQWyprjnBvbW6pubfCylvWHjZQoW3ROY/eouURUlsZipzFQiC2Ln7lOY3v23UIgti5t8LKcx+9QiC2LlVFxyjVUqT1R4oVNjMVFz9yIhLZOY3v23UXNvhZEQWycx+9RcoiC2MxU5ioRBbFz9yqa45wb21uqVLesPGyhU3ZFzb4WU5j96hFSWxcpcoiC2emI/wCCXkMY2k4HqR/9VN+2qv4pOQvsIfWpv2118X4pn9kLX4ljlPhlVDBLDPJzgJc+KMubHwDjuzage5CGg/ik5C+wx9am/bT+KTkL7CH1qb9tdBhmN0+JxyPbDUQGK/ONniLCzeL34gh3uKP5Q4SxrT5ax+ZzWgRgvJJIA0APHbu2oLOf/ik5C+wx9am/bT+KTkL7CH1qb9tbvGOUtBgrg2pdqbAEOaBcuaMpJOh6VxfaAVep8coZ6R9SZObYx1iH2LrXIBsCTra4G220BAc9/FLyGtbzHp+dTftp/FJyF9hj61N+2tzQcqcMxCodBHI9jxO6EZ2kBxHA9u6+qzK7E4sPqKOGWOV5q5TG0xsLspDHOuQNbWadiCzmv4pOQvsIfWpv20/ik5C+wx9am/bXXQzNniErA8NdsD2OYe5wBCuIDy1/CNhNDgPLvEcMwyDmKSERc3Hmc7LeJjjq4k7SSuZzH712X8L3/adi/wDsf+CxcYhbYuUzFEQWycxUXP3IiC2VNcc4N7a3VNzb4WUt6w8bKFC26JzH71FyiKktjMVOYqEQWxc/cpzG9+26hEFsXNvhZTmP3qEQWxcqouOUaqlSeqPFCpszMGrGUON0FXKSI4KmOV5AvoHAn7AtjiFTS2bV5Blc1vk9Ib2A11dxDToPWvfjfQoucsak0/Xr9hTkrSfEyJ6+qqQ8TSl+eZ0ziQLl7tpWPc2+FkRbrkZW3AnMfvQOIFgVCKlthFXzJ9ZnzwnMn1mfPClo13cuhQir5k+sz54TmT6zPnhLQ7uXQoQGx+Cr5k+sz54TmT6zPnhLQ0T6FCKvmT6zPnhVCmkMZkBZlBAJzjab2/QUtDu5vkWkVfMn1mfPCcyfWZ88JaHdy6FCKvmT6zPnhOZPrM+eEtDu5dChFXzJ9ZnzwnMn1mfPCWh3cuhQivMpJpI5JGBpbGAXkOHRBNh9pVHMn1mfPCWhol0KCbgdgRV8yfWZ88JzJ9ZnzwloaJ9ChFXzJ9ZnzwnMn1mfPCWh3cuhQir5k+sz54TmT6zPnhLQ7uXQoRV8yfWZ88Kp9NJG7K8saSAbF42EXH2JaHdz6FpFXzJ9ZnzwnMn1mfPCWh3cuhQDYgoq+ZPrM+eE5k+sz54S0NE+hQir5k+sz54TmT6zPnhLQ7uXQoRV8yfWZ88JzJ9Znzwlod3LoUIq+ZPrM+eE5k+sz54S0O7l0KEVfMn1mfPCcyfWZ88JaHdy6FCX0AVfMn1mfPCcyfWZ88JaGifQoRV8yfWZ88JzJ9Znzwlod3LoUIq+ZPrM+eE5k+sz54S0O7l0KEVfMn1mfPCcyfWZ88JaHdy6FCKvmT6zPnhOZPrM+eEtDu5dChAbEFV8yfWZ88JzJ9ZnzwloaJ9ChFXzJ9ZnzwnMn1mfPCWh3cuhQir5k+sz54QxEC+ZnzgloaJdD2NF+KZ/ZC5vlfQ1tezLQxc85lPK0sfG7IM1ulmBBJAaQGi9ydbbVtYsewbmmf5WoeqP+8s8VV5+wb2tQ/WWeKNWqMp07NRyfpKzC5qojDHCHyeDVoDXzSAEEDNIbAC23LqStrPiVcyCR0OBVksoaSxhlgaHHcL85p71V5+wb2tQ/WWeKefsG9rUP1lnitN2zKVKjT43htXi9RFFEwPk5xryaiE83TtBDiAb2LjbLdoJsTqAopIpYcOr4qaKXDZJJNYxRPc2J2XUxi7muBsOrptvqVufP2De1qH6yzxTz9g3tah+ss8VCnO4bT4hR1YFRhb+YqamM075IzPzDGNDW5umXNJs4gm4bmFzuV6WmkkxCvqzh7p21MpdEZqHO6LIGRG13Ai+rhpqL/HeefsG9rUP1lninn7Bva1D9ZZ4o1fEEYBG6nwSlpXskY6ljFO7nGZS4s6OYC50NrjsIWxWv8/YN7WofrLPFPP2De1qH6yzxVbt2wlR52/he/7TsX/2P/BYuMXY/wAKskVZ/CPis9NPDLE7mbPZICD+BZsK5HmT6zPnhZtGlCT4IoRV8yfWZ88JzJ9Znzwlovdy6FCKvmT6zPnhOZPrM+eEtDu5dCgGxBRV8yfWZ88JzJ9ZnzwloaJ9ChFXzJ9ZnzwnMn1mfPCWh3cuhQir5k+sz54TmT6zPnhLQ7uXQoRV8yfWZ88JzJ9Znzwlod3LoUIq+ZPrM+eE5k+sz54S0O7l0KEvoAq+ZPrM+eE5k+sz54S0NE+hQir5k+sz54TmT6zPnhLQ7uXQoRV8yfWZ88JzJ9Znzwlod3LoUIq+ZPrM+eE5k+sz54S0O7l0N5gDYKWXLXhkTHvhlc5zmAuh1zDpHYQQTa50Atrpr8SawQUbi0NmdF0wBbS5yn3kLAJJ2m6Ekm5N1TB1VZLGY2meejfhvm2NrIo5Y3P5/wAmaB0WnOCJdSTbYb7bGrGcToIcKmgo3tMk1ZN+Icy2Tm4QMwykkXz2sRrdcmiA2eDzQ03KOhkqIqbmhNHnDznja24uTckbNddBwVFCyiOLNlrZGtpBK4m2t7AkCw1sTYXtv3rXoBc/BAdzBU4N6S17jLSeRGuZI90RY1j4flsAdYlovsaCTawGt1ysVXM3Ap6cOHNGZmmUbw6+tr7h3LAS+ltyjVnTHkcG2uaa8TZ8nnBmIvPOQxv8mmEbpnNa0PyHLq7QG9tq3NBNTtMoqZad2I+SvDnsniYCecjygPN2Zsufibae7k0Xny9nWSV36/BhOjqaeXCYKiplxWUuNS4QAMMVS5jMvSddpAHWbYi+w6aFaNkEsWJxQRPpGyNdlEnOtdETe2YuJIWEisMOi9+PgLOhlNOOUlI6pfTPhh5ts0okjcJTrdxyki19OwBt7XV5lc2jraepkqKd1RBQufUtaWPbNKJH8224u12hjuAeqCNoXMIsvsyaSb5V68fp0LZvcJo2VeBY3VSV1PE9kbCY5CQ5/TBuBbXUW+IWpoXMZWxOkDS0G5D9nxVgEgEAmx2ovYpU01yMYrhNyu97NuTh7WMyuZkjeZHaAudfYLb/AJOnvVl5iJe+kkYJJMrgX5W2GocNTYa/YtcRYDtCLs898j2S7Tf/AMpGwa53ktoJIGu51xfq1oIs22jt21Ys/MmpcYxlhMjspGpy300J4KyixLJqXA5Ty6lVGS18Qo6iMZSczS1zhZxSJzG0lRG4R5iGlp0JOo2H3X2LGRTX+Cd57uVfX8mdUyMdRR5cjCwtDWB4dm0NyRtGvHimMVU1VVRumcHEQR2IaBtYCdnaSsWmppquYQwRl7zc2HAakk7h2qJo5IZXRTMcyRhyua4WII3LM3rkpM1LPKUXHrXlZQiIsnAIgFyAiAIiIAiIgCIiAIiIAiJbQFAEREAREQBERAEREAREAuQEAREQBERAEREAREQBERAES2gKIAiIgCIiAIiIAiIgCIBcgIgCIiAIiIAiIgCIiAIiW0BQBERAEREAREQBFssQjbXMOJwFvTdaoYP9W/S7reqSdO244X1thxCxCWpWWgiWHEKbD1gtiiFLdvwO66iw4hVNaM1rg7dx71CpblKJbTaNimw9YKkohEsOISw4hBQRTYesFFhxCCgimwv1htUW02jYgoIpsPWCiw4hBRJ2D3cFCqI0Go2cFFh6wUK0QiWHEKbC/WG1UlEK/QUb8QxCno43Na6eRsYc7Y25tc9g2qxbTaNi2tAPNtI+vkNpJ2PhpRvJNg5/uAJF95uBsNgoGpmqJZMPwoGGkObQ2DnMGpdI73C53BZrqKkxjDH8zX85iFBG3M98eRksV2saMxPySWtBIG0DYAVgYhbDmebYnBsobarcNrn7cl+A0BGy47AVj4ZWCgrmTOGeItdHKz1mOaWuHvsT8VxTlP2k6RaMaSN8Ujo5GOY9ps5rhYgqlbmtp2Mc2Csma+F1xS17Rmu0bA620WI06zdN1gdbVUj6VwDnNex4zMkZcteOwranvT4kost6w8LqFU1ozgXB1tsJVNtNo2LRa2CKbD1gosOIVJQRLDiFNh6wQUQiWHEKbC/WG1BRCJbTaNimw9YIKIUnqjwUWHEKogZRqO5QqRSimw9YKLDiFSUEU2F+sNqi2m0bEFBFNh6wUWHEIKCJYcQpsPWCCiFLesPC6iw4hVNaM4FwdbbCVCpblKJbTaNimw9YKkohEsOISw4hBQRTYesFFhxCCgimwv1htUW02jYgoIpsPWCiw4hBRJ6o8FCqIGUajuUWHrBQrRCJYcQpsL9YbVSUQiW02jYpsPWCCiESw4hLDiEFBFNh6wUWHEIKJb1h4XUKprRnAuDrbYSqbabRsULWwRTYesFFhxCpKCJYcQpsPWCCiESw4hTYX6w2oKIRLabRsU2HrBBRCk9UeCiw4hVEDKNR3KFSKUU2HrBRYcQqSgimwv1htUW02jYgoIpsPWCAAjrAd6CjdyRS1dc7EsGmja+XpyQiQMdCT1hY2u299RoBtsrnmrywE1EFP5QR1qKupzft5lpJJ7G2XPqqGWSCZk0TiySNwc1w3ELEoJu+ZC5U0slK8B1nMeLxyNN2vHEH7to2FWVv619NKYectHRYg0TRvAv5LL1ZAB6uYE5b3y5De+3SVFPLSymKVuVw1GtwRuIO8dqkZO9MuJS2pbt+BUKW7fgV0C4kIiIQIukq6anl/wAhRwRsqaeFkkUgYA98uQOkjedt9SADscy2mY25tAEREAREQBERASdg9yhSdg9yhCsrggkqqiOnhbnlleGMbe1yTYBZc+F5I3vpqmOqMX45sYcCztsQLjtHxtdZPJuI+XS1V7CmhJBOoDnWY2436uGxYtDT1Al8qZOKZkTvx7nW14De423BZclHiKdWRhFGytxGOOYltOy8k7htbG0ZnkdtgbcTYLOdWPp6oYpUtDJywGip2/6puxjuwNGzebA9qv1GL4NT08gw6klfPUNbzzpWiOO4toGAnokjMRcC9hsFjoZppKiV0szy97tpKw7ybchwKERF1IZlJiJpqd1NLTQ1UDn5xHNms11rXBa4HZ222cAtpakmhjcxjIKCuHNubmJbS1AtqMxJAOhuTqCRfTTn1tMD/lJqsMd1auI5b7GyM6TXdmwi+2ziN6zKOpUDXywSU9S+nmYWyRvLHtcNQQbEK2tnN/lOkinb0qunZkmbvexo6L+2w0NtwB4laxSEtS34lfAIiLZAiIgCIiAIiIApPVChD1QhUEW3hwETtpKZtXGzEaqzmU8gs0tcQGDNsDjqbGwsW63NlqCCDY6EIQIrkNPPUZ+Yhkl5tpe/I0uytG0m2wdqtoAiIgCIiAKW6uG9QjesPvQq4hERCBERAEREAQAm9he21FsaGJrsMq326dg2/ZcKN0dMePW6+JrkVyWF0dRJCLvcxxboNtltK7D2x08ULcgfHzmZ4b1so/8Awo5JUbhglNSa5GoPVChD1Qi0cWEREIEREAREQBERAS3Vw3qEb1h96IXkEREIEREAREQBERAFJ6oUIeqEKgiIhAiK9FRzzAFkZsWl9zssL6/+U9yjdGoxcnSRZRZlXhktJGHucH6kOy/Jtl/aWGiaatFnCWN6ZKmTYesosOKIqZs2NLPDUUBw6pkEdn85TzOGjHEdJp4A2Gu4jZwvx00kj48JrsokykUcmYEAkkgBwNixzidb2BN7jVadbTB/5cXYRJ0ufv5NxZN8kD+0QG/EcFicdSFmscwscWuBa5uhBFiDwUtsHdbiLrYVH+Von1jP53G3NUt/pBe2dvE+t38bYdJTT1dQIKaJ8srgbMjFzYAk/C1yexIy1LfiVcSzYW27lsMJpYJKjyqsGaipS1841GcX0YLa3cdNNmp3LMpMMdQxGeUU0lRfoZ5GPihA+U8gkEm9gNdh02KutxbDmcyympmPFO90jI2AiDnCblxDrufsAsQ0WAFtt5KaWy3ZCKutq8JxBlY6wxWd3lU8r2g5S45g0AaC+/fu01CqxNtBiEjazK2mjq3XZOxtmtdoXRvaLAWvbMALixtqbYuLtkFNA6oJdUZ3iR7jdxN9bnfrdYmHYhJQzjUup3uHPwHVkreBG/7jqLLEIXG3x6+uXuO2aHdz0/D6Fmppn0lTJTzaPjcWn9+1WrDit7jNGHc8xhLp8POQm9zJB8hx/KbcNNtLZeBJ0S3CTa34o4smwv1t/BRYW27kRdBZNh6yiw4oiCyo2sOluQMLr5bm172Cg7Bru4recnqNksM888uSDI/ncpGcNaBfKCRc2doOxZk9Ks7YsfeT0mww+KSjwamp5KdsTqh7Kkv+VILSBl+Fhm+druWox8Fk8MDZInU8TA2J0bSA/QEvsdbkn37F0NJUAfyjyiaN8TIm0wd09OkMt91mk7v0rn8Yic6mgmBGVjGNPHVjfBeaD1ZbZ9TtGJLsySXA1FhbbuU2HrKFl0NIZpHOezoNjc6zt+hAt8V6m6Vnx4Rc5KKRjzQmCZ8LyM0bi11uI0VFhxW9xmjdPJmhju/nJMx7M3iftWiWYS1Kzr2jC8M3HkTYcVXTzyUtRHUQvyyxOD2OtezgbjaraLZwN5UYZNUV7K/CWOFPNaUOa6wgf8ppcTpZ17XN7WKxZIIq2RzJCyjrmmz2PBayR3/sd77N9y1zSQbXIF+NlsocXEroosQp4Z4QGxySBgEuQWGjuIA0vfYLgjRYlG91xLexr5InQyvilBY9jsrmuFiCNt1RYcVuqikNRWuw+d4fVWHk1QNBUA9UH3i1j8DfS2lILSQRYjQhIyvZ8SCw4qbDioRbFiw4qbC/W38FCILFhbbuVTmFjsr7tItoQsjDqUVdbHG62QObnF7XBcB962OIYTXSQRSR0Mzi95IyxnM9payxA2kXvrsv71jV7VHdYW8TyGksOK21JQR0kMOIYlFIYXE8xAWG9Q61xtt0LkXIv2KsUcNBVmkbAarEIvxmcgQwuG24+Vl33IAI3jbTLXijIlZUGrxDOS6d3SZFv6F9pvvtu04mSnTpbs4rgRUyikm8oqwyqxGW73tkHRgO64GhdoDbYBYEHUDYVVdycxmpfW1VPLRzynnKhsb3HM46uLCQRqbmxAAva+9c9JA9lOyZ9xzj3NsRroGm/wAcytKLGnu3v4Fla2aN+7lJTwSRjDsMhhhgeHRCR7nG42OcW5cx26m+2wsFVXUNBirDV4XFHTB+oiY51mvy35sh2w6ENIJB4AkBc8tpgR5+Wow1x0rYXNjH/itGaMDtLgG/407tLg3fxZmzWuZlcWuu0g2II1CpsOK2VvOtMQR/LqdvxnYL3vxeNPeBxGutWoyvZ8UBYcVepKV1XUxwMIu9wbcg2FyBc9mqsgEmwFyV12E08WGx09VaWCsmAbEMtg9hDA8m41F8zdN5PBJy0o9HZ8Pey9xj8oIqeqop5aRpEVDM0U5cBnfTPHRzW2ZXNsSdplA0sL822weOlv2rsII6OURYXLJZ2IUZzzMJdkDbPa0DjmZ0tulgLa35SpppKKsfTy6Ojda4OjhuIO8EWIO8ELGOepUM8VHK6LFhbbuU2HrKEXY89iw4pYcURATYcVFhxREBXHEZZWxs1c42A4roaiNkVDI2NoaMuwC3+tctdhNGJCKkvIMbx0bbdWj/ANy2dX/M5f7P/wB1y8+SVySPrdkx6ccpNcUy5PDFmkflbmHO2dl16rPE96prIxLVNjJsHvnabbr3Vc/Vl/2v6GK6YWPrGySzCNrZJtLXc69+qPEjvsDyR9CaW6rmvqjmWUFTO+SOnhkl5rVwa0mw4rJpsGe1pqcQPk1M1pfZ7mskltsDGnU3NhcA2vfsO7r2trKWOmpA6AR2fnL7FzxHcOJ2N0yjhpdaKSqp6V5ez+W1Z60813MaeLR8r3u07F3WS9ktz4XaMLxSrkZ0dFh9RG01sEeEseBzU3PuJN97oyHOcO0ZR8Vr8SwefDH9OSOaImwmhJLDw1IG0ajcd11hSSPlkdJI9z3uN3OcbkntK29BWunom0gkjbUwm0XPEc3LGdTG4nTQ9IX026g2vanxs81roaawtt3KbD1lsKmh510roITDPECZ6U7W2Fy5vFttbbQOI1WuW4y1AWHFLDisigon19WIGuDBlc97zsY1ou4/AArbxVUpaxlCfJcKjAbJ5UbNqHbXF4AOY6mwAJaA3fqTairYNDYcVFhxW2xzBvIKh0tJJHPRyNbLG6NxJaxwu3MDqNtteC1KRkpK0Cptg8dLftVNhbbuUt6w3fGygtLbXBFxcX3qlvYmw9ZRYcURUliw4qbDioRBYsOKmwv1t/BQiCxYW27lNh6yhEFiw4qTbKOkoUnqjxQqYsOKiw4oiEJsL9bfwXSBjWPe1oDWtpn2AHbKtJhsBmrGdEOawhzweFwP0kLeO/HSfm7/ANMq4ZXyPp9hjScupdqY2PZK19iPwm0djFyoAtq63wXVT9WX/a/oYtJV4dPJW1DoY2iPnnhoBAsA4jYpidLc69vxuck4qzXot/NyVfBSPqZKtuRkbZHBsdzY59mv5B71myciIo3yNOKPvGXg2pvVe1h+XxcF6tEj8++0YlzOTVcE0lNURzwvdHLE4PY9psWkG4IXRVPI9sL2MZiBe95l60GUDmxIT8o/0Z71TJyOmjjkeaxh5sPPUOuWNr+P5VvgmiRf5GLqYlTR1FTWDEsGp5THM4yBlMwk07r6ssNgB2dllmOr48KonsOG0vnOqa5tQOlZkeh1aDZrnEXIG4WsAbG9T8j3Crnpjibo3xSNYSyK4dfPY9Yf0Z7wsKswqlwV8T5KyWUVEDiLQAWzRgj5fB/2LE8Vq2jeLNjlkUUzEYK7GJmxTzObGxwFstmMuQNGiwG3ZpsWNR0onDnuPQabEDbfK4j9VbSPF8Pjkzhs4zPa59oxraS/rerb99VaZX4a1jWNE0bbDMWxNNzZ4PyvyguS1JUlR9FQ7OnH2r68fkZWMQiWCY2JdG6RzQOPONH6CVzq6N2M4W5zznqxmzf6hul3B3r9imXkhlqHQxV2csY9xLocvV538o74j3hawxlVUY/8jmw94pKXH7GLPVSeSYfi8Fi+JopKhjhdpLB0bj1XMsLHaWPWIaBtaOdw7p+tTlw5xh7B8se7Ub+3oaXk06kpquCqqRLTPa4uaxti1zGNeHC++zyO9XqDkjhrDJnqpp6iOfmmZog2MOBeLkB13C8bt43cTbbxSbuOzPnfyMSVtnGz089NJzdRDJE+18sjS029xVsAuIABJOgAX0CGgGN4O57q7y80+dxjlhDM4y3ytAeCHDKQMulhsLQsGoGB8kqsxR56qseGOMjJRIKcZiHNuMpzWGu7W2oNzlucVvHwOuOeOc9OqjjUXW0GM4PiuKGHGqakMVQAPKX03NGJwabOJjcLi+W+hJ7N+RUcgIOcmdTYnI5kZfdnMZnNyuDT8oXFze43bbbFYuT4qjGTLDG6kzjA0vcxo36be1dfHQuocAbRGkBlqy6aGfMCS0MyEAcC8Hb6qxHclmQV8ULKt8xzBn4oM6RfIxvyjpmj17CsvEsYoqaleyKWsHlEb2wseQ7JCWgWI0tmeC4bNNbdILnm1JpI+j2LNh0uTe5UX5YqemZI8sj5suaXBzQ8tcHFttLHKNexa2th8oo4oc2XO6EXte34NTHi+FsDRnqzly/6huuUEev+V9ity4phpZGGPqiY3RnWFovlGX1/iuUYST4H0Z9owyx6XI1FBE2evp43tzMdK0OHYSAt678YfzQ/rFYdPiOHw1Uk5E5L5Gu0jGgDgSOtwHf3qtuJ4e5xL3VDfwHN9GJp1uSflDsXWak3wPJ2eeLHGtW5spfxkvvk/wCIxcxWxsirp42CzWyEAcBdb12M4W5zznqxmzf6hul3B3r9ixRFT41W+T000jHEzTAyRACwYX20cfVIUxRknwL2/LinC1LgaZF0cvI6aKKV5rGERh5IyHXLG1/H8q3wWRFyKilEZbibxzmS16YfKDiPl/kH7F6dEj4j7RiSuzlW9YeNlC6aXkjHFHDIzEHOMz4mtBpwOu3ML9I7B9qN5FTOexvlrOm5reodLymPjxF00S6F/kYq/sa/DHnEo34ZOGyOMTjSuLRmY8ahodtsQCMuy50F1bEkWLOyznmq3LZsxcMspAsGuG5x9a+3aNSVsqfku6KcPOIvhkjgFUx8UVyLOI0OYWII0W/jwRrH1FLUV7G08rJI6hsVIGh7g9rM5s7UhzmuFhuOmpvmWJy35kfacSdNnz+aCWnmdDNG6ORu1rhYhULsW8k5JKFsNTXQyRmMPppwCeb/AAfOm5Fzltm0te5BHbiSciZ6epjgqKrm3PqGwEGI3aXc3Y2JH9IO5IqXBorz4v8ARzK2mGUkT2iSRofnZscLgWkYP0ErLrcAw/DaeOoqMSle1+QiNkDQ8hwcb6v3ZdfeEhraOWeKKkbWTPMbY2sbAMziCzYA430YVjIpcEe7sksTucnsXsFwsU9YHGWMkEOBkOVpDX7Peclh7wFdfGcQ8rlaBSxOlkcTHo2MFsZyj4X022CzqaaKGOGlqad8T61zZc0sQD4Io5XPc8i+jS2/acp02X1c2NYXIHRtNQyNocxmWnaCQQ0Bzunq7o3PvXnetyrmfS73s6goRexcno6YUxo4mGONmbO4HpSlrmi7jvGpsN32rEhw6DmmvttY1wHAiLMe8q87GcLc55z1YzZv9Q3S7g71+xWGYtRMha38ObMy9Ru3msnrcfs7lYxmkJT7KpJqi7ilP5RT5WszSc7lZrbUiMLnlvjjFC57CfKAGzCT8W3YMn5X5J+xXxyVojSeVDGCYgwPLhTg6EOO5+7IbrvijKqPn9vz4damnxObaxzg4taSGi7iNwvb9JCgEtIINiNQVtGy4RAHMjdVSNewMeXRAX6TT63Yfs96zaPkm6thgmhrmGOctykxkdaUx/ddbjcuR5crhiSbkY0MzsWm52K0OLMeJI5IyW8+Rckng+4BFrX132WNiEUc1PFiMDAxkvQmY0WDJQNdNwI1G7aBssNxSclmGlhr48UlidkMzS2DpNLWsdoc+3pi3uW7xLktHSVE1a+c+R4g996dsIDc4kbES3pdHK+S7dNG3Gut8zxy/tFbo4/yMV1ZwtBTyVVbHDECXm7gALk2BNvsXZTNhqcVFXFDNHQRSZGNzAljiIi1up9a5Nt11aoeSdZguIurY60k00XOxVEUR5s3DAHZnEWA5y9zuY7gsCpx3DJK2Mx+UNgpyRHaJpc4XYbk3FzcO1Otre4efLcpaYn2OxZ8McVt8WhUVohqqXFKhud8dRDI/K0AkdMuAGwXts2LHxeldarjkcHVGE1RpXubpnjzODT7gWkX/KaFciOGYw6LD21k8DnuYGvkpxYkXAGj9+b7Fu5sBlmxipqw97mYlSMc9jo7GZ8oj6YAJ0514fb8my33ctFpcPX0PJ2vtGLvVvyOCRdP6EVHOtidVta4vawgxm4JlMX6RdUwckoZqCOrOIvaHxGTL5ODazWOI6/5Y+1enSzw/wAjF1OaRdTVcjI6YPHnJznMeWW8nsCRI2Pbm4vHwurD+SMkUTpn1bSxjOccAw3IEPO228NE0S6FXaMT4SNBLE6JwDrXc0OFuBFwqFuRXYS5wD21AjALTaJpJbZgAvm/Jd3q1DT4exjsQZUzmKnqImZHQtzOzBxv1vyD3hc02+R7MkIRe0trNhSdQ/3cP6sKqq/5nL/Z/wDuuWK3FaCNzspqHAhgBMTR1cg9bgwqJcVoZYXR3nGYWJ5tpt+ELvW4Hv71w0SvgfV/k4lFrVyZsJ+rL/tf0MWZi/lUFbRUFTktBzr2ZeEgD9T7nBYmHVmFYjiMdM59XkkLzJaJoIZYF2uY7GsO4+5Ux1+HyPdiThPJBTPdnZIwNzl97NaQ7boTu0aewHDi4q2jrLtOG37XNfUypHeTURp2kZ5orT2zBwHNfi3A6HVrXdy0xwmCWtcxt2tEsYIv8l20BXJMcpZXOkkdUve8HM5zQSTzeW56XH7O5IcXw5s8kr3VIzPY4ARNPVA/K43VhCcUc55uz5GlJ8/sauvoxTGNzCS2RgdqNhtx71iLeyYjhMtOYXPqiMrRfydulg4X6/5X2Kum5KOq6WOpirAI5W5m5o7G3ONYL6/lXXphqezR8jtTxY2pRlsyxQVM9ThdRGJXGooWtmp3X6TWA2e0HhYg24A8FYmpPOQFTh0OZ5H4amjGsbuLRvadumzZwvt6fk9Ng8zcQNUx7Ih+EZzZOdhe6JzSLi4IB3jQ7Qs70Pw+hqpajzhJNGwSujjMGrCzKRn6QzaOB029mxWWKTdrieT+RiXMxcHwt+G08Zqm8ya5maSU2JbFbM1rWkgkk5XG2wButib4+LA1lEGNaxjYmgxiw6LQzORfadb6lW6rE6FlbmNVPVSMkk5yYQtAlJv0h0t5t8Crfniiy2tP1bfix/RZfW4/Z3LzOE3LUz7eHJgjh0OXH7oowmpdWQx4e0uFZHm8jkuCHA6mEtI6Qcb2HFx0OZYtTQiqzVeGwudCRmfEy7jAd7eJHA8O0FbWg5OQ4tUPmixLITLHlyxBwHOWIBObQgmxHYttiHJzD3VFTj7sXlayRvlRhhiyyZ3Nc/KDfoi7Xa7hvJXpeOT9qPE+K8+JScbOZ5PYeyuxAme7YIWOe51r9O1o2235n5RbgSdgJG1xN+FzCKlxisqhOCeamihD2wtLyC03cCWix6IAsSbE3ssnFsXmw2odh8034O56UUYdJIWyFl5JHHM45Wv4DpWAAK0NVU4dXGNrnzxEG2fmmmwLnH1vyguLWRy32+H7R7oSxSwPffkZYpeS0r2ULK+rbIXBvlpgHNk8SC8Wb8ARtKofyRrzfmHNktqA9j4tN5LnAMHzlizUuDxzOpvL57xveHTCnDmvA2Ws/Zcbe1Z9fyc8g8oY7FCY6c5X5mZQT+F0Aza/iiPiFtY58VJ+R5JzhFpN8S0eTdPI9lPTY5RTVmVxkhGbKLNLui8AtdoOw302rT1NLPRy83URljiLi+wjiDvHas2mNJ5TTeS1E1POx2YSuj+XlBGw+sCB2FdY3kxTV0DnGrEcFXMWshbG0mCXOWEtGbRpc3hqNmo0sY5OK3GXJjx/2ZwKLqa3kZHRUklScRkc1sQlZ/Jcudpa9wIu7YQw/YqHcipmve3y1nQc5vUOtpRHx4m66qLZz/kYupzKLonckjE9gmrrNc2R12RZj0OcJ0uN0R7wsmXkVFEJC7E3nm897Uw+SGk/L/LH2pokR9oxJ1Zyik9UeK31NyXFayN9PWmz2sd04rWzCQ7nH+iPeq5eSUkVO6V1Y2zIzIQGbuZ53jw0TSzXf402mznSCACQRfUdquU8PPztjzZb31tfYLrb0UWF4k6kw4y1DZ5HNhjkMIs0uebHr7Ol9irrMOosD5h76maaSZgkZaENAaQRY9LtHcsb03R6f/WskYuXHczBBFFI/m42ssXN0FtBMLBW3fjpPzd/6ZVYdjVCXPIFRYucR+DbvkDvW4Dv71S3FcPc9znuqW5o3M0iadpf+VweF5tEj7L7TgtUzOn6sv8Atf0MVA/GTf38n65VmTF8LeHDPVjNm/1DdMwA9f8AJ+1WTi9CHyEc+Q57n6xgbST63aihKuBqXacOpvUdNiX+YKn81j/++udx3lPJXVLxQOkgi5yR2a+Vzg5+axtu0afeFk49jsfm+Klo5Gyc/CwPc0g5Q0ygtI3E5wf/AJXLL3zlyR+R7NgX9pr4H0M1MdaaKqivzczat7bixsW1Cy6r+b1X9mf/ANPEuSwLFoooI4amb8Q2oLA7QBpgksAeJc46cSknKmWfEnudnZSObK0RtAuS6PICfmtPZYramqPPLs09dLgr+rOtZ/n+t/OYf/8AQuGx2v8ALa5jI5c8MMEbGjL1XCJjXDXtae7RdRjdf5umxacF4eZo2sc3a1xFRY964MEucSbkm5Ol1jI9qO/Ysfta37voQiIuR9ALosI5QxU9O4VZJcyPmWWuS4OE13E9hl7lzqKptPY55McckakfTJJWT0M00bszJI5nNNtoNPEQtVjeItoKGuYCDLNVyNY3NYgc5UguHuLh3hZOHTxT8ng6N4cGwSsJG4imiBHeFynKKubWYrOxmV0cVRNke11w8Okc6/2rvKVKz5mDFqnpfBDB8Tjo4aynmFm1ET7P10dzUrQLW3l41WvqqmSsqpKmW3OSOzOsLC6tIuF7UfUUEpOXNhfTKrlVhVRRMxSeSaKWTnGjmmNeXHnI3AWBAaQ1o9+pvfb8zTdZVSqznlwxytN8jqZuVMccUk7JH1lc9jo4pp6OOIRtdmDzZriHk5ndYHrErmJJHzSOkkeXvcbuc43JKg7B7uChc1FJ2jvVbIIiLQCIiALOwWr8ixSKXJnzNfFa9uu0sv8ADNf4LBRE6MyipJpn0vEJY4aKrfK8MbaZtyd5giAHeQFTg9ZDW01NLC64BgaQdoIbMPuXzs1VQY3xmZ5a8AOBN7gbB8LLb8kq7yXGYoXyObFO9oygXBfsb+se9dlkuR86fZNOJ77o6qf8Rh/99R/8BTW4rS4VzEtS425xps0XNhUyOOnuaVhY7USUuCU80LssrHUjm6X/ANRwXF1FZPViITyGTmWFjSdti4u1O/VxVlPSYw9n71Jvgd478c7/APqj+u5ZOI1sdPiPk51fUTVDAAer+Fa657OgQuJw/Gp46hnlNQ8wtgkh2XJBDiAePSKucpcUirsdkqaKR4axzw2QaX6bjcdlnBNao1/Fl3iTO4weSIUlLFVPe2lfAwS5Ghzg3yMXLb7Dpt+CyKqLyiSlBaWVUOIRZ2u0MgvAS4lx2gZRYDYL8b/LjWyyVUU8rsxjEbbDTosaGgdwAX0WvxA19HSYrCZKqsfURzvpy4c5I5ogdlYBq6zQ2+l730sLqatS+BjJ2eUJx52cbyoqY5p6SFl80FMxr7jeQD+gqRRTUFMIohzU74v5ZUv2QMcPxd9xLTqBrrl4hZD8ROHQsq8Tw6mqsVlJA8qEmdjRpme3MASdQLgHS+twtJXYjU4jMZah9ySXWAsLk3JtxJ2leaUpyeyo+pjgoRUS7UV0bYZKekEmWUjnppXXfLbZ/ZG+2vvKwURWMVHgbCk9UeChSeqPBaKiFUJHgAB7rAEAX3HaFSiEC6nkdic762GhllbzLHRc2CACPw7DYces4rllmYPUR0eNUNVMSIoamOR5AvYBwJWoumcc0FPG0dtRf6Pw/msn/CgW3qovLIqqnjjkkqW1Lnx9MBrYxUxl4sdpPRItwK4t/KZlLh9PSQRNltTlr3F1rFzI2ke8ZPtXRTVsFfE6qpZA+OSYuBB1F6qAi/A2I0XdSTR8qeKcZRbXM1/LSpfS4JS4c5rmSTSMleMw2NgiABG4g34H7FxC2WP13l2KPc10mRjGRhrzsc1jWOI95b+ha1cJVqZ9XBFxxRTMrC5o6fFqOeV2WOOdj3utewDgSvpdDU1dRh7amNg5vD20jGzfKGcUzmjXd0XEaceK+VL6ZgDi+lnpX1XMQvpqaVwIuHPZFTFo95JIH9pbx77Hm7YuD9cUbCpifFiEBkmbK+V0EznN2XfUl1veL2PaFpaL/R+H81k/4UC3DW0whonMc81BqRzjT1Q3ys5bdvW7gtPRf6Pw/msn/CgXSPBHzo8/j+TLxP8AGTfnD/8A1cKw8Yqm0eDyyvaXB0bYrDi+lDAe9yl9c2vdWvZkMcda9jHsdcPb5VTkG/xWr5W1Rjw+GlDQRNzbi6+zLDF4pJ7NnXDjbkov1wORREXmPthEWTRURqjLI9/NU8Dc8slr2F7WA3uO4foAJAGXQ/yHB6mvdo+pvS0/adDIeyzXNH+MWvY2pxL+TYdQ0OxwaaiQflPtb45Q37FcidHi+JU0DmuhoKZliAdWxNu5xvszHXsuQsCtq311bNVSBrXSvLsrRZrRuaBuAGgG4Bcn7WRLpv8AZfcvIsnqjwUKT1R4KF1DC6Xk1jNNSUk9PVylgbZ7XONxbnYjYDbsa4rmkVTp2csmNZI6WdvUY1RYhRVlPTOc5zIb5i2wI8oJ/Q8LL5SVT6XDap8cgZIXytbsub8wDt7CVw1DVSU8j2MDSJ2iN1xuzNOnxaFvOWtYZMRFHlGWF75MwO0uDQR8Mn2rrruLZ4X2dRyxiuG7+hzSIi4n0jpuR+K0tFO2mncWvnq4C026IAdrc7ls8cqn0nJy7Gg84ynjN9wdHMFwy3GN40zEYKaCDnWRxxsEjXgAOc0EA6H8o966Kfs0eLJ2e8qkufH5GqfLJPO6WV7nySOLnOdqXE6kniqFLesPC6hcz3cgr1RWVNU8vqJ5JXONyXuJubk/ee8qyiGaRVFIYpWSAXLHBwB7F9E5K422elDiGBvOxCoDx0QTPI+4O0WDwfhqvnKvwV1TT081PFIWxTi0jbaFbhLSzh2jD3sa5n0zE4DNgFRTsimA8kZLSB8d5JGGOawJG4NBOml78Ul/Hz/3sn/q2rUYbipreRs