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共 63 条
江海洋
注册时间2021-06-11
[原创]操盘日记:交易我靠信号活着!我靠纪律活着!
楼主发表于:2021-06-22 02:55只看该作者
21楼 电梯直达
电梯直达
江海洋 发表于 2021-6-22 10:38
为了达到约束自己的目的,拿出300美元作为自己的标杆账户,体现自己的交易策略和技术是否正确,是否严格的 ...
一 周 计 划: 日内波段交易;300元×20%仓×3美金×22日===2.6倍)==================================================================== 日期 周 手数 本金 日盈 合计 % ==================================================================== 6.21 一 0.06 300.00 18.00 318.00 6 ---------------------------------------------------------------------------------------------------------- 6.22 二 0.06 318.00 18.00 336.00 12 ---------------------------------------------------------------------------------------------------------- 6.23 三 0.07 336.00 21.00 357.00 19 ---------------------------------------------------------------------------------------------------------- 6.24 四 0.07 357.00 21.00 378.00 26 ---------------------------------------------------------------------------------------------------------- 6.25 五 0.08 378.00 24.00 402.00 34 ==================================================================== 重点看能否严格执行了! 补充内容 (2021-6-24 10:43): 重视进场点!一天最多有2个方向,如何踏准这个节奏?以信号为准,坚决执行 补充内容 (2021-6-28 10:00): 一周计划盈利402元,实际成绩472元:472--300==472÷300==57%
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韬客社区www.talkfx.co

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zjszjs
注册时间2018-01-08
bbingoo
注册时间2012-02-13
发表于:2021-06-22 03:18来自移动端只看该作者
23楼
我做单完全靠蒙,像这种短线,50点有点少(5美元:),150点比较合适
江海洋
注册时间2021-06-11
楼主发表于:2021-06-22 13:48只看该作者
24楼
江海洋 发表于 2021-6-22 10:38
为了达到约束自己的目的,拿出300美元作为自己的标杆账户,体现自己的交易策略和技术是否正确,是否严格的 ...
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8AhVslzP2JNnRcYtIxlezPsK1mYMZDC5pfWhDFVmIVLXVuL0CDDzGMQ1zx02LnNpBekw9RzBroN20LxyLyIYwL+bIYXPQ7QuFWCXN/og0dF5hsbvxEZ458rFIfBtpXOzDjsqnWE6cp8SXlS3lbQRp8iOEb4oqfFju3gfTafIji1kDfadt2LCIftjEhTxaFiX5nKNwqYe5PtKHjEhPNpZ254GuV+jDQPo3AjCdONT6TlRJfUr6UtxWowYcYviGu+GmxcxtI1+BDFLsG+k/b+vGIfOjjQX4sDg/9DlG4VcLcn2hDx4UmmTc93JlX/F6lfgywUSsw42nT2q8LSYkvKV/K2wrW4EMM2xBX/LTYuQ2ka/Ehil8DGNC2c/GIfDiHBXmxSCz0O0XhVglzf6INHReaYM67qjOHnqjUjwE2agZmvC6k5jdOU+JLypfytgI2+BDDNsQVPy12bgPpmnyIYtgADrTtICaRD/PFZnJQBXuVRnoTBoVbJcz9iTZ0XHByedtnO/OSeyr1JWGndmDGqlutd72lxJeUL+VtBVDwIYZriCt+WuzcBtK1+RDFsQEsaFtnyId54jK5p4a7WkObSYPCrRLm/kQbOi44sZz/2s684G8q9SVh5xyBGfe74b630sEpJb6kfClvy07wIYZriCt+WuzcBtLn4EMUywbw2HfbyId54vK+806x//oOpnCrhLk/0YaOC08qP/1Xnfn291bqj2DrXIEZT5qWflFvSnxJ+VLeVhABH2KYhrjip8XObSB9Lj5E8WwAk322jXzQj8n7zLcZ+q7vYAq3Spj7E23ouPCE8uw3duY7P1+pP4KtcwZmvOMN73orNVhT4kvKl/K27AMfYpiGuOKnxc5tIH1OPkQxbQCXfbWNfNCPyfvKtZn6re9gCrdKmPsTbeg4NpmgbCwvkf6qBztz+a9U6lOk7bkDM76uAB6X+MpCSnxJ+VKe60988QL/nvPmiJ9CXPHTIr5w25lrf24+zNVvthvmM/kQxoV8WQwu+h2hcKuEuT/Rho5jky/KxvIS6Rf+RGde9ueV+hRpu5XAXOIrCynxJeVLefDnM17WmWv/eP2ZMmPMlZ/rzErE+biGuOKn+ec0dNwKH8aOIZ5XNn60wIfU2KTPy/p8z/DUB4/CrRLm/kQbOo5NtigbyxuQ/oqHO/PNt1XqV6D9FgKzxWvqVxZSAV7Kl/IO/8HBK1ue/3N9v+Bbsz/0UD+tC3HFTwv4wWIw97YlPsyNBdtv46lSaWzSR178aTi2NOorfQAp3Cph7k+0oePYAEHZWN6AdIg2iLcpdeSc29pEPeUrC6kAL+WH8nA5FCtrW+LM8SNEHVbiNpiHuOKnOedvzmskrTU+tIbPvtnTAh9CY3Pf/MD+OjG2bKysVvG5ScEzmMKtEub+RBs69nyxGVgoG8sbmI7LpbhsOrWeIee3EJh9O8d+ZSEV4KV8Pw9iDaItei+b40usxOElyricyhU3Hd76nOFxHdxbiA/+2BR9XSD+ivU7457l6nBOGVf9TlC4VcI8JNT8tNgALhA48IACHlTQIHALgTnUzzFfWUgF+FQ+7LAiDCtpIbtiaRBtEG/XmmvT4i3GnQbSW+VDDHem5/E0F685+IBxmvpt+uHH5dBxA+NqYy9tyYqrCrjVHUChDlC4VcI8NPj9tNgARLlYXkY6Xg2CV4SUqEuqY47ALNnj5uV+ZSElzFL5uGcNlz1XK2cZvnJthnA7ao7K4m1k3W47tfZb5kOtPrPeeJyZgw+pcdrL9+Ny6Ljh8UbuxbmnhI2+ARRulTAPDX4/zQYDPz10bMtmbPEyXryUtzZ55wjMOX3K+cpCL6AHsBbzTeQp0UA9ov3GrITbdea6uHjLrVOxfOt8ELFXxGlf7JiDD+I47brVatwG/1C89dPIi+rzyMYfu4d1/UnWB4fCTQlzBIIYIf0gETqOnZtIx2ew8DmsaNuJ84ecN0dgHmKXW2boVxayAr6D3SVf6sx5Ly2E89r/EG5XmivD4s1p2+1nC/u7wIcWcNoXG+bgQ9Y4DsVbP63h8bYvPGq4n4UCfwbJKNyUMEcgiPnFDxKh49i5iXR8eB4foI+2nTh/yHlzBOYhdvllhnxlISvgr7F78ZnOPOsNBTF2/H8g3AL3vRXwm49PqeNd4UOp/rIemftz8CFrHDvjLfpgUMPjjfyT+aeAj74BFG5KmCM4xAZ/5cCBG97Pu6peP+cIzFEsYxiv0+1XFnD5NFRHVsDvOvPyT3Xm4p8tjG2AD1v3vSX6GeqbVtou8UELk31uJ4cPqfE3FMdUPb38wHjbEnDK461nn3LbQzFmuU3c3+wEJ5UaQFG4KWE+o3B7xe915k0V3+uWE5hrcHhMnXhdCN735n8mKxUw3fzXnO7MC+6qwJ/IRIIHFrACd8gcUosPY7DdRT6M6SfPGcb9HD6442sKvql6evmR8dYTb8riqWefcttTcN/Tc4cNhJLgULgpYT6jcANfLvhaZ7pL6/Q1JzCX5O7outa+wH1v+EwWnjy1daUCps3/0T/rzHf/Vh08exOGN6lY4Rb8VFYjAX7n+NAIbpaDS9vm8MGOr6kYpOrp5XtjLDj+lDnSs0+57anY7+H5lSYCwfEUbkqYzyzcjnysMzd+ok5fcwJzE4Pa8wXe94ZPZeEeuFTARP7R+zvzugfqYLnCZ8BEgteO4NcEnl582Tk+ePa3iOku25TDh9T4G4pDqp5e/oDxNrTdUuV69pGfTcY5x9f6gZjCTQlzTyw4Tg8/NegHkxKD19Tpa05g7vW7RJ/WdWQFuoAvINog3p76zd8Qg8T7PvU8g9W2Wv1Y1ev7PnTcHbx6BPcvDvkyQ1V7PT+2wAfN/rbcVta48PxYql85fChlb6qeXn5ofPlplbCJYdyzT7ntmE1Mj8b9aEa1iYLCTQlzBILYAPSDROg4dm5G+g8+2JlXfaR8f3MCcxSDjH6E6sgKdIIvnvp3/3Z1+RSXUf12cD/bj/z5N26l++UmH4f876et8cKLfvFZrdyvNEy2UfBXC3yo2b9dqjtrXAg+ndLnHD7k2CuVlfLQl16+P7ZCx5WwieHas0+57ZhNTI/OndGMapMFhZsS5ggGsQEYChR+WuzcjHS8ZwzvG4vakVGXW0dOYHbPS+1LwQt5qd+mfh/L0PG676gTDyzgwQU8wGDruOjWgydIJZts2cnbkH1+mucrfBe196F6L3+yTRn11eKDZh9KtKXClYRfWrAhhw859kplpTz4tpfvj63QcQLnEnxx6+jZp9y2awf3B82XgwptJpMSoFK4KWGOYBAbgKFA4afFzs1Mv+VMZ17862X7nBOYoxgE+iEFLykPbfTyfSxDx+v23fPwyhCMj3/8u880L370GSv/ufk5fckqG7LPTwvghW+krv4F8rLan3h+LT5o9qFEWypcSfiqBRty+JBjr1RWyoNve/n+2AodJ3AuwRe3jp59ym27dnB/0Fw5qFBcAIxwMIWbPuZbgyEUKPy0Eb7daqc7eFEsXhgbyhublhOYc9qQgpeUhzZ6+T6WoeM1vjjP/V361s4c+voF5uknnjBPffQj5sm33VQUuyAeIfv8tAgfLvyxzlz16bL+DdoYaR9la/Eh1465y/c4KOBV084WbMjhg2SvOy5j+xbLWL6bbssGnyIdON42dRT2L+ysVTfrLR4fi1eYdD6Fmz7mWwPHDxKh44KB4fBDnbn0l8r1Oycwb/Vd6JcUvKQ8tNHLD+Hpp8XscB7owAocHmDAZdTQPXA5fRPL+raFjmP2dp255sOdefOflvOvaGvAjlp8yLVj7vI9DgZw0rCvlg059ebwQapXygOWUr6UR+E2X6zQGAMKbegDSOGmj/kWkUITs59WMPDjTf944/+WHSPbyAnMOW1KwVbKQxtiPrAd0NdX/klnbnj/+VtlIdog3iDiYl9gGFJ/tIzv+9Bxwv63P9qZF72vnI+jtgbsqMWHHBtaKCty0MdtICdz+5Vlg2+TcJxTbw4fpHqlPOASysfDO7j/E//wEA9eoYMHeXBbAfJWeIbGl58mYJHrkyHlQ30Zch7LzBLz9BulcNPHfGtw+UEidFw4cHzXX3TmwreV6XtOYN7qu9MvBKvUz56fCmxiPvB12g3tv/pkZ37gk+HJwJbHK0TwAIP/El+bP3ob8r+flrAfbX/bX3fmG15fxsc5fSnFh5w2WywrctD33wBOjuljlg2+TcJxTr05fJDqlfKAjZuPV+RApOF1ORBqyEMaXlxtH+RBHn72c3LXmetWXyYJrsDFsNgxv43hEM9JxtBkgeSEkwsyhZs+5ls+8ifl0HEscIxMx6st8MmmLVtG1JcTmKX23MAbKufmYz/1C9WxSksE2wuOdealnznAxm0zVh+eQsVLfDGWsBKHLzFA1MXKJ9ND/vfTBvjpvO/ozMVfLuPjpM2OPaX4kNNmi2WHcGdjd4KTm3IOzkPSsmzIqDun3hw+SPVKecAC+VhJw9PVWF1zvy