8sLJTXUABmqGg2a3JKIxbYLcd+YBdDiEBa41TWObFPJJlLnAkubVMDzpuzXt2cV0i6fufr18z5OSLi6fX8GoretD/AHdT+rVLB5X181HTCOE5TUTzMLgSCBlhOn6FnVvWh/u6n9WqXN8taiV2LmmLvwUZMjRbY5wAP6oVk6izrghqyxv3lzkvjP8AK46OoyNacoY+9rZWyANtvJMv2LdY1V+RYNLLkz5mMite3XpQy/wzX+C4BrnMcHNcWuabgg2IK6nFcQp6zkyY4pc74/Jg867eZa0+/VpWIy9mj1ZsC71SS2fE5ZrnMcHNJa5puCDYgrIrcQqcQdGah4dzTAxgAtYBYyLke6ldhERChFl0NB5W2WWSZtPTxAZ5ngkBx6rdNpNjpwBO5XvMx9o4f9YHggNf0eJ7lGnE9yIhbGnE9ynTie5QiCzJmxCqqY5GT1Mkokc17s5uS4ZranX5bu9WGhpdvtruVKlu34FGIpJ7IjS207OCno8T3KEQWNOJ7k04nuREBs6PGpaPCp6FjiA8uLHBo0zBodf3hoHYtZpxPciJbMqMU20uJPRvtNr8FGltp2cERDVk9Hie5RpxPciILKiBYbdnBR0eJ7kOwe5QoVsacT3KejfabX4KEVJY0ttOzgp6PE9yhEFjTie5NOJ7kRAT0eJ7lXTzupamKoiP4SJ7XtuNLg3VtEI6ZssTxZ2KupmvjDGwMawW1LrMa2/xy3t2rW6W2nZwUt6w+9QjbbEUoxSSJ6PE9yjTie5EQtjTie5XHTvdTspy8mKN7ntbYaFwaCfjlHcraITboS5xecznOcbDUp0b7Ta/BQiFsaW2nZwU9Hie5QiCxpxPcqiBlG3uVKk9UIEOjxPco04nuREFk9G+02vwUaW2nZwREFk9Hie5bXC8bGH0clM6LOCQ9ttOlzkTrHstF9q1KKptGJRjNU0VzSCWZ8mozuLrcLqno8T3KEUNDTie5fSeTfMT1MLXOa6Fwo2vN9LWpAQeG9fNl1fI6qYYKiks7OC2S+6xlhH3Lpje55O1xuF9DvIYzJiNVh9JHEWOm5wOceqyKqlfofcD9i4abGI6TBG0zHZZ20jHNLgLOD2xNIA4gMK7Cspo8Or6RrZA9pZSzEu2AvnLyPhmI+C+ZYw3nXw1sRJp6hn4Mboy3R0f+G404FvFMktEkuv1/wCfQ8nZMayOTfJmbyXkcX1MRkdzYZE4N3Ampg1+wKjlRVmfEWwZ2ujhiiLcuuphjDtf8K08M8tO/PDI5jtNWm17EEfaAfgqXOL3Fzjdzjcnis6tqPoLElk1+uQ6PE9yjTie5EWTvZPRvtNr8FtBan5LF1yHVlVl03tjaCQfi9p71qlvK2kdJU0GCMcGeSQl1Q86NY913yOP9luVp235vTbZRtRVsGN0aDBbEkT4gdRbVkLSNf8AE6/wZwcFrNOJ7llYnVtra10kTS2FoDImu2hjRYfoWKsY00rfFhsqIGUbe5R0eJ7kPVChbK2NOJ7lPRvtNr8FCKkskGxBBII1+KqkeZZXSSPc973ZnOOpJO0+9UIhBpxPcmnE9yIhSejxPco04nuREFlTQ0vA1IvwVOltp2cFLesPvUKFvYno8T3KNOJ7kRUljTie5T0eJ7lCILN7yZrZImYpQip5mmraJ7ZszSW9HpA2HAjb2ldvDURVUWJc49zZIKsCmaCS2WJ87JOcGmgIcwjiDf3fK19Q5Iyy+j+HTRZBJKyWi6fVAMsTc3vtIe4LSbrY8Ha8arWYtba8N/6Kp/VqlyXKqphquUFQYy60bubdcbwSCuuxINjqjAJGPfAKqOTI69iGVR/QQfcQuExkg45XkG4NTJr/AIiuk3a2OfZF7dvp9zD04nuVRAyjb3KlSeqFxPpodHie5RpxPciILJ6N9ptfgo0ttOzgizsGpY6rEmeUXFLCDNUEbebaLuAvpmNsovoXOA3oLL+K5aSiosMBILG8/PprzjwND7mhotxzcVaGB11hmiDDva+VjSPeC4ELIo6mSWuq8dqA3NCc7QNBzricgbfhtA4M7FpySTc6krk3KUmo8i7BFPR7VGnaupKCJp2qej2oKIUt2/AqNO1VNLQ7eBrv3KFS3KUTS2/Yp6PaqSiETTtTTtQUEU9HtUadqCgino332uo0tv2IKCKej2qNO1BRJ2D3KFUSLDbs4qOj2qFaIRNO1T0b77XVJRCJpbfsU9HtQUQiadqadqCgino9qjTtQUS3rBQqmloeNoF+NlTpbfsULWwRT0e1Rp2qkoImnap6PagohE07VPRvvtdBRCJpbfsU9HtQUQpPVCjTtVRIyjb3oVIpRT0e1Rp2oSgino332uo0tv2IKCKej2qNO1BQRNO1T0e1BRCvUtXUUjnmnmdEZGhri3QkBwdt3atB04Kzp2qppaHjaBfjZLGlPZn0jH2Uw5JzPZK41LmSCWMjRrRUOykabyXdy4XDXsqIJsMlcG+UFpgc42DZQdNd1wSL7NQTs02k3KsvwiKjlp46sysvUNmDg0uEkjh1SDezxqDvK181LSVeGvrqGCSF0EgbUQ584DXDR7dLgXBBvsuzU30uapqjy9lxPHFp9TWPY+KR0cjS17SQ5pFiCNyhbKptiOHNrRrPTBsVQBtLNjH+7Y0njl4ha3TtXOEtS34nqoIp6Pao07VsUZ+BQMqMZpxJpFGTNKeDGAvce3Rp0WQ+d/mmsrZNJcRqCxtvVaQ5+vC5ZoezglNGaPCyWNcavE/wMLd7Yswu4driMt9ls41vpZxiSNs0dDC7NDRMMTXD5brkud8Sbe4NGtlyn7UlH5+H7otGuRT0e1Rp2rqSiT1QoVRIyjb3qOj2qFaIRNO1T0b77XVJRCJpbfsU9HtQUQiadqadqCgino9qjTtQUS3rBQqmloeNoF+NlTpbfsULWwRT0e1Rp2qkoImnap6PagohdlgOKmm5ISumIdHRzEtYLB3SkgP25T3Fcbp2ra4TlqqLEMMFy+drZoGja+SM9X4sdJpvOUDtqdHPJjWRUzeCWM4MzFHvDBWMmbITsEwp5WEX4uOV1t3OALjltqWZ9ZgFRhoe4mnf5XFHfbpZ9h2NAJ7Gk7AtV0e1coS209PS8ixx1JvqQpPVCjTtVRIyjb3rodEilFPR7VGnahKC2n+bMGIOlTiLervbADe54ZnN99m32EE6+GIzzshjBLpHhrQTxNgt3Ux09dyqlD83kVHo87CIYmgZQTvIaGi+1xHFZlJRi5MUYWI/yOhp8Nbo7+cVB3l7gMrT/Zbs4FzuK1qvVVS6sq5amXryvLiG7BfcOzgrQy21us44uMd+JaIREXQyEREAUt2/A77KFLdvwKFXEhERCBERAEREAREQBERASdg93FQpOwe5QhWEREIEREAREQBERAS3rDxsoUt6wUIXkEREIEREAREQBERAFJ6o8VCk9UIVEIiIQIiIAiIgCIiAKW9YeNlClvWCFXEhXaarqKOXnaaeSF/rRuLT9itIhDfS1jRDQYrzEQbKH0tXHDE2Nr7bei0AXLXA3424LVYhSeQ1r4A7OyzXxv8AWY5oc0/FpB+Ky6L+UcnsSpR14HxVbb7mgmN4HaTIw+5h4BXMIFPi09JhtdzjQx1mVDdeaj1c4OGnRHSJNxbUrlJOMtS+ZTXtw6ue3M2jqHARc9cROP4P1tnV0OuxUUlLJW1kNLDbPM8MaTsF957Fua3lIx1U6Whp5WBsvOQ8/MXNitYNLWCzQQABrfZ8VWOV8z45JqigpZ8SN2srHRgFrSACC0aONhoTfaVdUuUQMRqo6Wuqa2O7XFohw6M9aOEDK2Q8DkAtxLs27XnlXPPLU1ElRM8vllcXvcdriTclUKwjW74sgREWwSeqPFQpPVChCsIiIQIiIAiIgCIiAlvWHjZQpb1goQvIIiIQIiIArlNUS0lTHUQuLZInBzSNxCtogNzM+LDMepcSgjBoqi1QyO9g6IktfGRwuHsOliAdoIvrsQpDQ1stPmzsabsfa2dp1a74ixWZV/heTWHSdZ0M80JdtyN6DmtPDV0hHxV/B5IpIGvxaKKXDKV2Xp5g+5u7IxzddddtwLk7bLnJNS1IppFJ6o8VvMTw3DZpY5cLMkDalgfFFK4OYTbpMa/aCHXADt1tbkA6R7HRnI9pa5pILToQfcrGSYKURVRxvmkbFExz3vIa1rRcuJ2ABbIbHk+xoxLyuRoMVFG6ofmGhyjog8Mzy1t+Lgk73UOHc29xNXXgSSknVsZ1aD2uPS92XjpkwwRRMdhjZRzfRlxCpYbtDQL82DvsdPynWtewK1dfVurq6Wpc0NznotGxrdgA7ALBcpe1NR5Ld/b8lMdERdSBF7MRAeM0XsxEB4zUt2/Ar2WiBHjNF7MRAeM0XsxEB4zRezEQHjNF7MRAeM0XsxEB40Owe5QvZiIDxmi9mIgPGaL2YiA8ZovZiIDxmi9mIgPGjesFC9mIgPGaL2YiA8ZovZiIDxmi9mIgPGaL2YiA8ZqT1QvZaIDxmi9mIgPGaL2YiA8ZovZiIDxmi9mIgPGalvWC9logR4zRezEQHjqirJKGqbPGGuIBa5rtWvaRYtI3gg2Wc+qw+iiqPNrpnSVLSwOkaAYIz1mgg6kjok6aXG9et0QHjNF7MRAeM0XsxEB4zRezEQHjQ9UKF7MRAeM0XsxEB4zRezEQHjNF7MRAeM0XsxEB40b1goXsxEB4zRezEQHjNF7MRAeM0XsxEB5EoJ4JaCfDamZsDZHtlilcCWteNLOsCbEE7ttvhGKzxZKagpnh8FIwgvbskkcbvd27m34NbwXrxEB5CwqoiEj6KrdalqhkcTqInfJkHAg7+BI3rLrKKevfzTgzzpBI6KoY5wa6Yg6O12u3HebA8SfWSLEo3TXFFTPLXorSG1CcQjjxPmjaMzMe2SXbzWmrCBpc6F2mmitYbg9Xh9HUYpKIonNIippJJWhhc4HM8G/Sygbr6vavVSKacnXy/Y2PH9ZVR835JR5hTAtc5xFnSvA6x7Lk2G4HjcrDXsxFqMVFUiHjNF7MRaB//9k=) +
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-如上图所示,从 2015 年 12 月 17 日 14 点 30 分开始形成一条向上的线段,之后再从 2015 年 12 月 22 日 9点 35 分开始,由连续三条线段重叠部分形成最后一个向上的 5 分钟级别的走势中枢并且在 2015 年 12 月23 日 14 点 25 分( 3684.57 点)发生顶背驰,形成第一类卖点,根据第二类卖点定义出现第类卖点之后的下跌线段升形成的高点就是第二类卖点,所以在 2015 年 12 月 25 日 10 点 15 分( 3627.85 点)形成第二类卖点。 中枢 1 的时间段约为 2015 年 12 月 22 日 9 点 35 分至 2015 年 12 月 28 日 10 点 55 分。趋势段 1 的时间段约为 2015 年 12 月 28 日 10 点 55 分至 2015 年 12 月 29 日 10 点 10 分。 +
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-![Image](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAtQAAAAUCAAAAACIMfWxAAAAIGNIUk0AAHomAACAhAAA+gAAAIDoAAB1MAAA6mAAADqYAAAXcJy6UTwAAAACYktHRAD/h4/MvwAAADJ0RVh0UmF3IHByb2ZpbGUgdHlwZSBleGlmAApleGlmCiAgICAgICA2CjQ1Nzg2OTY2MDAwMAr5vKEOAAACKElEQVRo3u3YT0hUQRwH8ElJxQJR3DYIOqgImSeNzZbtIi0EeVjROoQoGKzuQciDevPSlh7UdgVBLUgIPEh0MvFPIaSB4B8Cc0VkD5InCTUECTd3mt1VcwW/D8R4OX4/p+HNezC/4Tvz5j0hiTQjzB4A0WljqEk7DDVph6Em7TDUpB2Gms6kTY81xfFJykDF076vO/F9R0O99aWr/puUi1V59vaQ2QMnOkaoSCiJo1IuZwqRVFDd+fnnQeehUK8Oeh/lJojUKSlnL0UecYXNHrrewuvY9yC0NIONj0EfBrDeHsjfCrU0YXVu6MlD7L5NRNnVNHbHmuJCdrl3cDUysdFQ/w70Nzote30t6oIz1vRFq3+Hi3+Li+/Bxbc24+IbcPHux7j40nuYrRDKz8Iy0qEUQf+WVYV1Ou6Kxdm8IOa7a26nHr46re67YvZgz4cEvCbSr+MldQOvyFsGC9qF94MKvJvUGGzFz/Be1mGwFRq8RoZexmbQqcLqP5hPy11321BwV4rwyoi/tvjq35nuU/fdiTVte+WX4fIrcfkeg/Kf4/J9uPrXBuUP45fwBH6Fz+ETQHANHyC2zT7haCvsigT08qzaqNPU2TrnQcOryR/7nftn6s2pN02u3IvqxmsrUo4mRh4p4pci/a9CPsfNqiUp56q9A/O/4vvi/37sBN6/qCyZkfKjI9ni2TB74EQnwf/UpB2GmrTDUJN2GGrSDkNN2mGoSTt/AAY9aTaNv/EPAAAAAElFTkSuQmCC) +
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w+NsbDzawTBo8gXGfEls5L3r6KP1NM2unnn4mTJgtLh1LP1vSWgJmaGSQBr3vIuCO9BG4B3XKSLoowmRuIPrZSSb1EckUeu4MbBe29rPGvDgdT1GAfCWI/wDD2f8AOV6jAcv8pYjb/u+P/nLpxcl605dyr6ETq6RsX1sOUsp8cpqRp3FNRPjJ5agXPnWBJSUE0jpJcfbI92pc6CQk+Wy4dRgHwliP/D2f85OowD4SxH/h7P8AnLqMYx7Lf+P7Tkfc/DPhuP5vJ6FlYY3D8MxSlrmY1G51PK2TKIZBmsb2vbjssXqMA+EsR/4ez/nJ1GAfCWI/8PZ/zl1m/wDUv8f2katUbwYZgeMUs7aPEaeGrvHIWCneNGtfnyWbsbtdbhZat2CYeYBPFjbHxl4j/FpLl9rkAW2XSyLA43tezFMSa5puHCgYCDz/AI5buKswOvonUMNXWQ1cjusdIKJjeudpoB11g7TsB8ZAWeZw/wC0q923/wAnVW7ZrG4VgUcf4Tjt3vbdvVQOIabka6dnYuyKakh6lrMbhMcTbdW+nkLXHiSLdg8wWE6mwJri12I4kCDYg4ezT/8A7KdRgHwliP8Aw9n/ADlopf8AqX+P7Q3apIyp4cIF4qPGWxw6i7qd+dwzEi5A8XmXfX4ZQVVNBiDMWYIsohe72PISXsa3MTpxzjU73Wu6jAPhLEf+Hs/5yyaabBqeN0JxPEZIHg5onUDMpJtr/Hb3DT5AqpL+6X+P7TieZ0+ngdEmE0rqWrqKTE4pzSsEjoxE9t2l7WaEjm8LVr0NbT4bglLWwR1tTUz11MGMBpWxsFpmuJJEh/ozw4heeWmC5NO2/ZarkvYjqW4REWxyEREAREQBERABsdkVHen0KIVhERCBERAEREAREQBDvw24Iq7ceIcLIXkRERCBERAEREAREQBG98NvKire+HouhVuRERCBERAEREAREQBERAPe8N/KivvB4+SiFYREQgREQBERAFm4b+U8n2rCWbhv5Tyfas8TsM9fBfqI9/gYSK5dbXG9t1Labja60PLTORc4MDQ42I2zLdYRi0EmIUxxZziYjaOqLjeMW0DhYlzfpGu+y0pbsMzeSlu0LhxT1Eo2qN8yimw6MlmItpIDIJGVBflfI0G7SyPvyDYEGwFxuLIcTwWipYvYuHtrKtuZj5Zw6NhbZoBytde57rW4348NDbtCZe0edcejbVSlfy/J028yktGjLqcWratgjfKGRDaKFjYmdvctAHlWGltNxtdXLra43tutIxjFVFUc0zKpq0Rh7alpqI8j8jHm4a9wAzePQeZdmG1NY7Fac08uWZzmxtOUGwtlGnYFgW7Qt70Tp2uxV1TIR1dLGZCe21vT5kk6RpgwbxElzZk9LcX66eTDBG0sic1wffUOtr+teZXdVTOqqqWocRmle5x18q6bdo2SKUVRcacsSbkyt74ePnZRcmt7sd03e1zsuNu0bXVM60CK5e0JbtCpKZES3aFcutrje26CmREtpuNrq5ddxvzQUyIrbtCW7QgpkW0pMDnqcHqcQddjIml0Y8O2/ktdazLruN17ObGX0XRikNTCyR9UwtyN7gZLW08hCzm2qo9PD4cJZnPZI8WiuXW1xvbdS3aFoeamEVt2hMvaEFMibG4S3aNrq5dbXG9t0FM2DahmKtEVW6OOqAtFUEBgf+jIdv8AxHXmbWtgywywSuimjdHI02c14sQfEuFu0bXWwiqW1kTaWvl70AQ1BNzFyaebP1aEcQcqybbedi0a9F31VHLSSiOUtNxma9pu17eYPELot2haJpq0SmbWpglxChpp4GX6hj4XNuCbMBe51+VnfQtUtpgud1ZPGH3b7GqbNB0v1TtQFrXxPidlkaWOsHWcLGx2+jVdcrOIpqTicUVy67jfmlu0KHdMiK27QmXXcb80FMiJbTcbXVy62uN7boKZES3aFbdoQUwNj6VFyA0PdNXG3aNrqFaCK5dbXG9t1Ldo2VJTCK5e0cEt2jigpkRLdoVy62uN7boKZES2m42url7R50FMirt/Jzulu0I4do2Gyha0IiuXXcb23Utpe42uqSmEVy62uN7bqW7QgphFbdoTL2hBTIiW03G11cutrje26CmRVvfD02Ut2jZcmjuhq3huoVLU4orl7RxUt2jZUlMIrl1tcb23UtpuNroKYRXL2jzpbtCCmREt2hXLra43tugpkRLaXuNrq5dbXG9t0FMe9Hj5qK27kajilu0KFaIiuXtHnUtpuNrqkphFcutrje26lu0bIKYRXL2jgmXtHFBTIs3Dfynk+1YVu0bLPw1v8b3Q0tx8azxOwz18En/ER7/BmAiItDxlN7N324qIdhttwRCsIiIQIiIAvQ0X4B0Pq6nZ9Y/qm9o29Zee3Xoekv4HRYdhY0MMWeQfpH/5zedcS1aR6MH1VKfReOh55ERdnnKy+cWve/DdRG98L28qIXkEREIEREAREQBERAc4YnTzxws76RwaPGTZbzpdK0V0NHHfq6WJrAORt6LLH6LU3snHYSRdsIMh8m30kLCxKp9mYhUVFweskJHO3D6Fw9Ze49K9XAftfgYqIi7PMEREAREQBERAZlLVxdT7DrA51MTdrmi7oXeE0HftFxfs3XXWUbqVzSHiWGQXilaNHj7COI4LHWVR1oga6CoiM9K83fFmym/BzTY2PbZZuLi7j8CnCCqmo6ozROIf3TTfW4IsQfGCVn4lUy1eC0M0zszzPM2/IBsQA8gACxK2jbDaenf1tLITkeBsfBPIj/5XZAwTYLVukLnex3sMQzGzS42dp22HmXcJKStHGJo0/b+DAREVOgiIgCIiAIiICi+V26iDY7IhWEREIEREAREQBERAFXXuL32G6iHfS23BC8giIhAiIgCIiAIiIAqy+YWvfs3UVb3wvbyoVbkREQgREQBERAEREAREQF1yDe1/IonveG/lRCsIiIQIiIAiIgCzcN/KeT7VhLNw38p5PtWeJ2Gevgv1Ee/wMJERaHkKdm77clFTsPFzUQrCIiECIiA2GA0vszGqaIi7Q/O7xDX7FcfqvZmN1MgN2tfkb4hp9iz+jAFJS4hijvyEWVl+Ljr9g868+SSbnUlcLWTPRL1cGK6u/p9wiIuzzlb3w334C6ire+HpsoheQREQgREQBERAEREB6DAnNo8DxSvuA/IIma6gn/5I8y0HvOO/JRX3vl5rlKnZrKeaKj0IiIujIIiIAiIgCIiAIiIDJpq2SjlkAa2SN+kkUrbtdyuOBHPgto2kjdgGI1VFd0BdEXMOroTc6O7OTuPYdFo3d8fHzutngU9Q2eanhk6sPhkld3N83VxveGkHQg2sQdwVxld5o7+JzibOzVovRP6OmeohnpGNLMkctVTueGuhzakC5u4WB2uRY34E6/EaGPPDNRBpglhBABNw5kbesvf9LN9isZKV+w66e01qLuq6WSiq5KaUtL43ZXZTouldETtWgiIhQiIgKO9O/mUVGx9KiFYREQgREQBERAEREAVduN9huLKKu38nO6F5EREQgREQBERAEREAVb3w38guoq3vh6bIVbkREQgREQBERAEREAREQF94N9+SivvfLzUQrCIiECIiAIiIAs3Dfynk+1YSzcN/KeT7Vnidhnr4L9RHv8DCRW4v3vHmpcW24LQ8tA7DxckXIkWb3P0qXHJQrREXbHTzTC8VPI8HS7Wk7Wv+seddnsGr/Mp/925UlGMiyPYNZb8Sn2/o3K+wau/4lPa/9G5BRuKv8A6HUtPs+tk6xw5t39VeeW7xuaoxOWDqcPqY4YYgxrHRnQ/vbzLWewaz8yn4fk3LiKaWptjyUpVF6JUY6LI9g1f5lPx/JuT2DWfmU+39G5dmNHQ3vh6LqLKbRVYeD7Cn3voxwXH2DWfmU+39G5QtabmOiyHUVU1pc6jmAGpJY7QcV0XHgqkoiJcclbi/e8eaCj7F0b/gVwrGujmH4pNi1ZHJV07JXMY1tmki9hcLZe4Dg3wzXfJZ6F7foF/MLA/7jF+yF6BCHyj3AcG+Ga75LPQnuA4N8M13yWehfU4KiGqhbNBI2WN2zmm4PBIaiGoYXwytkaCWktN9QSCPIQR5EB8s9wHBvhmu+Sz0K+4Fg1rfdmu+Qz0L6q1zXtDmkEHUEHQqoD5R7gODfDNd8lnoXxvpFhjMF6R4hhcUjpWUlQ+Jr3CxcAbAlfrtflPp4R7fMc0/69L+0UB59FbjwUuPB5oWiIlxy4K3F+9480FERLjlwVuPBQURFbjwVLjkgoru+Pj5WWx6P/ym7+61P+A9a95HWOJb747m67KWrfRzdbEBmMb4zfk5pafoJRMk42mrM2rxevixGcxVLoy1+QFmhs24A07CV3tqPuhSOZS5GVRuTBl3uCHdXwGa9y3mNOAWqnmE9TJNkt1jy619rnZdbX5HBzdHDUEHUFZuLatbmk6zWuunxNhMyWuw2CoDQPY1qdxvq8uc9+YnhvbXkFr3xvidkkY5jtDZwsea9JRTy4zg9bTx0TWz9zI+cEgSuGliNg49m+t1rcWBdHR1MsZbPNG7rQbjVriwC3CwaF1Gea090ZuOSvbfnxNYiXFtuCtxfvePNdFoiJcclbjwUFAbH0KLkCMp7n6VxuOXBQrQRW4v3vHmpccuCpKCK3HgpceDzQUREuOStxfvePNBRES4ttwVuPBQURDv5OStxyVcdduA3N1C1ocUVuL97x5qXFtuCpKCK3F+9481LjkgoIrceClx4KCiIlxbbgrcX73jzQURVvfD0XUuOXBcmkZhZvEbGyhUtTiitx4PNS45KkoIrcX73jzUuLbcEFBFbjwUuPBQUREuOStxfvePNBRES4ttwVuL97x5oKHvfLyUXK/cDTieKlx4KhWiIrceCpcW24KkoIrcX73jzUuOSCgitx4PJLjweaCiLNw38p5PtWFccuCz8NI++9yOHHxrPE7DPXwS/qI9/gzAREWh4wbWG2yKm9m77cQohWfZv4A//wAj5f8AKvsy+M/wB/8A5Hy/5V9ke4tY5zWl5AuGjc9mqEOSLxEvTPEKQgVIoCYS+SYMMndxA2OXudC3MN98h07oW9a+aqY1n3umJLRmLpizXjYZTonKxzoykWDDWzSNqXubTOZCQ0dRPnINrkOuGgWuDuvMQ9M6/wBlvbU0gZTxmMGbq/vb75hdrs1gHENsXG2/faXA9qi890i6QVmEhggo47Z2uL5pQM0YIMlhzDSSOPYbLPp8XtQ1FTiMD6IUzy15cCWkaWLTbuhqBpxugNki0eGY1WVFYKSrp2RSSTTmMPbJG4wseQ1wBZY6FnvhvfsW8QGJiv8AJFZ/d3/slfj5fsHFf5IrP7u/9kr8fIAiIgP1Z0C/mFgf9xi/ZCzcVpK2pqqB9K49XFK507evdFmaWEDVu+pBssLoF/MLA/7jF+yF6BAeP6N0daKLDasB4pYoKgSMZVyOLyXDL3JsL6HzrQUVNijoapjYxJWyxyZWxuLzl66TPbN3rhrYjQnLfcr6XDDFTxNigjZFG3ZjG2A8i6hh1CHZhR0+bXXqhfUkn6ST4yVByo12NyYLS4Aw4r1UNF3LWxTSCNr3Edy03IHn5X4Lu6NMjj6O0UcVa2uYyPKJ2SdY19uTuIG1+xbGKKOGMRxRtjY3ZrRYDyLmr1J0C/KXTz+fuOf36X9or9Wr8pdPP5+45/fpf2ihTQIiIAiIgCIiAIiIA7vja1r8NkVffO69734ixUQr3CIqxrnvDGi7nGwHMoQ9vTVuH0vRWLrIjTQ1LXRgd8STcFxtvstPSVAx/DThtVLH7PbIwUkrmgHIGyFzXP2te2p1uRe4GjpW5sDqLDWHuaWEXtzP/wDPpWlpKp9FUtqIw0uaCAHbagj7VjGCep6eMk5NQ/t8ThPBLTSuinjdG9psWuFiuC3pfRVeDM6/r2N68xRSSyCQwgC4GjRdtiARwtceCdRV0c1FKI5mjum5mua4Oa9vMEaEaHzELtSd5ZbnlTT2OlERdlA2OyKi+V2/mUQrCIiECIiAIiIAiIgCHfS23BFXXuL32G4QvIiIGlxs0EnsRCBERAEREAREQBG2zC9vKs2TDJA2IQO66VzfvsbRrGSTYdugBvsLrqMDYoxnc4TktLWAXs0gnX6LKNncYtv3GOiIqcBERAEREAREQBERAPe8L38qK65Bva/LRRCsIiIQIiIAiIgCzcN/KeT7VhLNw38p5PtWeJ2Gevgv1Ee/wMJERaHkB2Hi5oqdh4uSiFZ9m/gD/wDyPl/yr7I/NkOQAutoCbA+Vfnf+DDp1hHQwVRxNlTIZ75RAwOt3u9yOR8y+g+7t0T/ADbFP9wz10IbwdEKyKZ8lNXiMmjfBGxz5XRwEuaQA3MCdjcl1ybaW0G9GHTCGGIywTCGNrGvqITI82ABJcXak2Xhvd26J/m2Kf7hnrp7u3RP82xT/cM9dOVefOo52e3dQVBjlieKSWFwBbDHG6Hugdy4OOm2luC1vtdrYRNUw1DZqmqkzVMMk8rI3NsGhrXAlwIA3sb66C4t5r3duif5tin+4Z66e7t0T/NsU/3DPXQHp8T6OTYnPIRIKVsuUSzCRz3yNa7MGZbAAXO9ybEjS9xz+5GJVOHTUVe+CYVE4EsjZpQDCLG7Wm+R1xawdbje+i8r7u3RP82xT/cM9dPd26J/m2Kf7hnroD1lPhOIR4hTVsslO+WFvVuJklPcu/jAA4kDVrCPKO1b1fNvd26J/m2Kf7hnrp7u3RP82xT/AHDPXQHvsV/kis/u7/2Svx8vvld/Dh0VqKCogZTYnnkicxt4WWuQR4a+BoAiIgNrT9KekFJTsp6fGa2KGNuVjGTuAaOQF12e3HpN8PYh84d6VpkQG59uPSb4exD5w70p7cek3w9iHzh3pWmRAbn249Jvh7EPnDvSr7cekuX+Xq/f85d6VpVfe+XkhUbj249Jvh7EPnDvStTPPNVVElRUSOllkcXPe43LidyTzXBEIEREAREQBERAEREAd3x8fAoq7vj4+VlEK9wtp0apfZeO04Iu2M9Y7ybfTZatehwD8CwbEsTOjgzqoz2n/wCS1czehtw8U8RXstfgarF6r2bi1TUA3a55DT2DQfQFhoiqVKjKUnJtvmZ9AxsuH4kJLuENOJIxc2a4yxtvbnYkeVddJVxtiNJVhz6Vzs3ci7onbZm38QuNL2G2hHbhn4hi/wDc2/48S16TipJJmUHrL3/RGRWUZpi17H9bBLrFKBbMORHAjiP17rHWTR1nscOimj6+mk7+IutcjYg8HDn4xsSFaukbGxtTTOMlLIbNcd2HwXcj+v8AVwpNPLL4+eZoYo2PpRUbH0LNbQN+4cte4nMJ4o2WOlnCS9/KwLQj0V+d6MFERAEWZhlHFWzuZPOII2NDi82sO6A4+NYro5GNY57HNbI3MwkWzC5Fxz1BHkKB6b+fNHFERAEREAQ7+Tmi5tjkldaNjnkAaNaoXkeu6F01I6nlqWtcakExvLtsp108y89jlPS0uLTQUgeI2aEO4HjbsW4w/o/0opaAyQfgbXyjNFOeqebAnMA4C40Nw257FhT4XPK/EpK4yPrI2Z2AMLc561jL2IBtqdLA7LDDxISm8srPDh8Liw4meK3o60+Ffg0iLlJG+GQxyscx7d2uFiFxXoPaERd9NBHKyV8shjbG24Nr3PJRujqMXJ0juiwyR/XRuc2OaMuytcdHBocXAczdoA7SsmeWgjp3009Hafqo3MkYLG5jG+vO3DiVgyVsz601TXFrhKZGDcNJN/1rpkkfLI6R5zOcbkor5lm43UdtPlZl0+KTU1XJUsY3O+PJrsNtfoWGNXa218iire+HouhLbdsiIipyEREAREQBERAEREA975eaK+98vJRCsIiIQIiIAiIgCzcN/KeT7VhLNw38p5PtWeJ2Gevgv1Ee/wADDyuvbKb3tsplNr2O10RaHl0ORa6zRldyXHKeRVOw28iihXQynkfMrld4J5bKIqTQZTa9jtdXK69spve23FREGgynkeauV3I+ZREGhcrvBPmUynkdroiDQ5Na7OBlde9tNDdccp5Ha6re+F7eVRQulFyu8E+ZMruR8yiKk0GU8irlde2U3vbZREGgym17Ha6uV17ZTvbZREGgynkUynkURBoXK7wTy2VyuyXsbb9i4q+94b+VQqoZXXtlN7224qZTyPNEVJoXK7kfMmV3gnzKIg0GU8jtdXK69spve23FREGgynkdrq5XeCfMoiDQuV3I+ZTKeRREGhye12cjK6+YjXU3XHKbXsdrqu742tvw2UUK6suV3gnlsvQYoDQ9F8PoQLPnJmf4t9fOPMtLQUxrK+CmH5SQNPYOP0LZdK6kT42+NveU7RG0Dzn6T9C5eskjfDqOFKXXQ02U8irld4J5bKIuzz6Gxw0EUGL3G9G3/HiWvyuvbKb3tsucNRLTuLon2vYOBFw4XBsQdCLgGx5LtNfOSTaHVpb/ABDNtezfU677cgjOYqm31MbKeRWRSVc1E9xYxr2PAD45G5mPHC4/UuRxKocSSKfW97U0Y3IPg9n73UGIVAzaQd04uP4PHuQQeGm+3Dgo0pKmdaHfNh5mp31lBFI+AfxrBqYDydzbyPn1W2waOnqcJioagZjNURuDNbloEwJ8hc3zrSQ1VU+s6+FzGzAXGRjWiwGugFjpe4O63FJStr6jC6mhYxhbKDJTB/dDu9SwHUt30FyLa8Fjbg0pPTr9/v5eumSTrl4NM1E2HTtbUTsiIghm6u553Nh9C7mYayow2N8Ac6rOU9WDuzM8Od5CGDyrYSNlbSy0TqSaYTVPWP6kZi1oIPDmHLpiocYp6gVAENFdoDW1E7IgW7kAOI4725ruWLBPVo5yZU0/Z9G/qjVvvBH1TGkOewCQ7ggkOH6gsmWugfR0MfsUyS00RjJkvlP3x7zseTgNe1cvYeEw/jGLumduBR0znN8RMmQg+IFT2XhEGsGHSzO3BqZ7gHxNAuFysT+1N91eNEk02n02OmupWRw089Ow9TJGA53DrAAXjyZh50pcHxGsZ1kFHK6K5aZS3LGDyLjoD5VuaLFqurwyeGijpqB1IHTtfBHZxLixps43c3Ru7SFoaysraucvrqmeeUdyXTPLnC3DVVvEeyS+fy08TOFVr582jM+4vUi9bX0tNpq3P1jh5GXTqsFp9Hvra52xEQbA2/MOcHE+ItHp1iKejk+1L6fn5ndrobP7p08X4pg1Ky2gfNmmcQOeY5b8yGjststnQy4xitJP1dZLTyRBrmdX3AcCNG3bbT0LVyYJUNhppIiZRO3Mcre8GUON/IT5ivWUlfRUOAMklvTMcepDiMxc4DLfQfo/QuJ4cFWl+/XxPZw2FGbed0l/rxPJ0uIChmZlhMzWRPi17m+bfhwuuVP0hxWmAa2odJC1oAimaHsDQbgWPAG3lAWrRbShGSqSs8jnrZ6/FcMoMRr6ueQS0cjY+sdJHaSN2uUDJoW7XJBd2DgtbS4BIB7Kp5G1zQLxx07S58huB3hs4CxJvY96tSa6qJcXTvcXRmNxcbktJvbzrniNaK2vlqI4hBG57jHG3QMaSSG6cr2XDw5Lsy+Ov5+ZINRqlsl8VRkVFRBWlzZaRtNUSVBc98bTYA30sTpqR5AurEoBSzmjil66KJxIeANSQL7eILtGOVEwDMQYzEGjQOqLmRo5B97jsGoHJOrwis/i534dJvae8kR8rQXDzG/MI8SS7a+Gv5+RIpRTSNblPI7XVyuvbKb3ttxWZUYPXU0JmMTZYRvLA9sjB5WkhYS0jJSVxdjQZTyPNZeF0YrMTp6Z+drZHhpLdxdYi76GqdRVsVS0AujdmAdsulucy2dbnU+KSN5Y+NzXNJBa4WItuuOU8jzWw6Qfy/W/2xWvRqmIyUoplyuvbKb3ttxUym17Ha6Ih1oXK7wT5kyu5HzKIg0GU8irlde2U722URBoMptex2urlde2U722URBocsrsg0NrlTK7kfMnveG/lUUK6Lld4J8ymU2