4SOxerbtvC7VwavlSyEnIxbHbMb0M4wzLZMTP7hPGTw5qIFG76mG8NDH9SDh3HAseE9G/9284888j0/ucE5q2+O/bHgqs9R8qX8uz5m20i2F70lc6c96IDXLLq7brVvW/2SwxYicOKHC6n+t9E3dji9H+TFvK/nxY6L5B26Bc7g3saN3UHypTOK8WH0nZp1ydyx/dn6LiAr0Qb/Pphg58WOc6pN4cPUr1SHkTaNV98zkq0rZ6u9uyWzg2tsFkxZz8xh9U7tLG5vGrrz8BsKLYoJ9pr2+Z2MF9zsB9RVjfAwkAKN33Mt4gRCtp+WmyQTggc+NZmia8A5ATmrb47/UoFKylfyttqU8DM/3B8Vr1OX9AmxBpEm72cinviIOqSDzb4vg8de21t9dHJx+e58JkuqUzJvFJ8KGmTRl3gSuq3sSPkUz/N8eHmvMy0LP6i/YH159R76ujRIvWG2sRlUFzuhLC65hfOi7YTOnfTVx937/iQObQSbfbSK1bzcLn14PU7wzHbtDcAY9HeAefntMWyk2Pj5AqixI05h8JNH/MtX3iBIvQX4NY5dvBmBNtQHc/9P53pLpmGQamJOhWspHwpb6vfEcxe+hudOba+RGrPyarX+iSyxeVTXEbF5VSMOwi6oIibwodI21h1w+qb7VfNbSk+1LSxRt0prvTyK/gYfUIbqd+m7xNs6PUlwjnbjiTcQrZefvOBCLvx/eebDz3yjat71CCUbn7keebGv7xwtbJ2+ZfPXz1w8I6Hv8mgvK3HtulvRXszccC9chCMqxdem4Mtjkt+ek6018cb9vtpPNbERCewuk6mcNPH3MV/tZ8TOHLKDhi8JVZjSk3UqWAl5Ut5Qbw9bM4/2pkXfnGbC1n1enVutevlYzUOIg6XVLESt7kvrrCPrR243w33vdnjWttSfKhlX616U1zp5Vfyca8Nj2/ody8/wwacl/ptcPXqXQk3L82Wde2B+ME/rKBhVQvCCGINog15uFSJVS4IJFyydM+19Y3a+raFjgNYrtoyZmUTbITNdvUveFk1VkcgPatvsDdQB9Pqx7o1xmoNbRxN4aaPeXJASQMxFFT8tJxBfElnVqtuOed4ZUtN1KlgJeVLeVt4B/CFaIN488tm1evh4tcVO8YlVazE4VIqfrc99ZS57MknD26K9n1rj0e0hSdM8aRpzI5S6aX4UMoerXpSXOnlWz9KW+tjqYzNW5fttWHPd7a9fHuutC1Qb0q4YVUNK2hYPYN9/i/mv15fnD7GykfTpf7bvFj9yHfyICgh2oKXVZ1y7jmh/ay+eTaE6mNa1bhXtfIewawjKdz0MbfYR7fSQLSBRNpmBAjYgPvccL9b1J5EfaUm6lSwkvKlvK1+efji8iguk26V81coEjiEzs9Nw6rbHU89ZR57+mlz39NPm2NPPRUWcCNtwbvd8I63XLtyypfiQ06bLZRNcbCXL41fm2d9bI+l7bpsrw17vrPt5Uv12TynXpwr/WI+iF0qxeoZVqkgcuxN/z37HLtDdYGah/wAACAASURBVOeUDZ2/SbN9lbYxW3BOLK87WB0cc1k1q28JGyT7mFckFhapRCSS7ygKN33MfR9sHUsDUQouNk8IJFttdZ05/7rO4AnTUN6QtFITdSpYSflS3lYfHHxLvhZlq51MP2zOX/vxBtwH99RTB68Zefrp1Urc1XYlbmzd3cFXFfB1hU17E+oK1VGKD6G6W05LcVDMdzi51Uc7rqXt2odiG6k/RCQbPI6k2nH74As3XOrEZVD8/PvCcurNKevas7Uv4Wrz1g8b4Z5UrI7j/lSsjmP+zPl95MmfN2//6rXmZV/7FnPZ159n/tnffrv5yUe/xTz3Xx08kY4/3LACn9W3DL9t9d3zK/NHxcVRJ00KwBRu+pgnB4c0EG0gkbYjBqP/NKX47iKv/lITdSpYSflS3hbea3zxyg+8+mMr3+ufen7AtxBxWIl7+OmnV6txo14z4vQL3zPFd01r9K0UH2rYVrPOFAfF/DUng/YF+LD1ANPat2IbMws3rKphdQ2rbKFXdqDvKftdfHLKuudt7QfwxR9IWO3GmMPKN+5DxQ/3pOJ+VNyfuronVfKbM95smxBlOA8CEGINog3iDSIOYg6iDuIO8zLagzhEmxjvaBeiEW3jfCvycmK1tYPborGvaGWDgjKFmz7myUEjBYNAkIkF8WQ7TmDBVxTwNYXNOZINznkoX2qiTgViKV/K2/TJ2r3uG16yi5ftbuXbcnNtEz7G/W+jXjPi98f5DmtJDErxoaRNGnWlOCjmS+MtwQd34hbbSAkjyQaPO6l2XLyx4oab93HjPu7/cvPm3oeQwh9FuK8Uq9v4wwhzIrY4RjryUS5oawZmwfMdXLH66F5WvfAnuo3Iw3iHaIN4g4iDmIOog7gbM4enbGF+Fk+zCoeJ5BBhCPhjnL6vgXkInkXKSMEgI4jn2oLvl15065qDkg0ex0rxITUZSPlS3hYOxqw+Z4XPWm3leX2bJT/Tx/jLG0EdwRzjeehf6jd+ojNHPlYeg1J8mAX7Cf5PcVDMl8ZbBh/ENgLCzRcL7hOdWB2TnujEChrOx+oZBBlEB8rjPFwGtU9Znjp6apU3tz8xTiCAIH4wVjBO8MOKGlbWsMK2uRXBxzzGC8lvsXMGpMOPwG+Q0K1kw9z+2qH2ywfRVOcp3PQxT/nE/Qt6q6wfUELHAwLDVr1dZy79Ject+xnBoNREnTvpuH1IneuWff47O4MPyLtpTe2HfOqnCT52L8dIf6n/76f/zlzw/54VfpecUH8Kq1J8SLXTWn6Kg2K+NN5834eO1/4S2+i61TvPok89GrN6SGCIGPNf2yGJvDn5gEuKWKHCPIcVKuzjjxykb1bRQnj6abHxgHKxvAnp1o8WV7GNSjaIbU7o2wLr1Z9MKNz0MU8SVxqIfkAJHU8YVC8+05lnvQFheXhAKhWYbbCK4SPlS3lufaun1ypdInTbmbQf8qmfNsHHrm3//DOXmXf9j+9erTxgJQKrEm7+mP1SfBjT9pznpDiYyo/a7vs+dLzmQ6gNrIjZ94zhtRsQAxBv9knOaLuFOKbNB3AYXF6tpt1332qVLauPwHdo33PKDq3TWxndXD6NnV/JhsEYxOzan3R9EUHhpo95ckBIAxF5qd+EAfOd/74z//LzyxRuWEnApaAk/hPwK1J3yr8CP0ITt2TTeVcdYILVB6xEYFUCP+xvViQy8dCeqKX+aealsE/lR23N4IPbxuoym/dmfzc/2l6mv1P1aPChJH/FP1ozfJHCxc2HX6QfviKB2HXwh2fdOcC1i/uD5otBhYpOPBRu+pgnB4MwMSdFm3TuwIB8yZc6c4m5ZDDPSgXm1KQi5Ut5wNu+MyqJ/UCMqtYzYXJI4RCy+22f7cxL7jk3DqauWJTiQ8jWltNS2Kfyo33L4APawOSOe8ywsubXOdqGCeOiJh9wK4C9X63UinEt4SZhL+XBh9avEG/Xmmur/vHuc4bH2+PIwyRZYGsgehVk51O46WOe9JkkvjKCeLKdSDB+1Uc6c9QM/zB0qcA8JHiN6RNWHjCRjTl3lnMm+DiFYag/57+2My/4mzA+7j1CmCCxEpe6nFqKDyFb506T8JXyYHcqP9q3DD7c+fDzViszJV63EbUnEjdi5UvzAatrEGmYu3DPGjgaa3tUeqX4K/lfykMf3HwIt1V8lniR6aNROLENy7tw8KwJKoWbPuZJf1YKHMl23YGYcR9YqcDsBqeQran80Dm4PyS08hAq20yaFJBtnusrZ38MRuj3T/9VZ779vfJYwASJCdO+hgCTJlY8/EuqpfjQjD8G4pvCPpUf7a/1ubDFbQB4ChGfjYrW4wkAqVzJvFJ8wB8M4BzuXcMfECVt7NUFnB2f9/YFH2yuhqzPhb9TP1t3qlyPO8ashNt15rr4ylvMfqbHfTseGzlwWieX3FK46WOe9F+hwJFsRyAqLpXikumQOkoF5l5wCtiWyvdtxQ3Z+PnpzR9nTA5+X3Ixsuc/+42d+U7c2xjAPZQGsQbRZidSiDmIOoi7UnwItTt3moSvlAe7U/nRviX4gNUXiDaIt1QbqfyoDQN5ETp/Kh/AKaz2gmPgXKiNommF4m8KaylfyrMCEcLtSnNlWLxN8FdRLPfDjuGBsxS4FG76mCd9Vyhw+O2IwcAfYMasni7FU6Z+Pf7x1MBs60vZl8q39WCLVTastrlpO7OfmKile3ByMPLxeNWDnbn8V8ZhhtUQrIJggr3++utXl7EQW4b8MCFDAOJ8TNL+Cp5v55zHEr5SHmxO5Uf7FeEDLpkdMod6tzWk2kjlR23w40PG8dj4AJEGboBT4EUN24J1Foq/KaylfCnPCjdsD4Tb+mEylycZ/gliwPNz+DYuaE4BnsJNH/OkvwoFDr8dMRj4A3Vtw8U/2xm8mNevyz0eG5jdOrCfsi+Vb+vD/WyrJ+r8Pu3KsRuAY/uRvgzFyGLlbvGm9pf9uexrt3xsP5cPEH2YpLFih0l682JU//NCkT7H7KiRLuEr5cGWVH7U3gAHsNpihZsr5FNtpPKjNkzAPpcPEPDgAMR86n7KGvaKdQZ84QqpUr4Q/ZRhg9iXCT5lvb042TsQJ8tSwFG46WOe9B0GZmxQTRi0Y4PBa8zBv5hNuYE5Vo9o38CJD5eMYjdmx9ptLr2Wj2OcctJf8XBnvvm2aWOiBB+w6oZVFkzimMCx8oJYBWGHNK0JHZxM/Sx/UuVS/MbToKGX31qRhtUVrLBhfWXr/qa1D1NtpPJtX0puh/AB/rYPHGDb7KprxthMYS3lS3lbQjFkkzOmS/qSdQVjYzAxPokXcA6Fmz7mSfJjIMZ8GxqkfpoTxBEApN+mHb8O7/i15rXmR/8sjNWQwLxpJ9avAcJMDGbdwfvIMPENaavpMh72wUAdwTGFUarfEG0Qb6lyUn4pPoTagJjDxA4hZ1dlsFpXa6JP4SnlS3lu31Z/aJgD/uIPD/sqD9yficv928It8B4vZ8y7dfv7Q23yz5tyLPEBAtzeJwlBPqUdlXMzxmYKaylfygvGA9+uSHxQwWj/2p4WMMc4hcJNH/OknzAIY+T3B2joeEwQD9Xjpb3ugc4cvX8bLykwR/sR6J8YrCLCDqsUqwcQjN6b4HP6NKqsh3swUAfwQ1spDIfYg8uluGw6pGyoTCk+hOp20yDWINrsxA8xB1FX8n6oFJ5SvpRn+wHuJl9Vk8GHVJupfGtXyW2ID/ARVk/hM/iwZHtV61LyheinDBuqYhGJQXvY5vhgORYsCjd9zJO+wsCMDYqMQSsOfn+SH1gvVt2++7f6mIUCc9T+WL98ewLl3P5gZQ0PIOCFlDv7EEKgjyvcBvoihLGLUSh/SBoeUMCDCkPKhsqU4kOobikNqzdYtYEgKHVZNYWnlC/l4Q8OrK4N4m4GH6Q2gV0qX8J3bJ7LB4g0iDX4qKTAHmtb9nmZvgDe0i/WvuinDBti9TN9fHwLYFe0skGBl8JNH/OA4/u+wsAsMKmLg98P4hnB4DWnO/OCu87h5gbmqN2x/jjpQ+zFZSWsUGDS2+kHEJx+b2GW4Qv/3BSGfvnYMV4NgleExPKl9FJ8kNoYklfismoKz1R+yE7wFn9wDL6sn8GHlD2p/JC9U9PABwhqe2lb6/7EqXYPOl+K1d4YL4Z9Bh8G9cGzk+dkx73sE0YFVtcxFG76mLv4B/elYJAxaFOBopefUS9sxpOmF916gF2pibpnjxdMMNld88XnrETbzj984PVtiwOZvnDPlzB0y6X28TJevJQ3VS6UX4oPobrHpo29rJrCM5Xv24tV4uwXQmfwIWVPKt+3d+oxBBteD9P0Awep8SjlwzdSvpNXDPsMPgy1jeXGxbo1bpNOHkwg10kUbvqYu/gH96VgkDFoU4Gil59Rr7UZ73h71hu6rBeu9tp0ghrqDOXhUhJWJzDZXfML543iuLV3Z7YjfGH7FsLQ5uVu8RksfA4r97wWhZvfB/+yKi7f4V45CA2s1NmHHVJ4pvJtu1hdA49HrRJn8CFlTyrf2jt1i0uiWGGDYNsFPozuL3zjxbHYcTHsM/gQs4Xp+XFNwKxoZYMIReGmj7lAgAOfScEgY9CmAkUvP6Ne1358XeG/nj0V5RraSP1sfa49q3t/zMGDB7gfCGXcfHvOIrcjfVEaI3x4Hh+gz8W4hYk6lysQchAbEBq4/wqiA7+n/+iTqzTkhS7xDWkHXMalfcvjXDyDD6f4HFmLh5Q9qfxs2zzRAtFrRbAVvy3wYWq/SpxfDXtwwfMDj/Pj1gTMVBtbOZvCTR/zJEGkgegH7NDxmCAeqsdPiwSHU0dPrZ7sDE1MqWDl5mP/Q498o7n8y+evvrmIY/+XxC5i406d5+MeOo7008Uz2WfUG6nHpmOV6Lyr8sZICxN1Fg4RDCA8nvzZn1mtwsXeJZdqB/djTv7sWsj/ftq6Dyl7UvnW77lbiFoIXvx8gdsCH3L7U6N8LexXwj7C4Rr9YJ1b8XArIRlYp4JI4aaPedJn0oTqB+zQsRPEESyk38aWUD1+WiQ4IDC7lzTdm65Twcrm4741rErgkqgVgDZvY2Ok/cXl+7iHjiNYZGGGeiP12PRX/F5n3pT5XrcWJuosHAQMQvW4Dz08/cQTq0usWJGzK0zAbsVhU+hl0CH/+2nrPoTstb7ENpXvlh2yjz5bUQtcQue0wIeQXdpppbHf2D9gHG/KClxnmdFaYPSJwQEzxBEUbvqYD/HL4DIZg1YMHP5EEDqODHo3MOMeHggwrDRAjIltdgf3raEsfq7gQ/9T5w7GKGJ3s+eHsPfTIn3Kwgx1Rupx0y/4Wme6S4ePE5cPbj2a+1k4CBik6nnyDT+49S65F/zn882lX/mGQdgOwsT3feh43YeUvan8Qfas28JlZVxOhmiVzmuBD5J9Wnklse/ZPHAc984ROM9yw2PdGqvsE8QBM8QBFG76mA/xy+AyGYNWDByhycBPiwz2UGC2r+3Ak6ChG7KxIrF64OCLz4l+okq0N2LLYNxaPt/HPXQcsT8LM9QbqcdNP/Kxztz4ieHjJMQHtz6N/SwcBAxS9fj53/pvnmm+6+8vXl0yRGzFpUM88OBfPszCIOR/P23dB98ev51Uvl/ePUYf0Bf0CX3Dvpsf22+BDzHbNNOnYC/aOXAci3UIY4DnJWNfssCggZIDNIWbPuY5/kmWzRi0YuDwJ4LQcWRwS4EZT4JCoOFeqdUDB93BPT/2CTvJJikviUvE1p04L4S9nxbpXxZmqDNSz1Y6vpA5sKzEh6F1TC1XCodUPW4+/kDByrFru3tZFatTuKzoX1Z1ywf3fd+Hjte+gT2pX7CNgG9xGRS2wmbYjocOsMoWuyQaq7cFPsRsW0R6zjgO+HkRGMzbr/6g1wCUwk0f86J+zRi07iSzZUNoMvDTIoNDCsy2Tayw2U9TWQEHG2z+lj2JvFD5xaT5uIeOI76Q8NzCB/VG6vHT8akzfPLMTw8dS3wIla+RVgqHVD02H5zGHyhSX0YLoZD//bSIH619kl1uXhGh6dnSAh/cPi5uP2McL67vHtdm6p888GsYReGmj3lRP2YMWjGI+xNB6DgySE4dPRqdsMQ2E+IsdW5RHCN9m6WNEPZ+WsTeLMxQZ6SerfRV+8PGSgsTdSkcUvUgH3+QjHly1L/0iNUs9wGHjQ9834eOI36M2Y92INJwudM+XIC5oMilXc+WFviwwdKzbRHpOeN4if2fv0/DAmNJslG46WNe0n85j4LHgvjKntBk4KdFBkgt4VYUp4jtTbbh4x46jvRH9LF/Dur102LHxpihq25zTNTod+q36WsITz9tjUMKz5sfed7mFoBN/TEME+kQUfZyqnhPXIbfYD/qwiVP/x11EGlIQ57YXsLuVL/n4EPKpkXlZ/BhUf2eyMuCWOiLCAo3fcwLEsZQuO24/0LBxxcRoeP1eSmx0hMeoXr8tJA9SEO51TaN9xwTda+fgT708v0+h47XdfTO8+rF/Wx472DR8dx1KyElfojd+sKzx9rhr+TZF+JCGGKVLbiqF6nL1jllOwcfpti7c+cm+LBz/anIxUpYpINi6YYp3PQxL+rDjEErTUKriTk0gblpkQHFFbfCHHIxj+2vfSH61L8UHavLTY/42Aq3IatutSZqqa9SHsZbL9/tb2w/gS9eeTPkdTdTxjpEFlbFILywKrapCzY7fpLunev12znHPb/2fi0+1LZ7Z+r3+LAzds/Exwr4FJ4ABgBD4aaPeVHiZAxaMYjHJjA3PcInCrfCHHIxj+2vfSH6dIJg2eIo7LD+TzxhWmuilvoq5cHuXn4MUzddwBdPRNt3DvbqtfgU3mIFzT7ZuXoFhzGrlTNc5oSos5dXIe781TQN+za8iPS7Fh9S7e5Nvjs2Iz7YGyzm6X/hCWBAJyjc9DEvOogyBq0YxN1JK7Yf4ROFW2EOxfB309e+EH06QbBscRRtr9tMrbrVmqilvkp5sLuX7+IY24/ha8592WOr3sj4sLhN3UKUQawhZg99iKDX78r2xfpXiw+x9vYu3Rmbe9f3mTjt4Vx4AhjQKQo3fcw9p28mxFHpGYNWDOKxCcxNj/ApJdzQrvQb1e+ILYuoy8U8tr/uv+jTCYIlfek8Pm5qTdRSX6U8cKKXH8PUTXfwxbmr83GnX4DLi+BcxfFUiw/EfT0GwduK/mPd8Vi3xiZZoLiDKNz0MS86EDIGbW/y8ge6O2nF9v1z1seScPP7KtoQqd+vY++OBR+HhISfFsVLqDcl3I6ao9H3utWaqCXuSHnov5gv4WA5ub48LNZjy3Lbm6dq8SHK633Dfwh/9w0T3f7qiwgKN33MiwacjEErTjqoJ/WLDAYKt8ocKuVj339SvSkurPLD/a41UUv8lfImCzfnnr5UO0XHtu+vHT2uxQdivR5/0jjeUc7smG/DgbBmJyjc9DEv6s+MQStOOkMmahsEvLIr4ealFe2jbZfb3kpGCGPRxz5+End8fwaOY/e61Zqopb5JecBJzBdx6McHsR4fXx6v+FqLDyH+72WaxF9yMBkzC3CmHyQKVJg0msJNH/Oifs0YtFmTjlQv8pwfhVs7HKrlY9ffm31MCs5qlOV1rYla6puUB7vE/BjXA32zfeR2OOdr8YE+GO4DYlUVq6qVB0UchZs+5kUHUWzSCfylJU5efnmpXke0YRKncGuHQ7V8vBFrru+7Lvg1hVoTtdQ3KQ/jTcwPcZ2iLThfjIldtfgwxhae006sWpAv9EGlcNPHvChhQ5OOL8LWx+Lk5Z+TUW/OPW5F++7bzGNZoPj4SD5GXupn6/NETqmJGnxN/SyfUuVE7vs4eP2xbXA7LlaW4gPxH4c/cauOW/UGtv6KonDTx7zoQPInHTuZBrbi5OWXz6iXwq0dDhXzcUq0Ofzw73UrNVGn+iLlS3lb48/pS+jS71Z5f6zweGtecTErxQe3Tu63E3PoixkCAIXbjg8Ad9JJ8CdrMkvU5Q5WCrd2OJTlY4k7yEv9XI44q1SlJupUX1L5LkfFfYuD0wexvNtv7ouiDTiW4gN90k6coS96vugdJAdECfAo3PQxL+G3TR120hkwgRSb6Ly2KNza4VCWjyXupESbd6676lZqok71JZW/GSMeX7fSV31tx4db9qXsbzy/FB+Whgv7s5gxp98RCjd9zIsOWG8CleouNtF5EwWFWzscyvKxxJ2VmEmsunk8sJcZS03Uqb6k8qWxYPPwoXhrt03jtiyfS/GBfinrF+JZCM9fXQdCzS2EW257N5w6tVoNzD2P5Q+IUhQHYwb7z050RdvHpZCjR8mHrhvsh9L4u/XBx+4xgnPseHUpNJY/QLj59f7Y/d3qawo58UGyN8XXVL5vn3/80w915to/hmw7+GSQn8/jMvEqhw8SX+mPMv4gjmVx7OZQwFxxO3DiHNgXaVNaNfFWROxEV6Rdp24r3ErXy/ryuZnlY4k7A4Rb0D8m754myV4pD22n8oP2dQcfib/yc505/AdrfCUcHJ7H6mO6zFOuuMn4kD87j49+Byjc9DEvOlAzJp2xE13KXgq3djiU5WOJOyOFG+51e/cvH6zIh3gD+1I/e16qL6l8W4+7veIDnTn0RGee82bHZxIOFG6T77WmcHO4Rj5N5pM7nhvZ13cwhZs+5kXJ1sCkQ+HWDoeyxIzEnZHCDdw+dfTU6hIkVrR6AmnAKplrP/ZTv5yxdPwLncFv6xwJB06023hlYkLhFuBcJoZbnOX5k3lZEFN9B1O46WNekDCb+3OK1pkZFCjc2uGQK3ySnJAEyxThduqUwU3/P/RQZ3BJEitcEExY7br8ZhkryX4pT+orxCNsQPvBchIOmWMhWP+e10HhFuHdnvNiQWNF38EUbvqYFyVsA5MOhduOckjizkTh5nL8GS87EE0Qb5d/+fyVmIOoWz3R6U1ekjiT8tz23H2s+kE8wgY3vbcv4eDZ1zuPeXFMHWwo3ATuOTiRWzuLk77hFG76mBcdoA1MOgzMO8ohiTsFhZvLd4gvrIBBUB080XkgrCDqkHbj+8+Piqxc4Yb6IRDd9oP7Eg6cWNP4JTBifBjAwQSGQd7ynMncLISrvoMp3PQxL0SWA9I2MOkwMO8ohyTuVBRuPv8h5HAZEyLrxr+8cHVZE5c2rfBCnr1XDitn2MdqHdIh9nAehB/K20uzeMlHaEXPb3t1LOHAyXHy5Mj4sKPxgdwfyn19B1O46WMenDzGDpIGJh0G5h3lkMQdReHmjge7qgaBBuEFYQZRBkGGfxB02IdIQzpEG8pAxKE8RJ14WTQ0ziQcQuWZNnRCW5VjfNjR+ECeD+W5voMp3PQxdyeqyfsNTDoMzDvKIYk7Mwu3yeMiZ9KRcMiph2WDEx3jw47GB/I5yOdAbNJ3MIWbPuYBxw8lyHa5BiYdBuYd5ZDEHQq37bHGiWwUJowPOxofyPehfNd3MIWbPuZFhVsDg4uBeYEconAbGrRZLhGDGB8WGB8SPl/aHJfoj76DKdz0MU+QYOcmAgbmBXKIwm3nxmGrcYXxYYHxgcLNjQ/6DqZw08e81QA71i4G5gVyiMLNDczcnzBRMz4sMD5M4MPYeabh8/QdTOGmj3nDBBw1QTEw63HoyPET5sTJM+bMGdP/78wZc/LEcXNECKhZ5+6TcBMwW9pYnaM/jA968WEO/7LNGQIIhRsH1dSBx8CswaEj5oQv1vrSbX10xpw44tsz4lwKt1F/xEwdS0s8n/HBH488XhjP9R1K4aaP+cJIaxiYNTg0VHxBv500x3t/BI44d4JwO/rk/42KHvuettgYSOXHzmO6BgfHtcH4MA43cnpncNM3lMJNH/OlDUgGZg0OWfF1xpw56V4SPWKOn9xeejt53LVpxLkUblHxubTxW7s/jA/uWOR+bb7NUL++Uync9DGfgVhVJyEGZg0OQXydNMe3LoOi7eNmS7udPO74fMS5FG4Ofhr+XW4bjA/L9e3S5rKR/dF3MIWbPuYjydHsRMLAPDeH7Iqas/LWE26SfZFzKwo3XA6VfksbH/veH8YHafwxbwHjQ9+JFG76mC+AqD0RycA8N4e2xdeZE0d6PopzLnJuJeEWt2NuDNl+Ld8wPpBbtbjVSL36DqZw08e8EbINnNjT+DAwpzGq6vMjJ4z/wGn/HjfBvti5FG7FxkdV3/ceQhH8PGM5xoc2/bLvvCzYf30HU7jpY16QME1MLgzM83Jo++EE/6nSuH3RcyncmhhbS4gVjA/x8bcE/7IPM/xVROHGQTV14DEwz8ihbeVlBl8mlc6lcKNwKzQfMT7MGB8K+XDqHLHw8/UdTOGmj/nSSMzAPBOHApc5zZkT4tcTNtxLnZsh3PwHDfAeNz9t0y4nkr0ThIwPM8UHjjWtsabvYAo3fcyXNokxMM/AoaDwGniJdMi5mcLN5bTPB4g4N5/7M/Blxknc5wP9v1/+3wN/6zuUwk0f86URmYFZmUNHAu9twzvehkzOQ8+lcKPYHMKnAWUYH5TjwwCfLG0Omrk/+g6mcNPHfGaSFZ+QGJgVORRcLSt0edQN+BRuxcfJ0sb90P4wPijGB3cMc19rDOs7mMJNH/OhAW9XyjEwK3EoINr6n78S7Mg9N1O4ufe08R43wQ97OJkyPpAPuzKXjbRT38EUbvqYjySH1l8P2e0wMOdy6LC5/fTj5vHH7zU3rSfyw7efNo8/jrT+7/Tthw/8cfy/mP/lfBhhyO7mXW7HT5gvDjnBKfPZJ43pUuItIkKkj8wvjfvsT5r7jA9pjMijncZI33gKN33MlzZIGZgzOHT4JnPvSrT1hVufE76wO2xu/9w/OLJq