vY7XRFSaFyuvbKb3ttxUynkeaIg0LldyPmTK7wT5lEQaDKeR5rPw1jvvvcnSw28awFm4b+U8n2rPE7DPXwVfxEe/wZhIiLQ8ZTezd9uPjUQ7DbZEKwiIhAiIgCIiAIiICsvnFr3vw3URvfDbyoheQREQgREQBERAEREAV1ycbX8iie94boVBERCBERAEREAREQBERAV987r3vfjuoju+O2/BEK9ze9EoWjEJq2T+LpIXPJ5E//F1pZ5nVFRJM/vpHFx8ZN1uaSqgo+ilU1kzPZNVIGFgPdBvi8/nWjXEd2zfEaWHGK9/xCIi7POEREAREQGTQODZ3OcbN6t4J4d6bLvZVvwvFqaogF/YxjkY12ovYOO99yuin/Eqv+q39oLolldM/O83NgPMLD9S4q27N5NLCUeuvj9kbCt6Q4rXyF0lbK1gN2RxnI1g5ACwGi1pJcSSSSdSTxRFYwjFVFUYtt7hERdEMilrpqOOdkOUdewMcSLkC4OnmWfi9K+r6VYpGwgfhslyeF5cv63Baheoxmej6rEZaeZrpaiplmY4blplbYg8tCfOjehFFufsp/T7Hm6iE09RJC43Mbi0nnYrrXo8Qw9lXGZi/NVOo4HRtcbXDIGOee3RaOjpTWT9S1waSLgkJKlqMLNNqNa6fNGyqsYqYYqekpwGFkLRnGpIfEGkeZxCyOlLzTxUGG5rmGLNIebjp9h86xsJhGI9IqVoacsYZmv8AoNA+kj6Vj47VezMaqZQbtz5W25DQfqWa1aR7ZPLhza5uvm39TXoiLQ8YREQBERAdlPUz0kolp5nxSDZzHWKzvuuyp0xKhgqv+1YOql+U3RxPEua4+Ja1FxLDjJ21r8/iWzZewcOqtaPEGwuO0NWMtuzONPPYc7LHqcOrKGRvXwuDXaskYQ9jxza4XDuWhWKsqixKtobtpqh7GON3Rk3Y49rToVxlnHZ37/v+GVbnd0g/l+t/titevQ47W0FRjlZHX0Ra4SkCopXBjh2uaRZ/O3ck8wsD7kxVOuG10VSf6OQdTIB2gm3PZxXTxafrqvD4/ejLDXqKuhrUXbUUtRRy9VUwSQSWvlkYWm3OxXUu001aOwiIqAiIgCIiAuuQb2v5FE97w3RCsIiIQIiIAiIgCzcN/KeT7VhLNw38p5PtWeJ2Gevgv1Ee/wADCREWh5CnYeLkoqdh4uaiFYREQgREQBERAEREBW98PHyuoq3vh4+dlELyCIiECIiAIiIAiIgCvvfLyUV975eaFREREIEREAREQBERAEREBXd8fHysoq7vj4+d1EK9wiIhAiIgCIiAIiIDJp/xKr/qt/aCxlk0/wCJVf8AVb+0FjLlbs0n2Y+76sIiLozCIiALslmMrYwQB1bMo7dSftXWiFTa0M2lxKeOVmY9ZaOSJuck2D4+r+gWsOxcnUxw+trIJHXEXWwh9rBzm6afR51hRfxrP6wW96WFns+RoIzeypiQN9S3X6Co9qOsNes59F9Uvqcujf4HQYjih0MUXVxn9I//ADlXn3anycrL0Ff+AdEKOl2fVv61/aN/VXn3b+QcbrmOrbNsb1Yxh0XjqRERdnmCIiAIiIAiIgCre+Houoq3vh6bIVbmf0g/l+t/tites/EmNbSYZIGjPNSufI7i53XSi58gA8iwFXuZ4fZS6afAzabGK2ni6gy9fTXuaefu4yeeU7H9IWPau3rsIq/46mlonn38Bzs+S7X6VrUWLwo3a0fsNLNi7A6l7S+ilgxBgFyaZ93DmSxwDwO0tste5rmOLXtLXNNiCLEFRri1wc0kEG4I4LYtxypc0R1kcFfGBbLUsubdjwQ8eRwvxun8yPt+T+3gNDXItl1WEVesU8tDIfeSjrIwexw1t4xp2rrqMHrIITUMj9kUw3qIO7jHYSO9PYbFFixuno/aKMFERakL70ePkosl1KG4VHWZzd8748vAWa03/wDMsZBaewREQBEXOOJ0ubLbuWlx8QQqTeiOVLTvqqmOBl7vda9r2HEqVEJp6mWEnMY3lt+djZZ2G0lQyJ+IMIaxjHtBB1Dix9v2Suyl6jGZ6CjmzMndI2n6xp3zyOcXkW1tnta/BFroSScVm99/BM1KzcN/KeT7VhLNw38p5PtWeJ2Gevgv1Ee/wMOzb7m1+XBTS25vbkiLQ8tnI5dO68wU7nmfMhvZu+3FRQrZe55nzJ3PM+ZRFSWNLbnbkrZt9za/LgoiCxpzPmV7nmeHBREFl7nmePBTTmduSIgs5NyZx3Wl+I4LjpzO3JVl84te9+G6ihb0L3PM+ZO55nzKIqSxpzPmVs2+5tflwURBY0tub25K2bfc78lEQWXueZ8ydzzPmURBZbN5nfknc5N9fEorrk42v5FCpizb7m1+XBTTmfMiKksvc8zw4L0XQHAqLpJ00oMJrjJ7HqOtz9Wcru5jc4WOvELzi9n/AAQ//c7Cf9t/gvQWfVfcP6H/AOv/ADgeqnuH9D/9f+cD1V9EWqqekuEUklXHNWxtfSMa+VoNzqSAABqTcWsNduaEPIe4f0P/ANf+cD1U9w/of/r/AM4Hqr20+N4ZTUTK2WugFPI4NbIHgtcS4N0t2nXkuVHi1BiE00NLVRyyQuLXta7UEAE25juhqNEB4f3D+h/+v/OB6qe4f0P/ANf+cD1V7F3SLC2R9a6eQRluZshgkyuFrktOWxFhwWfPUQ00Dp6iVkMTBdz5HBrWjtJ2QHz/ANw/oh/r/wA4Hqp7h/Q//X/nA9VfQY5I5o2yxPbIx4u1zTcEcwVzQHzv3D+h/wDr/wA4Hqp7h/Q//X/nA9VfREQH5H6TYdT4T0nxTDqYv6mlqpIo85ucocQLlayzb7nfkt706/n5jv8Af5v2ytChbGltze3JWzb7m1+XBREFjTmfMr3PM+ZREFmVT5fYdXqdm8P0gsXS2525KgnK617cbbKKJHcpWlp5stm33Nr8uCmnM7ckRU4svc8z5k7nmePBREFjTmfMrZt9za/LgoiCznFbrWanccO1bvH6f2V0slp2E3lnLRpzeVoQSDcaFb7osx1TjT62oe54gY6V73m5JPEnykrmTpWaYMc+Io9Tj0snZJiwp2GzKaMRgAaA2v8AaB5FpHZeB4DYLsqp3VVXLUO3leXHyldbr3F77DdIqkkXFnnlKQs2+535KaW3N7ckRdGVls2+5tflwU05nzIiCy9zzPmTueZ8yiILGltztyVs2+5tflwURBY05nbkuTcuYa8twuKrb5ha9+zdQq3NjieX2BhGp/E3cP8At5VrdOZ25LY1eWqw6gMUkZ9i0xZK1zw1wcZZHWAJu7RwOl91rl0zOGi25vxLZt9za/Lgppbc7ckRQ7svc8z5k7nmfMoiCy6cz5l209TLSTialqJYJG3AkjcWuA8YK6UUatUxZs/uvFUi2JUcdSbfxjAIpB4i3Q+UHXmr7BwysN6GvdC6+sNaAyw7Hg2dbtDewLVosvRJdh14fD7Fv2G6rsOqqLo3T+yYXsHsyTurXbcsZbUacD5lpu55nzL0/R0yPw2GJlQ6NvsiUvYLEPaRELOabgjXYgjRan2fh9VpW4c2N53mpDkN+ZYe58gyjsXTliR3V+77P7mcK287tfQ14jzNc4Zi1vfG2w4Ljpbc7clvKbCoJIJDSVsVTHOCxsb3CGW7bHZxsdSNGuJN9kx3ADh+KVUQdHTjr5uqgkJBEbblu+99hzKQxIzdJ6/P4Gs6ikaSzb7m1+XBZVKX00clUBsAyxHFwJB7R3Kxo4pJXlkcbnuALi0C5sAST5ACfIu+uBa6FpuLQsuD4l0+h1BpXLp9RV1MdQYxHH1UbGNAaNdcoDj5SCfKmHVTaDE6WsymT2PM2XJtmykG1+2yxkXRk6apm5grKevpaqmqYgC2ISQvJALSxj+57blwP/hC78LpYaaJ7arIJHG4BOoFyNQNjcHRefWxpZjUVNTMRYyPzEDhckrLFXqUfQ4CdcVnerf2f4NciItT54Ow22RU7N8XJRCsIiIQIiIAiIgCIiAN74beVFW98PHyuoheQREQgREQBERAEREAT3vDfyor7zy8kKiIiIQL2f8ABD/9zsJ/23+C9eMXs/4If/udhP8Atv8ABegP0yvnhqQzHa+sxVzqOlc5nsWWd72xy5XygODzK1oNi02J43A4r6GiDkfPxG2v6LudSV0EkUFcTAxtS6RkjGOa5sbWse4OPcgAEm19lm4TQ1NPjLWx1N6qnidPXRNkE2YyWPVi4bk1ZcXJ002sR7K2t1U8/Kh5+Z82aw+1qlkjgk66alET42Na90LHtAMjwxpsBYHVxJF7L2VVV0NPgEVS2OXE6doaYuqY+pMh4O7kOJ531W3ROQ52aro1T09LgUENMyVkYLzaWB0JuXEmzHAFouTYEbWW1REAREQH5R6dfz8x3+/zftlaFb7p1/PzHf7/ADftlaFAEREAREQAbHZFR3p9CiFYREQgRF9wwD+Bjo/ivR3DcSmqaxklXSRTvaxwsC5gcQNNtUB8PRff/cJ6Nfnld8tvoT3CejX55XfLb6EB8AW9w+ohoui9c5srPZNS4RhgcM2XxeVy+xe4T0a/PK75bfQnuE9Gvzyu+W30KNWaYc8jtHwBDvw24L7/AO4T0a/PK75bfQh/gJ6Nn/rld8pvoVOD4Ai+/wDuE9Gvzyu+W30J7hPRr88rvlt9CEPgCL7/AO4T0a/PK75bfQvB/wAKPQHDOhUGGvw+aeQ1bpA/rSDbKG2tbxlAfPEREAREQBG98NvKire+HouhVuZeD08VXjdDTTNzRTVMcbxe12lwBWGth0e/nLhf98h/bC16vIzT9dr2L6hERQ7CIiAIiIAiIgNr0cldHi8TWhv327XX3tof1hXCo6T7m1ktQ2PO0N6sv3vnZt5L/SuvAP5Zpf654dixrEYVcgi8wI7dCmyQSzSkn0X1MrHpY34jI2ny+xy90rMosDmtr5gF30fSPEZMUhfU1DJI3zhz2ysaWauuTYiw1JK0qLlxjJVJWWTvwPUYhPgJkkdGXUlTNIbvpiZI2iwNyHEnUucDYnRtsvPXVGFVmJVElRRzMxOSVxe5tOCZNTe/V2vz2Bt2LUIuPRyj2ZfHX8/MN2CCDYixRbIY7VzDJiGXEGcfZAzP8j++Hnt2Jkwas7ySbD5TwkHWxX8Y7po8jvImeS7Ufhr+fkKNas3Dfynk+1cpsEr4ozK2ETxDeSneJW9urbrjhv5TyfapKcZQeV2evgv1Ee/wMJERbHjKdh4uaiHYbbIhWEREIEREAREQBERAVvfDx87KI3vht5UQvIIiIQIiIAiIgCIiAK+98vNRPe8N0KgiIhAgJabgkHmERAcutk/pHedOtk/pHedcUQHLrZP6R3nTrZP6R3nXFEBy62T+kd5062T+kd51xRAc3SyBxGd2/hXU62T+kd51xd3x234IhXucutk/pHedOtk/pHedcUQgJJNzqUREAREQBERAUbH0qINjsiFYREQgX6y6GfzIwH/u2n/w2r8mr9ZdDP5kYD/3bT/4bUBnYhitFhQhdWzthE8giYTxcf1DtXXQ47hmIyyRUlWyR8bi1zdQdBcnXh28wRwKwuk4kdFTtp2CWUvOaFhIllZlPct0IAzZbl1gLalabom+eCqpJJo6qV0tA4zSGR8jIw1/cgHIA4kk2AN7A6Itwz1T8Ww2ON0j8QpmsaLlxmbYDzpWYpR0EDJ6ibLHICWOAJDrNLtCOwE9qxZaidzDasqI9b3Zh7ybX21B8Wy1HSqFuMUJhjhjnfVRBsFM9ro5Xl2xkaW5g1t7kG2xvyUd1oVVep6OlxKkrGSPhlu2PvnOaWgaA7ne19bbHTcLpix3C5qySkjrYnTRua0tDty4XAB4+RefwqGjo562GNkMMjIGtkpKma/VEHvhmaDkOmzi3QWAN1q4upgmqJa+jZJTSxRx+yBmZA+YvJdaRrLhguxoc7hcXOq656HOtanu66vpsNgbPVydXG6RkYcRpmc4NH0karsgqaeqa51PPHM1rspMbw4A8tOK81ik8U2NTde/r6SBkbRE2eVvV1DM0p7wG5y5T5AFs+jcz34c+GeczTwzvzkuc6wc4vYMzgCRkc39XBRbFe5t18e/+oL8UwP+0m/UxfYV8e/+oL8UwP8AtJv1MQHxRERAEREAVb3w9NlEb3w28qFW5sOj385cL/vkP7YWvXZTVEtHVQ1UJyywvbIwkXs4G4XZ7Jgvf2DD3mW2Z+/hd9v9CvI4S9ZvzzMdFlGrpySfubTi52zyaa38Llp4u3VcRUwAOHsCE3Jscz+5uLD33Df9d1Dox0WUaunN7YbTi99nyaXt+lwsfP4lBVQBoBw+AkCxJdJr3Nr99z18fZogMZFlGqpyQfudALOBIzyajTTvttD290eywVdOAAcOgNrXJfJrof0uN7+RAYqLJbVQAknD4HA5dC6TS1r++42PnNraWoq6cEE4bTm1rgvk11P6XG9vIgOoddSmOVrnRvPdMc11jZbvpNFHDmiiY1jGTvDWtFgBnkWikldI1gcQcgyjTgtv0rJ+6723Ns0ht/tXrlq0vf8Ac1jJRnKv7frE0qIi6MgiIgCIiA5wzzU8gkhlfG8e+Y4grb0uJy1mY1UNPLI233zqwxzu1xbbMe03Ou60qzcN/KeT7Vjiwi421qezgv8Anj3+Bh5je+m99lMxtbTa2yItjyWzkXOs3z6hTMezzKHYbbcEUK2y5j2eZMx7PMoipLYzG1tNrbK5je+m99lEQWxmPZy2VzHs4cFEQWy5j2ceCmY9m1tkRBbOTHOzgje99AFxzHs2tsje+F7eVFC26LmPZ5kzHs8yiKktjMezzK5je+m99lEQWxmNrabW2VzG99N77KIgtlzHs8yZj2eZREFsuY9nPZXMcluGy4p73hv5VCpsuY3vpvfZTMezzIipLZcx7PMmY9nmURBbGY9m1tlcxvfTe+wURBbGY9m1tlcx7PMoiC2XMezzKZj2eZEQWzk9zuscTvmJ1AXHMbW02tsju+NrWvw2RQrbsuY34b32TMezzKIqS2XMezzJmN+G99lEQWxmNrabW2VzG99N77KIgtjMezzK5j2eZREFs5BzsrvQuOY9m1tkGx2RQrbLmN76b32UzHs2tsiKktlzHs8y/WPQz+ZGA/8AdtP/AIbV+TVnR47jEMTYosVrWRsAa1rah4DQNgBfRCWfr5F+Q/bDjfwxX/OX+lPbDjfwxX/OX+lAfrxRfkT2w438MV/zl/pT2w438MV/zl/pQH67tdVfkP2w438MV/zl/pVPSHGr6YxXbcKl/pQH67RfkP2w438MV/zl/pT2w438MV/zl/pQH68Xx7/6gTakwP8Arz/qYvknthxv4Yr/AJy/0rHq8Qrq/J7MrKipyXy9dK5+W+9rnTYIDozHs8yZj2eZRELbGY24bW2VzG99N77KIgtjMeza2y5NccwtvcbLije+F7eVQqbsuY9nHgpmPZtbZEVJbLmN76b32CmY24bW2REFsuY9nmTMezzKIgtjMezzK5je+m99lEQWxmNrabW2VzG99N77KIgtnLMcg5XPiW36Uyh+NShpBLXPDrDY9Y8/qIWm97w38q2HSD+cNf8A3h/60rQjm1Ouq+xgZj2eZTMbcNrbIiFtlzG99N77BTMeza2yIgtlzHs4cEzHs48FEQWxmPZtbZZ+GvP33bW3AdqwFm4b+U8n2rPE7DPXwTf8RHv8GYSIi0PGU7N325KIiFYREQgREQBERAEREBW98N9+AuoiIXkEREIEREAREQBERAFfecd+SiIUIiIQIiIAiIgCIiAIiICv783vvxFlERCvcIiIQIiIAiIgCIiAo707+ZREQoREQgREQBERAEREAVduN9huLKIhQiIhAiIgCIiAIiIAq3vhv5BdREKtwiIhAiIgCIiAIiIAiIgL7wb78l6PpBQ4XLiDqqDFYw2pJkL3Ne5ridSBZmltjqb76XsvNogaTdm1wylopMUbRPMdW2VzWiUOcwNB3yggEu5X07Dddww6jdQ5XN6t4pmVBnJJIvM2Mgi9rAOvzuN1rKSvqaLN7HkDc1jqwOsRsRcaEXNiNQr90qsUophNZgtYhoDrA3AzWva+tr2vqgNvJR0T8UpG0lLSzUk8jomv6yUDQi7nXIIsCDcaWJ5LVGSldib3w0TnwOeeqp85vb3oJGp8hSTFKyWQPdKAWsewBkbWizgWu0Atcg2J38y4UldUUUrJacxtewuLS6JrtxY7g3+zXmgNk2mw8YpUUpp80bAXSyiU2gs3u8vOzrgE3vpz10qzWYxWMbM1vscNnIMjfYsViQLCwy2HkWEgCzcN/KeT7VhLNw38p5PtWeJ2Gevgv1Ee/wADHLIgAT1oDtjlGv0rs9iEStiMNT1jhdrOr1I8SzTV0ncRjN+DOGVxdcO0sbC3Ox8QK6KcCKURvqWHMyS2t2glhA17SvZ6GNpZrNPRwTS0ZjyQshfklbNG4e9cyxQQtdE6UNnMbTYvDNB5VzlIZTxwCRjnsLyXAgjKbWAPkJ8qtK5rIJHvkb3jmtGbumkg7Dtus/RrNVmdRz5aOtsLXxuka2dzGd84M0HjKPhbGxr3tna1/euLLB3iWVDJC2hMb3R3Z1tzm7rVoDbc9Rr2JVSwPhAMgAkewuLO6cQAQSRfQi+g0uu/Qxy3m8+dPNHThBQzabeft5o6aykio5xE6R7iY45Lho2ewOHH9JdFoPCk+SPStz0wpKSjxiOOkrhWN9iwXeI8o0jaBbU7gA+VaJYSjTo8WFjKcFKt/edloPCk+SPSloPCk+SPSutFKNM66I7LQeFJ8kelLQeFJ8keldaJQzrojstB4UnyR6UtB4UnyR6V1olDOuiOy0HhSfJHpS0HhSfJHpXWiUM66I7LQeFJ8kelLQeFJ8keldaJQzrojstB4UnyR6UtB4UnyR6V1olDOuiOy0HhSfJHpS0HhSfJHpXWiUM66I7LQeFJ8kelLQeFJ8keldaJQzrojstB4UnyR6UtB4UnyR6V1olDOuiOy0HhSfJHpS0HhSfJHpXWiUM66I7LQeFJ8kelLQeFJ8keldaJQzrojstB4UnyR6UtB4UnyR6V1olDOuiOy0HhSfJHpS0HhSfJHpXWiUM66I7LQeFJ8kelLQeFJ8keldaJQzrojstB4UnyR6UtB4UnyR6V1olDOuiOy0HhSfJHpS0HhSfJHpXWiUM66I7LQeFJ8kelLQeFJ8keldaJQzrojstB4UnyR6UtB4UnyR6V1olDOuiOy0HhSfJHpS0HhSfJHpXWiUM66I7LQeFJ8kelLQeFJ8keldaJQzrojstB4UnyR6UtB4UnyR6V1olDOuiOy0HhSfJHpS0HhSfJHpXWiUM66I7LQeFJ8kelLQeFJ8keldaJQzrojstB4UnyR6UtB4UnyR6V1olDOuiOy0HhSfJHpS0HhSfJHpXWiUM66I7LQeFJ8kelLQeFJ8keldaJQzrojstB4UnyR6UtB4UnyR6V1olDOuiOy0HhSfJHpS0HhSfJHpXWiUM66I7LQeFJ8kelLQeFJ8keldaJQzrojstB4UnyR6UtB4UnyR6V1olDOuiOy0HhSfJHpS0HhSfJHpXWiUM66I7LQeFJ8kelLQeFJ8keldaJQzrojstB4UnyR6UtB4UnyR6V1olDOuiOy0HhSfJHpS0HhSfJHpXWiUM66I7LQeFJ8kelLQeFJ8keldaJQzrojstB4UnyR6UtB4UnyR6V1olDOuiOy0HhSfJHpS0HhSfJHpXWiUM66I7LQeFJ8kelLQeFJ8keldaJQzrojstB4UnyR6VmYf1X3zKX8NwO1a9ZuG/lPJ9qzxF6rPVwUrx46Ln4GEiItTwgjQdqKnZvi5qIVhERCAknc3REQBERAEREAAuQEVb3w8fOyiF5BERCBERAEREAREQBLaXRX3nl5oVEREQgREQBERAEREAREQAixIRV3fnx87qIV7hERCBERAEREAREQADQoqO9PpVjidKXBtrtaXHxAXKFq6SOKIiECIiAIiIAiIgCpFtdbeJGtL3ho3cbBb2lw+MtkpJbkOdDc31BI1t5yuJSUT0YOBLFdI0KLJqaCWmjZI4hzHAajhe9h9BWMuk09jGUJQdSQREVOQiIgCIiAIBc2RVvfD02Qq3IiIhAiIgCLkyN0rwxgu47BZ0WDyyQh5ka0uAcB2ZC79SjkluaQwp4nZRr0WRU0M9KTnbdoNsw24H7R51jomnscyjKLqSphERU5ObIXSRyPadI25nX5XA/WVwWZQxulp6tjAS4xCwv/wBoxYaie5pONKL6oIuynp56udkFNDJNK82bHG0uc49gG6zZuj+KQQvlfS3EYzSMZI174gNy9gJc23G4FjoVTM1yIu6kpZa2qZTwgF79rmwAAuSfEASgOVFRvrZXNDhHHG3PLK7vY2XAufKQAOJIA1KyJ8KjFO+ooa+GtZGMz2NY9kkbb2u4OFtyB3Jda6y/vRpH0FFK1tE3K+srHR2L3AmwF9bcm8SCTtccsN6QRYZXRspqUMoHXjqGyNbJJKxws65Isd7gWyggXB1JzlN3UVbKaJZuG/lPJ9qysWw0NfPNAGjqbOlazvC0mzZGfoOuNOBNli4b+U8n2rmUs0Gevgv1Ee/wZhZTtY8kseR5pc80utjyaFLToLa7aBSx5FUk2bqduKlyoV0LHkUynkUuUueapNBY8jzTKb2sd7bILna6pzDe4QaEseRSx5FLpc80GgseRSx5FLnml0GhWtOYacbahSx5FVhOcWJvfhus+mwasngbVShtJSO2qakljD/V4uPY0EqF0o1+U8iljyK2lTgNVFTGpppoq6Fts76fNdl9iWuaHW1HdWtqBe5stXqETsmgseRTKb2seSXS55qjQWPI80ynkUulzzQaCx5FLHkUuUuUGgynkVbHLt27KXPNW5ycbX8ihVRMpvax5bJY8ilzzS6pNBY8imU8ilzzS55oNBY8imU3tY72S6XPNBoLHkUynkUulzzQaCx5FLHkUueaXQaFc05jpxtoFLHkearyc7rk3ud91LqFdWMp5FLHkUueaXKpNBY8imU8ilylzzQaCx5HmmU3tY8kulzzQaCx5FUNcTYA3Kl1tcIpbtNS/XR7Wi/6Dr/YuZSyqzXBwvSzUUYc9FLTRNdJl7vQNF7iwaf8w+lbDD6O+Gve1t5JQQLjbuZBv5lyxtjzA1zQcrZHZrH9GNd2En/R8X9f7JFjKTcLPo4WBCPFOHKjQvhlZ3zCAXFo03I3CrqeVsLZiw5HC4d5SP8AKfMt9LSwubDGYwWunjvr4QaXa9t12ilgmZFC+MGO8fcjT30nLxq+l0M1wFyav/Z56mo5qovEQF2NDiDpe5A+1db43xvLHsLXNJBBG1lv6WCOne0Ri2ana4niSXxn7VrMWgfHVul1LZXON7aDunC3/lXUZ26MsXhlDDUufMwbHkUym9rHkl0uea1PFoLHkeaZTyKXS55oNDb4LEQ2SRzN7hriP0H3+xbOAH2dJ/aQfYsfD4nQ0MbX2ubu05GNxH0FZFP+PyC+8kH2LyTdtn6DhoZMOC9v0ZKjDRUYOyeon6iAOYCWtzyHK1xcA241s4HUgaHW6xKLGJ2VVPRYVTPNGH5nU8rWymbm5wIy3sCAbCwvruVtp2MbOynjZGTCI43OieXtlcBIC8HkexajEmQ4fhMcNNl9kTOcKmWN+Zrxc2aDyBGttCQN9FYza9Vbs8nGYOZKa6efExsewOqwfEJI3wObA556l17hzTq3XxFaux5Fb3DK18+FSUuRlRNT3kZDLciaLdzNCD3JGcWItd/MrCkw01MbqnDQ6aEC74g4Okh53aNS39K1tRsdFrncdJ/HkfL0NfY8imU8iq9r2OLXhzXDcEWK7KanmrKqKmp2l8szwxjb2uTpuVqTQU9JU1cnV01PLM8DNljYXG3OwW2Zg9BFO6lnnr6ith/jaekpGvZcbt6zPccichAN7ZhYkzK2nNLS1RhpIX56mtAI6x9rBrRoSN8o31cdBe2FUYm9sZpaJ8kNMDcjNZ0rvCeeJ5DYDyk5uTvLHcaG59m0FN94xqmbM1uraGlgY3IOAM4OYHyO8+3fFSdHOkNJUxYXhlRhVXTNZKHzVHXskaXBmU6Ny909pvroCvI3W46KTvh6Q07WHWYOiueGZpF7cbXv5Fw8OTV5tfPL72VNGoLXAkFpBHCyljyKz8cibDjVU2MkxukL2E++a7UEcwQb+JYF1pCWaKl1JoMpvax3sljyPNLnmg1IF+xdjQ3OFUZZA6d7Dmc1wbcbDuLEePMVnw/i8X9k3/AKoj6iHqQ4kRte2/OxjCkP4vF/ZN/wCvG3ds/Q4eGsPLFFla17o2uAc01LAQRoR96WrqsIcY2y07SXEMvHbiWkm3yfpW1f/GRf3ln/ALSsJPVxa8I/2HopOKtDEwYYssskeVLXAkEEWUynkeS30lDFVvka7uXfeQHAa6tjH2laeopJ6axkabGxDhqOPoPmXpjNM+PjcNLD13RtsGB9hP0O7v2o1o7HkVvMGuKJ++7v2o1g0ETjT1MxtlDA3tvmauIumzfFhnhhr2M2mGUbKXCaiZ02Woma6MxZCc0ZaCdeFjYW437FhYLBLBUx4g+WGnp2Os505OWRp0c0AAlwINjYHfVeproZjUMoKoAx0UcgkfTtzERnI8u7SM55cF5fpG6WTEnSOFo9WMDW2a0AkWA8lz2klZxnKUsqZ3xfDqEE48jIr+i0zHibDqmnrKWY3gcx+Vzv0crrEuA3C7YsLkwjBnSV7JKd1a0F5IyvZECe4AOuZ5AN9g0cbkDT0OKVmHuPsebuHd/E9ofG/wDrMcCD5QuFdXVGI1klVUPLpJHE2ubNHIcgOAWuXE2zfLXz3HzNDlWVhqQ2KKEQU8erImkkAniSdyVi2PIpc80uea7jFRVIaG6pqiafCRNF+NYaLOBF+tp3G1jzDXG1tbh/ANXFkUHWulpP4qVrSYye6idbumnsve3ZbjdYOG1vsCuZM5pfFqyWO/fsOjh5ln+wH0MziCX08zWyQS20kaRfzi9iOBBHBZ4sdMx7OBr08e/wZpkWzd0axtrC92GThoFyS3S1r/qBXCTAcWiyZ8PnHWWy9zvewH7TfOFvTPBmi+ZrzsNtkWYcJxDKD7DmtYalltybfqPmXYzAq+cj2NCZgQ0jKRckgGwF+36CuTSrTa5GvXKKJ00gYzcgnzC63NJ0drYqlv3Qo3xM0NnnLfugD5LZvMsinpmQ0oORrJDE5r9RfQM+0lcylWh6MHAU0pN0jnPDHCyRscbWgOIFhwEzVamJksEgewOsxxF+B6ppC7KljnmVrbEmQ2AI/pmrtfSzFjwGalrgNR/Rhv6xZeZWfZbg20qrT6nkZY3Qyvif3zHFp8YXFehxjDJZ5WPjY0Pc94Li4ajTKP2lixYK0Mje6YFxyuINrWyF9vosvSp2rPjYnDOOI4p6HHB6LNUtkmY0tDo7Nd2kEHzfrVfgNVUAOw+CWoOVhMcbC5wuDrp2j6QvQYVRAy1NXIxpp4XRNDRJlJdlFraW7nQkcgudSyaSgd90HPAay/saFrWG+U3NrZRe41AJ0AtaxWDxGnZ7/wCHwnhKPv1NTh+DT0LrvYxuIFuZjZrZafugCXA+/wB9OFtr2t010opJ+uMcldXPGY1Mo7iO1x3DBvbKbE6W96LXW4lqZJM0LC1kXWd40gZiJgLnmePlNrLBlhfLkbGA5xYdARymH6ypcpv1tuhnLhcFRSUtTUw9Icap6hs8WKVbJGOzNIlNgfFssqt6YYzXOY58sEZaLfeaaNmbtNhqVyxPBKyeuL6SnMnWvd3LDck3Jv5v1LX1ODYjRvDKijkicQSA4W0F7/qPmWqwsOSvKvgfOxYvCxHBs20HTOd8DKbFMOoa+BosL08bJWnmH5Tr/WDh2LrrKDBqiIVNJK+mje7L1mr4muOoa5p7qM2HN4OtjYLVfcuv1/BJe5GY9zsLA38xC2GH4R0hpZHTUuHTODrxva6IOa+x1a4HQ6t8hF9wr6GK7Onu80ZOaW7NXV0ktHN1cmUgjMx7Ddr28weI9BC6V684LislC95wmpFIDmqaIXAiJF+tiJvbS1/Je4Itp6no3iLQyalpJ5qaWxY7JqLm2Vw4G4t28F0nJPLIZovZmoVDHuaXBji1u5A0CzoMFrppYmGB7OtIDS4b3FxYcdAvXUmCSYdDFDPTFzmGxdI8Nayzi/cHV1jct3FgONlMTEUD18Nw3prt0jwSzqTB6+sg9kR0z20wcQ6qe0tiZ437D9a9ZP8Ac6N4bW0MVWAwuAZG2EC1gcrtXHdvfDYdptwlq2h/3mkpYmsOQNcxkoAEgblGYEAak6AaklZvGbXqx+n5+Rf4V5nG0aqm6Kx10ANLiLA87SVLRDBJzyPcbm3HQC/kWHUdGMRgnfFmpJcptnjrIi0+I5lm4hh9XiNO2pka6WrLWd054uQGMFt+whaX7m1lz+Du7m1+y/8A/FYvElraXd+TLFwnhunqd1bgWK4e2R9TQTMjiOWSQNzMYb2sXC4Bvpa6wF6KhxTpXhwikpjKDEz71K+Bkj2MyXAa9wJDclzYG1rra0mN9Icfl9i4vTur2vDmtlfCHdWbC3cgWtdzbkDNZ2h2C6/mrkn8vv4mNx3s8Qi9LVdEsUqQ99LhEsU8brSQM7tr/wBKM63Gh05ai4vbUPwPFI5DG+gmDxl0y87Aee4860i7WxzmjyZgoGkgkAkNFzbgsv7lVwexjqZ7C+2XNpe5IG/aD5lvKHD3DD4x1ItJHdwJGpLmH9QPmXMpZT04GD6VvWjzAaSCQCbC5twRev8Aa+IYZHyRikYY8xcdXOZnLhlbe7rtaLcNrkDVazGujOLUVXJKaOd8MhdI2URODSL67gbKRxE3R1jcO8JW2aN3fHbfgi2AwLFZZzEygnc+7u5yWPcnXTsXZ7V8ctf7l1Gn6HZf9Wq0SZ5ZTinuatFnyYDi0UvVPw+dsgt3OTXW9vPlPmXX9ycQyh3sObKRe+XhlLr/ACQT4koZk+ZiItzT9H6htZCJg10ejpLHS2axF78tV1YhhNSydhjhJzsvlYBpYAHb99VypJuj0SwJxhnZq0WacGxMEg0M9wbHuDvmy/taeNcosBxackR0E7i1uY2bsLkX87T5iuqPPmXUw4IjPM2NpALuJXpIgG9eAAAJprAf1XLFocDrqWpkFZRvie2PuA/Q3vb9V1mCNzHVAdYEyzHcbFjiPoWGJbdH1uCUYxU29yVLGyQSte0Ed2bHsYwq0zGxwRNY0AWYbDtY8rlMPvU2o2k4j+jYu2KlmbHGCyxaGX1GlmOB+kjzrGnlPoKUHiWmY7++p/7eH9li7Ye/i8cf7T1JaaVvUEtsGzQ31GmjR+vRWEd3Fq3eP3w8J6NOhGcViasx2fxrP7q39qNWqpWVkQicbXdZruRMrhf6Vzp4JZpoxG3MTTMboRvdht5gfMtm3CKhpa+SWnjAcHG8zSR3ZfawJOxHDQ72sbV2jmOSaaex4NFtcRwWtgqBC2mzmOJpeYSHt0AubjQ7jVY/3FxPPl9gzB18ti3jmDbfKIHjK9i1Pzsqi6swkW09q+OAE/cuo0/Q7L/q1XXP0fxemAM+Hzx5iQMzbajdWmcKcXszcQ/i8P8AZN/wCszDA+OprKuOWFroTA3JIAS8PGU2B5A+TdYkItTxAkfxTeI/oCs4wsBjjip3NmY9jqiR9gSe57ka96GgHndzuxeJp6n6aE4vLT5/RnDD3mmibU/fmPyxtgkZo3PZ2YE/1SduYWsbAKnDWxEgZm2DrXteUC62z6eWOOCnb1wEYYZI5SAGSZXB9hf+qOeywaaN0cEbH2DmkAgkaHrguYp6yI3CkpPSn9DzME8tNMyaF5ZIw3a4cFs48RwpkjasYdUR1bDntHU5YXO7GhocwcdHHawte4xnYPXg9zTPe3Sz2i7TckDXxgjyFZB6L46CQcLqRbfuP35he6rPzbkoumzYN6SUle0RVtDBBINGTlhqG+J3WEut2h2gGx4U1eA4Qx0sNM6evkaW2p6smGIEa2JZm1BtbMTYnUGy1U3R/F6dodNh07Ab2u3kCT5g0+YqRYRVMkJqqd8TA11y/udQ2/2t86yeDBcq91rwOoPO0kzKkjqcSoy6ctYWOtFFGwMazR5IyiwBJaFgVdA6lijfmLswGbue9u1p/wA1vIvRx00pfKQ3Q1Eh3G15B9o86TUkxgkAZcmMgajfqg39eiyjJxdJaH15cJhPD0evU8pLBLAWiVhbmFxfiFm4BN1GP0MlgbTtFibbm32rZ1VG6tpWwsexrj1diTp+UWHhGF1n3XoXCLMDPGe5Icbd9tfkCVvGVo+fjYKw3o7Q6SQ9XU0j8189K1lrbdU50P09Vm7M1uF1qF63Gej+L1NJEI8PmkkbWVNrNuQwublHizF9u0ntWhmwLFacgS0EzCWl4u33otc/SFMKLUKra/HQ82eLejMBZFAxslVle0EdW82PMMJC7Tg2JgkGhnuCQe4OhzZf2jZZ+FYbWRMqDJTuZmY5rc2lzYi3nXU9Is24dKWLFWbCbvpP9p+0xdcP4vF/ZN/wCsqWmmc55DQb57d0OJbb9R8