2O454bb1JdNkBf/wudvNYVeYQcS5x8I+hVsGHwQch+LdejnGB/KhdY5OtE/fwRRu+phPJMngCVSrHQbmoRy6ydy7WlE7bU6vtudW3Fxf2dW3e29a13v4dnP6K8rC7Sunze2Hh/arMy4HKNyG4+b6fan7LjeW2kf2a685r995Cjd9zJc2m5QkWwAADlNJREFUyBmYh3LoJnP7vbebmw77K2ru+Wtxd9pZ8brpXvP446fN6Xvt5dTTZiPqVnmPx4+3VnRi9efU4dp7sA8OWB5QuG3js7Qxn9Mfy4ucc1iWHNohDug7i8JNH/MdIuSg1T0G5lwOxYXb1mpb1xmb9vi9N5muO2xuuheXWQ9WxGxeVMh5wm2rvFO/VIcVZkO2eFBhSDmWORC7S8cB8W6X+ri0+Mz+5Mbn7PLZJwyaWCXHUbjpYy75YxfzEJR30e75bI4LtwNR5l1ClVbVpDxPtKG/2fUH6gjhZidm5JEPjCkuR8gH8sHlwwL39R1M4aaP+dKIy8Ccy6GYcFtfxlytrDl14h63xyOXMoPCLXZ/WqT+rDocuxxR53LA3V8a19mfsP8lXMiHfMwkPJnXHJ76BlG46WO+tIHHwJzLoYhwWwu0zStANsJoXf7em1ZPevZXzVwxtr6Mau+P8wVZtH6hjo0Nw/tIPgzHammxINQf8oF8CPFiQWn6DqZw08d8QYRdXSJlYM7lUES4+ULLFU3ua0RO39t/4vPw7edeMeLm+fX5x736I3W4ZQbukw+5fFh2efJh2f5tdT7Dmyhd2/xjN2/ifr+hiZX1jI7VReGmj3nMF7uazsBMDrncJR/IB/KBHHA5MGb/pPcKcP9bzG6+n4f2fKHmH/s2ob5QPaF2UJf9dX5FGscUbhxgU3nGiZoccjlEPpAP5AM54HIge/9IZ06eOIfhkROdMWc6c2S96n/iTGfOvWC8M+bkubJoKybSQunHT54TYb5wG9hOv/Hszg68lOHWS+Gmj7mL/xL2OVGTQy6PyQfygXwgB1wOTN4/0pkzzopYb3XMy0NbIYEmpSOvV+daS/XS4u3oO5vCTR/zySQeIdBrtsmJmhxy+UU+kA/kAzngcmDqfm/FzRdQ3nFMtFkbYvk9kYY51qvXPUYd9sdLpY0JEutobuUgxIlaxmff+EM+kA8u58kH8sHlw5h9iKrNpVFfUK1Xy04cObfSZkVVaIv2ke7bkRRuTjv23HU925XZArW2XHHTx7yWL+eql4GZHHK5Rz6QD+QDOeByYMo+BNUZ5343d+VrVW9AyNn2fIHmH9ty2CaFm9cO6qJw42rb1l8ALqla3udEzSDt8pN8IB/IB3LA5cDY/d5Km6MReiLLE1RuW75Q84/dsr0612310rx2KNwch7hAcn83Bj8n6t3wk9Z4Ih/IB5dr5AP54PJh6H5MtOH81NOeKBMSaaE0a09PpK01SawdW896q+9gXirVx9wSZSlbBmZyyOUy+UA+kA/kgMuB7P3jB8ILwsj9be5zW1/atHn+azzQ3lpU9a5khdLc14Egv3dZNtHOuj59Z1O46WOeTeLGVyQ5UZNDLqfJB/KBfCAHXA5o74cEGmyIpY+1j8KtcXEy1rH7cB4nagZpl+fkA/lAPpADLgc0931xhmP7K23HTgm30p1nfRzk5AA5QA6QA+QAObCDHNB32phLpTsIbO86N+3X5xkxJ+bkADlADpADC+SAvlMp3PQxXyBxKYx5qZ8cIAfIAXJg/zhw/6ELjPbv9We/rt6mdh/Znj6viDkxJwfIAXKAHFg6B3bmk1dcMeIqHTlADpAD5AA5QA6QAzMss/JSKQceBx45QA6QA+QAOUAOjOLAqJMmXVOmcNPHnIODmJMD5AA5QA6QA4vggH4nKNz0MedgJebkADlADpAD5MAiOKDfCQo3fcw5WIk5OUAOkAPkADmwCA7od4LCTR9zDlZiTg6QA+QAOUAOLIID+p2gcNPHnIOVmJMD5AA5QA6QA4vggH4nKNz0MedgJebkADlADpAD5MAiOKDfCQo3fcw5WIk5OUAOkAPkADmwCA7od4LCTR9zDlZiTg6QA+QAOUAOLIID+p2gcNPHnIOVmJMD5AA5QA6QA4vggH4nKNz0MedgJebkADlADpAD5MAiOKDfCQo3fcw5WIk5OUAOkAPkADmwCA7od4LCTR9zDlZiTg6QA+QAOUAOLIID+p2gcNPHnIOVmJMD5AA5QA6QA4vggH4nKNz0MedgJebkADlADpAD5MAiOKDfCQo3fcw5WIk5OUAOkAPkADmwCA7od4LCTR9zDlZiTg6QA+QAOUAOLIID+p2gcNPHnIOVmJMD5AA5QA6QA4vggH4nKNz0MedgJebkADlADpAD5MAiOKDfCQo3fcw5WIk5OUAOkAPkADmwCA7od4LCTR9zDlZiTg6QA+QAOUAOLIID+p2gcNPHnIOVmJMD5AA5QA6QA4vggH4nKNz0MedgJebkADlADpAD5MAiOKDfCQo3fcw5WIk5OUAOkAPkADmwCA7od4LCTR9zDlZiTg6QA+QAOUAOLIID+p2gcNPHnIOVmJMD5AA5QA6QA4vggH4nKNz0MedgJebkADlADpAD5MACOHD/oQsMHKm5hXDTbE+7f2xPl0/Em3gznujHcY47jjuOu3nGXYfBp/3jips+5to+Znv0MTlADpAD5AA5UIUDVSoVxSCFmz7mHDzEnBwgB8gBHQ7c2N1oTGfM5d3l4lxIf+j4Y4E46wNH4aaP+QKJy4A4w2o5ecSxSw7IHLizu9N8vPv4Kj6d7c6aa7prGKsYq0pzQCZhjUFK4aaPeQ0/sk76kRwgB8iBAw5gde2R7hHzju4dvUkaaViBI04cKwU5oA8mhZs+5gUJwwDEvx7JAXKAHHA4cHN3s5FW17AChzKMw5z7CnFAH0gKN33MC5GFgccJ1sSUPCYHyIEPdR8y+KW4gDL+alzqHOaTXxEO6AND4aaPecT5yWDD8+grcoAcIAe2OYB717DKlrOShvvf8COe23gSkyxMsgoXIRyFmz7mHBTEnBwgB8iBMhzAyhnuXRvz1CjOHbJCR1+V8dVCcdQHh8JNH/