yxom2p4gSLiJvEf0BXkSdH6Cc4qerK/8AjIv7yz/2kh/i4vFH+w9cnMLpYrWNqhpOo2HVErsipZmsjBZYgMvqNLNcD9JHnSnQUovEtMxoP45/+w/VEuxsbJTGyRoc09WCCP03qRxPjqHh4DSTDuRw6sH6QfMuyEffItW7x++HhvVaZIzhdNrn4sx8PZnoYxma20Dj3RtezmaeNTBqV1Jh+JVMsDKmKjeGPaXWGdxsw24gOF7cbW4rd9Ho4IcDh9lwtLnVVM8Ocy/3sEl4v4i0kcbdiYrggNJJNEWwOnmndKJO4bGxsmZrjx1bfS1+5sBfRW6u+pi4pxUr2j9DDnjNPQvkeJmSTiQxOBAY6OwDr8e+A8x7Fq8Yh6/uc2XK+Z+3K5+xbCte2WSZ7I2RNIksxrrgdzHzXRVU8lROY47Ek1A74aXuB9JC5w1Jas0xpQmpRvevE8ssigpfZlWyEuygnuj2XWYOjWMuBczDpntF+6aLg2WVhWHzUdRIKqExTNkY0B5sQDmv9LfoXrm2o2fD4eMZ4qi3pzJS4ZFC6KW+Y5DcEb5oy4eZautp3RSdZbuJC4iw0HdOFv8AyleiYPvcere8bxH9C5dMmF1FbQCOOF0khuY2tIu52d9hbxOHnWMZSvU+jjYWE8NqNaW/A80s3Dfynk+1dz+jeNRROlfhs7WNbmc4t0AsTf6D5l20OFYhGZA+jmab21bxBIP0ha4q9Rni4GSfERp9fAyekmJudFTUET3BrIYnSttu7q+5132e7zrEwzpDV0NVA+ZxnhiLRlduGhzDYH/ZtGvALW1FRJVTdbKQXZWtuBbRoDR9AC61q5O7PnxwYqCi0eyx/EWHAj7DqY35uqikyODtCZyR2cF40EtN2kgjiEOw22RJSzFwsJYSpHbUVU9U4PqJnyuaCAXuvYEkn6ST5V1Ii5NEq2CyaLDqnEHOFO1lmC7nyStjYOQLnEC54C+qUVBLWudlcyKKMXklldlYzlc8zwG5WdKIqwujhe6mwmld35bdzjzIv3TzyuB4gpKSirZTDrcJxLDWtdX4fVUoffKZ4XMzW3tcdoWXhvRuvr3wl8YghlOjpHNa97b2JYwkOk5dyDrou6i6SHBnOGE0cLA6wc+oBl60DYuY4ll/ENOaxa7pFimIGTrqkgS6PEbQ24taxI1I7CVnmxHtH4/guhl1ssNCGscIT1P8RRtcJGxu8OUjRztjbXkbAZVpJZZJ5XSyvc97zdznG5JXFF1GNavVkK3vh4+dlEb3w28qLsvIAlpu0kHmFzmmlqJHSTSOke4klzjckk3XBEJR2R1E0Ts0cr2Oy5bh1tLWt5l63Cek9LJHI6ueIZnVLpXWabOzNmJta9gC9o8q8ci6jJxMcXBjiqmfSGYlC+jqJaOohlLKZziO5eNKMaOabgi7SLEcCFto6iliZHWsrPYmSOF84eCBoZi4tyDY62FtLL5LDUzU+bqZXMztLXWO4III8xI8q2dX0jrKrD20hAb3LWyPG7wC+w7BaS3kWnpE9zxz4N6KL0NtiHSqmp52PpqGhq6tsYY+pcHmNlmtAMTLtDT3N7gDkBbfzddiVZiUnWVc7pDwGzW+IDQeRYyLzLDinm5+fgfRSpUgr73y81E97w3XZ0giIhDIZiFZHD1LKqVsdiMgebWILT9BI8RWRgeJOwvFqWoL3CFkzDKAL3YHNJsOfcjzLXorbOHCLTTW59QwTFKGuooYI5QDA6K80cZzhxikGVxNrgBptbiTzXbBaaunimEUdQ11JeYPLhMbQEkuuR2AtsOfNfNKLEqvD8/sWYxh+pHbYgHxgOPnW0oeldRT4bJQVUPsuKRw7t8ha+NtwbMcNW6tB4jsWmdP3nglwcszyvR0ZWKYD0hxnF2sp8Mq5YWgRwSGEsjy6u78gNtcuNyfsU/B+jf3pmIGOoH8caU3lefBvsxoPA90SNQLADR1uIvq2NhZDFTU7DdsMIIbfmSSS420uSViLyuOJLtS+C/LPoxiopJG3qcfe6V0tHE6GZ/fVE0nXTeIOIGUf1QDqbkjRbfohj849lYXUzmRtTG4xNlLnZn5SOrFjfu9BpuQ1eRVY98b2vY4se0gtc02IPMLqOHGOqXn3knHPFxZ9RxSndHi9JKGuEcs1blLrXJAcHfSuuX8Xn/sX/8Ao2rspq6LEn4a5gjjirmyvkmlHezCI53AjYFznacnDTQW65fxef8AsX/+javXFt3Z8KUcrS9j8WIP5drf7xTfqmWo6RSyQ9GmOje5hIpmktNtDAQR5QSFt4P5drf7xTfqmXkOlFb1j6WkbnHVU8Jfro68TLebXzqydRNcCGbFS9i8EaBd1JVSUdS2eINL2ggZhpqCPtXSi8x9lq1TPfYTj0eMVFS1sTo3CTrGg69y6qjcL9vdW8i7pvxmb/u2T9udec6GfyjU/wBlH/6iFein0nnP/wDmSft1C9EW2rZ8jFhGE3GJ5XpZVNqukVVlaW9TK+I34kPdr9K0y7Kmokq6qWpmIMkzy95Atck3K61g3bs+rhxyQUehRsfSog2OyKGjCIucEEtTOyGFhfI82a0IQ2OHAUFBPirh98N4KUfpkd0//wALdv0nNPArHpaWPqjW1pcKe5DWtNnTO4gHh2nhdZ08cVfisGGQSg0dEwsMrdnBt3SSDsNnEabW0Wur6s1lTnDckbGiOJg2YwCwH2nmSTxWcm3LIu8p7fotV0GM4bV03sanoqmmiEUDg95zROLjd7nOIAa61zb32lgFmYsLMqxvad+398jXh+jUrm49TQNJDat3sZ9jbSTuPove3Gy+idIInTUtVVA5+rnMMuWPK1lquMM8ZIYT5Ct8P1FXI+XxcKxYy6mLN+Lz/wBlJ/6RiwekZAz3PCt/YjXfWVkFO10Mrw100coZfYkUkfHyhajp3/F0/wDeqj9US2k9GebBi3iQXWzzGGUZxDE6ajH5aVrN7blbOOeLEOklRiksbX08BNS6NwuHtaRlaR2nKDyuVj4T+B0dZip76JnUQDnJICC7/wALcx01DsnBSX8AwRsJt11faRw8GJve37XG58QB1Dl4cXbKuen3+R95GullknmfNK9z5JHFz3ONy4nUkriiLXY5N7hNe52C4jQvL3WgzsJOjWgm4HleT5163HKs0MNdUhocWOms0m1/v8K+bNe5l8riMwsbHcclssdxuTGqrrTGYY8znCLPmALiSTew7B5FpGdRPFicNmxU1tu/kdkfSbEDLG6oeyUNc+5LADZ4cHbW8Nx8fmXRjmJ/dXEpKhrS2O9mAngNL+MgBa9FxmbVHpWFBSzJBERQ0C2HR/8Al6j/ALQLXrNwWaOnxilmmeGRsfdzjwVW5xidh+4+m0tLJK0VLbZIJoc9zr3VY8D9S1H/AFj/APV/+4vT1GTCntoI2ueKtlDMXudq0mcvItba7iF5j/rH/wCr/wDcXoWa3fcfCjuzYy/jE/8AbSf+sYvnfSD+Xqz+0X0SX8Yn/tpP/WMXyx73SOL3uLnHck3JXOLyPZwC1kyIiLA+oEREARFzgglqp2QwML5HmzWhAbc0ss+B4VRwgOdUzzSgk2ynuW+azL3VxrGZqujho5K91dIzSSoItcAktaCdSAXONzzG1lk1NRFTYK50MjX9VEKGMt2L3Evle08RYBnb1l+Gvm1ivXk72Xj5+Z09AiItjk2dDj9Xh9EaSJkRjPWXzNN+7blPHksKsqTWV09UWhpmkdIWg3tc3t9K6UVt7HChFPMlqF3UdVJRVsFXEGmSCRsjQ4XF2m4v5l0oodNWqZ9BqpGS9HZ3xva9ppmC7TcaRzgrZyfxsv8Abzf4z14fBsRkOG12HvBcwwOkYSe8DWSaW7TIT5F7iT+Nl/t5v8Z60m7w2ePhcN4fFxXtfgfLMov3w37VLC3fDZb2PCsNrqJ1e+p+5LNbRzffBK7lGB3Vt9xYbZiUq+idTHEyejq6Wsp36NmErY2k8gXEC+3c3zC+oC8vpYrtae/77fM95pCNG3d57qWHhBWSN8T+rkYWPbo5pBBBvxBXFaoNlsPCC7aalkrKqKmgs+WV+Rgva5O2p2UpqaasnbBAzO93C4AA3JJOgAGpJ0AFyt1RUIoGTTRVDJpQwxy1DATDShwIJz++cRcADt3Uk1FW2TuOqSGKaJ9HS1McOH0+R1RUva60stiNgLnXNlFtrk27q2DXVTJ+qp4O4pqcFsYO7rm5e7tP6gBwXGrq2SMbTUzTHSxm7Qe+efCd29nAadpxVxGLk80u7z1LaFh4QVsPCHBRFqSy2HhDjzUsPCGyIgs5MHdizuNri/nXGw8IbI3vhe3lRQt6FsPCH0pYeEFEVJYsPCCuUX74b9qiILFhbvhsrYX74b9qiILLYeEEsPCCiILLYeEN+1W3cd8uKe94b+VQqZcov3w3tfVSw8IIipLLYeEOCWHhDjzURBYsPCGythe2Yb2vr51EQWLDwhsrYeEPpURBZbDwgpYeEERBZ7LogX1cUkLp3O9gSSSNYSTZkkbmudbgA5sY8b/EvTYkGPhdUiSHNUU0kj44m5REfYwblsNtAD4iF4HorXCi6QwtdI6OCqPseYx69w48uNjY27Avbx1tNU4HVxxwnrmvmaZSNgykDHD5QWkXoj5fGQaxM1aUcIRbHq3W/wCEU36pl84q5pKmpdJNJmcAGXI2DQGtHmAC95XTyU0+M1ELsskXVPYbXsQ2chfPCS4knc6q4nQ74Nayl7F4FsPCCWF++G/aoiyPo2brorVNp8XbERmNTkjBv3pErH/5PpW36SVbadhjE5ilmpQ1lr3I9kS5tRwsvK0FWaGvgqwzOYXh+Um17LIxnFHYrVtlyBjImFkY42zOdr23cfoXalUaPJPCzYylWhgWHhBWw8IKIuD12cgO5d3X61xsLd8NkGx2RQrZbC9sw3tfXzrbPecIwynbDlZV1kTpJZC0FzIycrWNv3pIBcSLXDgNr3wqGj9lPc+R3VU0VjNKdmjkOZPAfZdbB88VTUz4vPEBSxfe6WF40eQAGt7cosTw2HEKSllVkOiqAwumNExw9kVEbDUu17lps4M+hpPG+nArW2HhDiuU00lRPJPM8ySSOL3vcblxJuSVwUhFxWu/MNl21Dhcar6B0gxqmp8Pjq6MdfFiDCfvgNmOc9sjhtfQhzQRY7EL58t1T4lQVWC02GYnLVRsppnvjdBG12jrXvcg6W8S0T0a6mOJhqcoy6M4Y0euxGnq2OLqeeKPqXOJJIaAzuv0rt18+xBWf03qHuxb2IXN6uN7pG6G93Gx/YCxIKf2JiUuD1T2mGV33iVxswPNjHID4J0BO1nX1stbiU8tTidTNPG6KR8z3Ojde7CSTl15LOEnrCW/0K8NZ4yS0SZsXUz34XhWGs0krJXzkWvoTkaRb+q7TsWJjU0dRikzoiOqZljiF79w0BrbHlYBbjE/9HmomHcy0tPDh8TeEUvVDr7dodnHjeSDcArzB34bcFwvWxG+mn3+nzNuRbC/fDftUsLd8NkRbEsuUX74b9qlh4QREFlsPCCWHhD6VEQWLC3fDZXKL2zDe19fOoiCxYeENlyaO6Fna3G17rije+F7eVQqep92qKSKs6SUcUpJaMOp5BlNjdjXOH0tC8Za1QNb/wCi/wD3Ft6Ornp62GWOQh5LYrnXuXVMjCNf0SQtR/1j/wDV/wDuL00818q+5+ejuzJxOqFDDW1Tm5hE+RxF7X/C2r5nYW74bL6H0l/kfFf9r/6tq+eLjF3PocAlkb9pbDwh9KWHhBRFkfQsth4QTKL98N+1Rd1JSy1tVHTQgGSQ2FzYDtQWKWklrJhFDlLrZiSbBoG5J2AG91smPcWyYfhU/V09vwmpJLOtbxLuIYODdzpoTYDollDmtwvDGukbI4B7wO6qHcNODRwHlPIcayWOkgNBSPDmuANRKDfrHDXKD4IO1tzrytnKTvLHcDEKinfBT0tG55p4A45ntymR53cQL2Ow3OgCwbDwgp73hv5UXUY5VSK2Ww8IfSpYW74bIi6JZcov3w3tfXzqWHhDZEQWWw8IcOaWHhDjzURBZbW2cNlu3YnNitQ+ecsa9oIJbcBxL3vJ87itGs3Dfynk+1Z4l5GergknxEW118GdFVVy1k5lmIvazWtFmtA2AHABc6GvnoZCY3Exv0liJ7mVvJw4/Zusezb98bX5KaW34cloeWj07qmhkp5KuokbX0LG2igqO5qGPJs1gcDctG976htrA6B7des/B58Ew00J76BkDQ4DhlkIJFtN77a3XmiG6arjpz+hY+ih08+4rs9FU4/hlJA6nwbDIg2fWeSpjuXcmAZ3WAOt766aCy0tZiFTXFvXyXZHfq42izGX5NGg2C6LDmfMlm8z5l1HDhF3Wo1IiaW34clbNv3xtflwWhKIiac+HJWzeZ4cEFERWzeZ48FLDnw5IKK3vhvvwF1FyaG5xrpfxaLjpz4clC1oEVs3mfMlhzPmVJRETTn9Ctm3742vyQURE0tvw5K2bfc78kFERWw5/QlhzPmQURX3nHfklm8zvySwyb6qFSIitm3742vyU05/QqSgitm8z5ks3mfMgoiJpz4clbNv3xtflwQURE058OStm8z5kFERWzeZ8ymnP6EFFd35334iy+iYLX1Toqx8QMjMVwokMIu7PkeyR1hxdJAT4iOOg+eODc5F9Lnt0XuOhuKCiweOaO/siknmfHmbdpPUueL67DJ9KLUx4qLeHIuOVEdO3GjISOsMUbdL6lk9l4Res6aSCmr62gmZIyaSWCUBzbWa1st7/LFl5Sw5nzLubtmXCwqF9a8ERFbDn9CWbfc78lweuiImlt+HJWzb98d+SCiImnP6FbN5nzIKA707+ZZWHYc7EZZWiaKCOGMySSy3ytFwBewO7i0DtIWMA2x1WzjtRdGpZL2lxCURjT8kyznDxF+TXnGRxKhWi4k0NbQ4PSSMndG28joXZmyTPN9Dxs3K3xh1t7npxeVjZo6GBwMNG3qwRs9/v3eU/QByC7LNw3DI3tcW1VZch1tWQ97pyLiHDnYcjrq9OfDksl68s3JCqCK2bzPmSzeZ48FsSiIlhz+hWzb98bX5cEFG3wyonxRrsLqppJmiB5pc7i4xPY0uaGf1suWw4uHKy7qOjp+kmI0hdVRwVEr2sqmvdlLhexe0kWJtvre9zay12D1bMOxqhrngubTVEcpaNL5XA2v5Fsm0Duj7qysmeSWEwUT8thMXXBkbzaG68dXN5riUb1TphIx+k2KMxPFpXw26oSPddoIDnucXPcL62LibcbAX1utS7cb7DcWSw5nzKuA58ArGKiqRa0OKK2bfc78lNLb8OS6JQRWzb7m1+Slhz+hBQRWw5nzJZvM+ZBRESwtvw5K2bfc2vy4IKIq3vhv5BdSw58OS5NDcw15dihUtT6/DQhkGGVpfmFRW9Vkttkq73v25/oWtxmGOn6R10ETQyOOkkaxo2AExAC2orIH4ThMEct5Ya58jgBsHVQym+2pafMtFUTSVOISVEr88kuGl73WtdxkuV6WnmT5UfnoczWdN3ubSgNcQH1c4cAdx1rjY+UDzLxa9d03niLm02f74Kmd5bY96ZXi/nC8jpbfhyWWJ2j6vBr+Su8IrZvM+ZLDmfMuD10RbR3+i8IaG6VWIMOY+BDcWA5FxBv2WHErpwujhnmdPVFwpKYB81tC4X7wHwjsPKeC74HNxTEanEa6xgiBlka0ZW2vZjGi+guQ0AbDsC5lJRVsUcGf6KoesP43WRHJb8nE67XX7XC48WvELWrtqqiSsqZamd+aWVxe42tqSuuzb98d+S5hGtXuxQ94N9+SithlGvNLDmfMuytERWzeZ8ymlt+HJUlBFbNv3xtflwU058OSCgitm8zw4JZvM8eCCiLNw38p5PtWFYc+HJZ+Ghv33ujw4eNZ4nYZ6+CX9RHv8GYCIi0PGDsPFyRU7N324lRCsIiIQIiIAiIgCIiAN74faLoqy+cWve/A2UQvIIiIQIiIAiIgCIiAJ73y8kV1ycbX56IVEREQgREQBERAEREAREQFd3x8fAWXp+iP3yhxFjtRFG+RnY4wyg/QvMPvnde978Tcrd9Gqx9HFjMjAHXw6RtnbAuc1mbxgPNlYumjnFTlGSXtMrp1NJiGNHEnSiUSudA4htsr4zYt8xafKvMra0Ur6+kxOmlcXyzAVQJ99Iwm//le/TnZapZxlq49PDl9u4QhkgohERdnQREQBERABsfQvQSUscowqCX8Up6M1MzjvlLySL9psB2kLjLBg9FRR0FeypbWMAmllgAcSXfkSCRYAZe6sSHF2hFlMWrb0bpGx9VLiDWDKTctp4wGsBPNxYHHT3otbULLEbqluzo1FZVPrayWpk76RxNhsOQHYNl0oi0SSVI5CIioCIiAKue59szi6wsLnYKIgCp38nJRV17i99huULyIiIhAiIgCIiAIiIAje+H2hFWXzC1/IbIVbn0ToxHI7BcNkaxxYzqczgNG3q32uVm4tDHDVUfVMDc+ARPdYbkv1K5dDZ4mdDWwueBJKaTI07utWSXWG6mlbHHVFv3qXD3RtN93Ne0nTxPb51u12XZ8KX/JP3nmOm38uH/a/48q88t30uqmVPSCoYwOBglljdfietedPlBaRZT7R9bh01hRsIizsFpmVOJM67SCBrp5j+gwFxGulzawvuSBxXJsd2KfgNFS4WzfKKipPEyOGjfE1thY6hxfwItxr/wACw+DDho99qio7XEdwPI03/wDGVzpHCvxOpxStYHQwkzysJNnG/cs8RNh4rrWzzy1VRJUTPL5ZXl73HdzibkrJ+tOuS8fP0LyOCIi1IPe+XkiuuQb2vz0UQrCIiECIiAIiIAs3Dfynk+1YSzcN/KeT7Vnidhnr4L9RHv8AAw+5vxtf6FNLcb2RFoeWzkcmn2Kdz2odm77clFCtl7ntTue1RFSWNLcdle5vxtf6FEQWNO1Xue3goiCy9z28VNO3ZEQWcm5M4vtfjyXHTt2VZ34tffgLqKFvQvc9qdz2qIqSxp2q9zfja/0KIgsaW43sr3N+O6iILL3Panc9qiILL3Pbunc5O1RXXJxtflooVMdzfja/0KadqIqSy9z2p3PaoiCxp27K9zfja/0KIgsaduyvc9qiILL3Papp2oiCzk7JnNtrnbktn0as/Go6YXz1cUtKzl1ksbo2X7Mzm3Wrf37r3vfiLFWKV8EzJYyWvjcHNINrEahRFb1OdPUPpahk8L3Mew3BsD49OPiWxdhUmKyuqMGo5ZmPJLqaFpe6AnZtty3kePjUx6jeMaL4YH5K7LPAGs0eH69wOWa4HiXK9Pg1LM1k/W4lIBH97F207b3dZ3F+gbcXFi7ja3EoNu4umSzOb0VhonNkxPFKCNsbLzQCqYZGv8Atbd3HUgEix00uo+iwLF5L0tc+Coa1xdFHR2bIBa2QZ++te4vrbmvNqtc5jg9ji1zTcEGxBXOSb3l8EvrZbXQyqzDn0jGytljqIH6NmhddpPIjdp7CAfJqsXub8bX+heooKg41hMsVY5rpJZ2wPmIDcmYExO5GzmuB45XO5heXc1zHFrmlrmmxBFiCuoN24y5Cyadq2GCU8U+IiSbMKemYaiY7dywXtfgXOs0drgtetzBTSRYZFh8Y/C8UlYch3bGO9vyzF1+0AHku20lbJZ0ZW1Uk2KYhdsUkrnZW6GV175W8gL6nhpxIWJWVb62odPJYEgANaLBoAsAOwAW5rvxWojnqeqpyTTUzBDDpu0Em/lJJ8qwVnBN+u9/PllZe5vxtf6FNO3ZEWpLL3PbwTue3ioiCxp2q9zfja/0KIgsaW47K9z2qIgsvc9qOy8OQ2UVduL32G4ULeg7m/G11NLcb2RFSWXub8bX+hTTtREFl7ntTue1REFjS3HZXub8bX+hREFjTt2XJuXML9m64qtvmFr+QXUKnqfQ+jOX7kYXv+S/9W9bASxSYG6F72iSnpmuiZfVwkJEhtxA6qPxX7Vy/g5Y2SLDw9ocPYUpsRfUPnIPnWNQ0fsypnHWZOpwR8u175X3st5pZE3yPhN/zJ+9ng+kNvbLid7/js37ZWu0tx2WRiFX7PxKqrCzJ7ImfLkvfLmJNr+VY6ye59mFqCTL3PatozLR9GpH6iSvmyA8TGzUjxFxbcHwQVr6WmlrKqKmhF5JXBrb7eXsW0mbFiWNQUFO78CpW9W1x0BjYC6SQ8r2c7jbbWwXEmoptndnTW5aLCKahFxLP+FTeIgCNvkGZ2n9IL6jTW9zfja678QqvZtfNUWIa93cNPvW7AeQWWOucOLUdd2VsaW43sr3N+NrqItCWXuco56p3PanvBva/LRRQrZe57VNLcdkRUll7m/G1/oU07dkRBZe57eCdz28VEQWNO3ZZ+G5fvu/C30rAWbhv5Tyfas8TsM9fBP8AqI9/gzCRXML96N+1S4t3o2Wh5KB2Hi5ouRcNO5Clx4IUK0RFbjwQlx4I+lUlERLi3ejZXML96N721QUREuPBCtx4I4IKIitx4I481LjwRsgoN74fabIuTXDODlG99rrjceCNlC1oEVuPBH0pceCFSUREuPBCuYX70b9qCiIlxbvRsrcX70b9qCiIrceCEuPBCCiJ73y81bjwRv2q3GS1h5lCpHFFcwv3o3vbVS48EKkoIrceCOCXHgjjzQUREuPBGytxe+Ub3tr5kFERLjwRsrceCPpQURFbjwQpceCEFFd3x8fA3UXJzhnJyjcnay43Fu9GyhWtTNosYrqCF8ME5ET7nq3ata4i2YA7OtpfksJW48Eb9qXHghUlERW48EJcX70b9qCjaYS4vwrF4QSCyCOojy752StbfyNkefJfguvFGisazE4QCJQBUNb+Tl2N+x1swPaRuCmA1EcGMQdaPvUwdTyEbhkjSxxHbZxsuEUz8Krp4JYmSNuYZ47kBwB1APDUXB7PIs5p2pLdFVHHCKNlbiUcUxIhbeSUjgxoudeGg3WdUVj4xUYlMA2rrmuZDHt1URFiQOAy9wByvbhbMz4VgmDl8QlqKrEGgtZMwN6uIHZ4vrmcGu03DANnFedmnkqJnzTHPI83c4nUrnXE0rQVR1jY+lFyDhY9yPMuNxbvRstQ0EVuL3yje9tfMpceCNlSUEVuPBH0pceCOKCiIlx4IVzC/eje9tUFERLi3ejZW48EfSgoiHfyc1bjwQq4jkNhwsoWtDiitxfvRv2qXFu9GypKCK5hfvRv2qXHghBQRW48EJceCPpQUREuLd6NlcwvfKN7218yCiKt74emylx4I2XJrhmHcjhwuoVLU93/AAaVow98s5jMmaURWvbvxkv5M1/IsunmmiqiIHEOlwkxkNFy4F9iFq+gvdQuaGgk1sAHlkYtjV1k/RzFGVUkI66gpY+sjOurahocN991u/8Aj2s+NiRvHkl1R862RZeKU5osXrKV2VxgqHxki9jZxHm0WJcW70bLzxkpJNcz7FG0wb8GhrcSOnsaHJGf+1k7loHbbO7xNK4034FgtRU97LVnqIjxDBrIRyv3LbjgXDiu2ZroMCo6KKLNNXzeyHsaCXOAuyIW34yHTfOOQXTjEsbJYaCIteyijMbnNN2vkJJe4c9TYHiGg9izxPWaj3/D80VI1yK3HghMwv3o37VsSiIlxbvRsrcX70b9qCie98vNFbjKBYceCXHghQrREVuPBH0qXFu9GypKCK5hfvRve2vmUuPBGyCgitx4I4c0uPBHHmgoizcN/KeT7VhXHgjZZ+GuH33uBw59qzxOwz18Ev6iPf4MwERFoeMp2bvtzUQ7DbbgiFYREQgREQBERAEREBW98N9+Bsoje+F7eVELyCIiECIiAIiIAiIgCvvOO/NRPe8N/KhUEREIEREAREQBERAEREBXd+d9+Juoju+Nrb8NkQr3CIiECIiALbyYjhlYRV11LUPrGtAexkgEc5AsHONszdtQL5rmxatQiA7auqlral9RO4F77XsLAACwAHIAALqREBR3p386iDY7IhWEREIEREAREQBERAFXbjfYbm6iHfhtwQvIIiIQIiIAiIgCIiAKt74b+Q2URvfC9vKhVueh6E1rKXpFSxyyODZp4WtHDN10Z/UCt/06mjqa7FZ4Xh8UsBexw2cDUggrx/R7+cuF/wB8h/bC3PTmjlopMJEhaeuoGStyn3riSL9q1T9Q8GJBPiEajG/v0lJW/nNLGXce7aMjrniSW5j/AFvKcGmp5auqipoWF8sz2xsaNy4mwCzvxvo9ZuslBKXOH/ZvsL+R1gf6w5rn0ea6KskxBrSXUUZkisPyp7mO3aHEOtxy2XlwtI5emn2+VHvZm1E8UddV4lE4Op6ICloiNpHAZQ4dlgX8bEgcQV50kk3JuStjirmwRU+GRuBFMC6Qg3BldbN5gGt/8K1yYetz6+HL794YREWpAiIgL7wb781E97w38qIVhERCBERAEREAWbhv5TyfasJZuG/lPJ9qzxOwz18F+oj3+BhIiLQ8hTezd9uKiHYbbIhWEREIEREAREQBERAVl84te9+G6iN74beVELyCIiECIiAIiIAiIgCuuTja/kUT3vDdCoIiIQIiIAiIgCIiAIiICvvnde978d1Ed3x234IhXuEREIEREAREQBERAUXyu3UQbHZEKwiIhAiIgCIiAIiIAq69xe+w3UQ78NuCF5BERCBERAEREAREQBVl8wte/Zuoje+G3lQq3MvCKmOixmiqpr9XBURyPsLmwcCf1L0HTqqfWjB5XBpEVE2nuzYFh2PbZzSf6w5ryi2lN+GdHaqmOslFKKmL+q6zJB2nSI9ga5W9KMnhpzzmJQVnsOZ5fH1sMsZjmizWztPbrYggEGxsQDbRbqWrpsCwyJtA2X2VWZagOmsHU7QSGaDcnvhe1u5cNxbTYbRmvr4qfNkYbukf4DGguc7yNBPkTFKz7oYjNUhuRj3dw3wWjRo7LABZSw4ydv8A2a2YqIi0IEREAREQF1yDe1/IonveG6IVhERCBERAEREAWbhv5TyfasJZuG/lPJ9qzxOwz18F+oj3+B6b3IunfwF9bg9dPci6d/AX1uD10RaHkKf4Iundh/oPh+dQeup7kXTv4C+tweuiIB7kXTv4C+tweunuRdO/gL63B66IgHuRdO/gL63B66e5F07+AvrcHroiAe5F07+AvrcHrp7kXTv4C+tweuiIB7kXTv4C+tweunuRdO/gL63B66IgDf4IunYcD9w/rUB/zp7kXTv4C+tweuiIB7kXTv4C+tweunuRdO/gL63B66IgHuRdO/gL63B66e5F07+AvrcHroiAe5F07+AvrcHrp7kXTv4C+tweuiIB7kXTv4C+tweunuRdO/gL63B66IgHuRdO/gL63B66e5F07y2+4fH86g9dEQD3IunfwF9bg9dPci6d/AX1uD10RAPci6d/AX1uD109yLp38BfW4PXREA9yLp38BfW4PXT3IunfwF9bg9dEQD3IunfwF9bg9dPci6d/AX1uD10RAPci6d/AX1uD109yLp38BfW4PXREAd/BF07LifuHx/OoB/nT3IunfwF9bg9dEQD3IunfwF9bg9dPci6d/AX1uD10RAPci6d/AX1uD109yLp38BfW4PXREA9yLp38BfW4PXT3IunfwF9bg9dEQD3IunfwF9bg9dPci6d/AX1uD10RAB/BF07sf9B/WoPXT3IunfwF9bg9dEQD3IunfwF9bg9dPci6d/AX1uD10RAPci6d/AX1uD109yLp38BfW4PXREA9yLp38BfW4PXT3IunfwF9bg9dEQD3IunfwF9bg9dPci6d/AX1uD10RAPci6d/AX1uD10P8EXTsn+Q+H51AP8AOiIB7kXTv4C+tweunuRdO/gL63B66IgHuRdO/gL63B66e5F07+AvrcHroiAe5F07+AvrcHrp7kXTv4C+tweuiIB7kXTv4C+tweunuRdO/gL63B66IgHuRdO/gL63B66N/gi6dhw/0H9agP8AnREA9yLp38BfW4PXWVhv8F/Tqhq+sf0f6yJ7HRysFZAMzHCxF86IgMqX+CnpdQ0M9PQYU+ofVhrXyunhYWRg3yW6w6lwBJHBo11IWr9yLp38BfW4PXREA9yLp38BfW4PXT3IunfwF9bg9dEQD3IunfwF9bg9dPci6d/AX1uD10RAPci6d/AX1uD109yLp38BfW4PXREA9yLp3lt9w+P51B66e5F07+AvrcHroiAe5F07+AvrcHrp7kXTv4C+tweuiIB7kXTv4C+tweunuRdO/gL63B66IgHuRdO/gL63B66e5F07+AvrcHroiAe5F07+AvrcHrrKov4KOm8OfrMEte1vwqH10RSSzKjTCxHhTU1uj//Z) +
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-由上图可看出, 随后上证指数继续下跌,根据第三类卖点定义( 第一类卖点出现后,一个次级别走势向下离开走势中枢,然后以一个次级别走势上升,其高点涨回原来的中枢区间,则构成第三类卖点), 则在 2015年 12 月 29 日 14 点 15 分( 3556.65 点) 形成第三类卖点, 之后再形成 5 分钟级别中枢(中枢 2),市场指数趋继续向下,并在 2016 年 月 6 日 10 点 00 ( 3322.53 点)再次形成第三类卖点。 +
- +
-![Image](data:image/png;base64,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) +
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) +
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-图可看出, 此后,上证指数总体上继续下跌,并之后再次形成了两个 5 分钟级别的下跌中枢, 在中枢4 形成后,在 2016 年 1 月 28 日 14 点 50 分( 2647.55 点)构成了底背驰,形成了第一类买点,随后在 2016 年 2月 3 日 10 点 00 分( 2699.01 点)形成第二类买点 +
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-![Image](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAtQAAAAUCAAAAACIMfWxAAAAIGNIUk0AAHomAACAhAAA+gAAAIDoAAB1MAAA6mAAADqYAAAXcJy6UTwAAAACYktHRAD/h4/MvwAAADJ0RVh0UmF3IHByb2ZpbGUgdHlwZSBleGlmAApleGlmCiAgICAgICA2CjQ1Nzg2OTY2MDAwMAr5vKEOAAACKElEQVRo3u3YT0hUQRwH8ElJxQJR3DYIOqgImSeNzZbtIi0EeVjROoQoGKzuQciDevPSlh7UdgVBLUgIPEh0MvFPIaSB4B8Cc0VkD5InCTUECTd3mt1VcwW/D8R4OX4/p+HNezC/4Tvz5j0hiTQjzB4A0WljqEk7DDVph6Em7TDUpB2Gms6kTY81xfFJykDF076vO/F9R0O99aWr/puUi1V59vaQ2QMnOkaoSCiJo1IuZwqRVFDd+fnnQeehUK8Oeh/lJojUKSlnL0UecYXNHrrewuvY9yC0NIONj0EfBrDeHsjfCrU0YXVu6MlD7L5NRNnVNHbHmuJCdrl3cDUysdFQ/w70Nzote30t6oIz1vRFq3+Hi3+Li+/Bxbc24+IbcPHux7j40nuYrRDKz8Iy0qEUQf+WVYV1Ou6Kxdm8IOa7a26nHr46re67YvZgz4cEvCbSr+MldQOvyFsGC9qF94MKvJvUGGzFz/Be1mGwFRq8RoZexmbQqcLqP5hPy11321BwV4rwyoi/tvjq35nuU/fdiTVte+WX4fIrcfkeg/Kf4/J9uPrXBuUP45fwBH6Fz+ETQHANHyC2zT7haCvsigT08qzaqNPU2TrnQcOryR/7nftn6s2pN02u3IvqxmsrUo4mRh4p4pci/a9CPsfNqiUp56q9A/O/4vvi/37sBN6/qCyZkfKjI9ni2TB74EQnwf/UpB2GmrTDUJN2GGrSDkNN2mGoSTt/AAY9aTaNv/EPAAAAAElFTkSuQmCC) +
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) +
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-由上图可以出,在底背驰之后,首次离开最后一个中枢上升线段回调形成的低点(高于中枢)此点是一个安全第三类买点,那么在 2016 年 2 月 5 日 10 点 45 分( 2767.61 点)成了第三类买点。 2 月 25 日左右由于市场上传言“自 3 月 1 日起创业板将全面停止审核将实施注册制改革,实施期限为两年”,市场反应强跌,造成暴跌,导致了市场发生极端行情, 但市场不久后完成了修复, 所以为便于分析, 暂时不考虑这一段市场行情也就说,附近两个走势中枢不进行扩展处理。 随后,再形成了两向上的走势中枢并在 2016年 4 月 13 日 13 点 25 分( 3097.16 点)构成顶背驰形成第卖点。 市场之后转而进入下跌趋势。 +
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) +
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