OFkrfIHxLEhnwkB8iBoRzA/WpTV82wSmefPB3aLsuRow4H9MGgcNPH3HE4xQ7vUyMHyAFyIJMD9t1spZ4QRT1YtWNs5nw4ggP6oFG46WM+ghgMKJmBnRiT1+TAMjngvputpI/tfXIl62Rdy+Sg51f9TlK46WPuOZ2ijKKMHCAHyIEEB2LvZisZT9EGvrJQsk7Wtfg5Vr+DFG76mHMgE3NygBwgB4ZzIPVutpJYXtpdap7onqB4SwjpkpjveF3DiVyqoxRu+piX8h3roe/IAXJg6RwY+m62kjhc1V1l/qL7C4o3irchHNAPQhRu+piXDDCsi/4jB8iBJXLA3nOW8262kji8rnudeaB7YMjEzTL7LfD0AxCFmz7mJYML66L/yAFyYGkcmPJutpJY/Ej3I+Z3ut+hMNtvYZbyv34AonDTx7xkYGFd9B85QA4siQMl3s1WEo+f6n7KvK97X2ryZv7+ijv9AEThpo95yaDCuug/coAcWAIHsMqGJzpLvZutJCbv7t5tfrn7ZYqz/RVnku/1AxCFmz7mJQMK66L/yAFyYJc5YJ8YnfoFhNoYYNUNq2+122H9Ozee9Q2mcNPHnAOTmJMD5MC+c8B+rQBPjY75zugc+OF+N9z3NkfbbLPZmKFvGIWbPuYcgMScHCAH9pUDeFoU97Hhh/1dw+FUd8oc7Y7unN27hvMO2asfzCjc9DHfIUIyOPGeDnKAHCjCAayqYXUN3wRt8T62nLiMd7zhXW8557DsYuda/Y5RuOljzgFMzMkBcmCfOID71852Z81c72SrgTW+roCvLNSom3XuVHzQN5bCTR9zDkpiTg6QA/vAAfvtTzwxusT+4ilYiNJduUdviT5ooE/6wYzCTR/zBoi2yCBKXMllcqAdDtgvHyzdJxClWE3EZeBdvGdv6f5R6J/+oKNw08dcgUgUZrwviRwgB2bjgH1idJ9iHS4D4/49PHSx6/fw7ZPfCvRVX0RQuOljXoAoswVk2k6+kAPkgMQBCBiIF6nMkvMg2tB/iLgl3dO3ZJ9N7Jt+QKBw08d8Ikn2NiASN3KVHGibA7hsiEuG9FO3umwKLHAZdan3+NHPq/GoPygp3PQxJ9mJOTlADiyNA7hJv8WvHxw7dsxgnsv53Xfffea2224zV1999WQRigcXgEurn/NaGg9n6I9+MKNw08d8BmJNDj60mTwhB8iBGAewstTaqtJll11mIMDuueee7Ph3ww03mDvuuMM8/PDD5rHHHlvVAQGIOmMYDEnHJdQWxe0Q21kmOv6jGZPIIgFO4aaPueQP5tEf5AA5sEscgBhp7V4urJZBcEGATcUSYg2iDQIQdULMQdSNrRsCF/e/8RUiixnn+h2hcNPHfGog4fn0GTlADrTAgda+goBLm1ZY1cIHbUAYYjUP86cVc3Z1D6IO+RB7EHco76/U2VeltCZ4a2G28Hr1gxGFmz7mCyfx5L9wiQ85SQ60zwHcdN/Se8vspc0S96Xl8A+iDG1CpEGsQbTBFqzQQczZy62Ya3GMfGsjLjHzYY72uZ7gg34HKNz0MU+QgMKH798iB8iBpjmAG+1budQHwYRVLwii1mMrbLUCEzZD3L3/ivebvz/0902J4NZxbMw+fRFB4aaPeWOkaz7YES9ylBxohwMPdg+a7+2+t4m4YVe1/EuRmny5/PLOXHNNZ268sTM339yZd7yjM3fe2ZkPfagzH/94Zx55pDNnz3Zm9VgpFG/od/asMddcY8ydd27ycR7qQH2oG+1o9ottDcZ7cMFiDqRw08ecA4KYkwPkwC5y4L3de83PdD9TbP4ZiwEuSWLuwnZsHbnnQThBQEFIQVBBWEGEQZRhHyIN6RBtKAMRh/IQdUNEFy6f/v73/L556JUPrfp2552HVnWgPtSNdvDDPtJQP+rO7QfLF8eseIVJp1K46WPOgUPMyQFyYNc4cKw7Zn6z+83knFKzX1hZsw8B1GwHggjCaA7RhC8vYFEOl1RxOdUVpzHxWBML1i3Hqv8PJmtenjIjmvwAAAAASUVORK5CYII=震荡盘用小周期,灵活多变 今天黄金出现三波小行情:13点向下启动1785空----1777平仓(盈利7美金) 18点向上启动,1779进多单------1786平仓(盈利7美金) 20点左右向下驱动1781做空====1772平仓(盈利9美金) 预计今晚要见1770下方,掌握好行情的,你说能盈利多少呢? 我不贪,每天赚20%仓×3美金足已
江海洋
注册时间2021-06-11
楼主发表于:2021-06-22 13:51只看该作者
25楼
江海洋 发表于 2021-6-22 10:38
为了达到约束自己的目的,拿出300美元作为自己的标杆账户,体现自己的交易策略和技术是否正确,是否严格的 ...
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wBAzAAA4UxgEMKcwgi7UQiDQ4YC1IMIORhJMUI6TACAzCwMAMYfGGDI9QR6jBQKQMIeeYL5gsYgAEYKIwBHFKYQxB5lYo8OGp/LEHIt+9j4hgfwwAMVMYADqvMYQh9hD4MnIgBhDzzBfMFDMAADBTGAA4pzCGItBOJNDhgLEgxgJCHkRQjpMMIDMDAwgxg8IUNjlBHqMNApQwg5JkvmC9gAAZgoDAGcEhhDkHkVSry4Kj9sQQh376PiWN8DAMwUBkDOKwyhyH0EfowcCIGEPLMF8wXMAADMFAYAzikMIcg0k4k0uCAsSDFAEIeRlKMkA4jMAADCzOAwRc2OEIdoQ4DlTKAkGe+YL6AARiAgbIY+FZjutBrzEQbuu6Qc9QV9kGOLbEhNozxAhuTsaEK+Zj9c8/jr8n8pU62uX6J5cdf+As29henYjbJPU98peMrKOLF0Cnj5TpDy09daUdp9sNfx9sPG2JDLca2Y1RUyGvX5qYxHh7PIjbEhrG4gw3YaI2NpGBPQU96+qYHG2EjGGiCgaiQx79N+Jf5kC0TMAADFTKA0yp0GpMmwgkGTsAAQp75gvkCBmAABgpjAIcU5hAE2gkEGgwwDoxhACEPJ2M4IQ+cwAAMLMgAxl7Q2Ih0RDoMVMwAQp75gvkCBmAABgpjAIcU5hCEXsVCD5baHk8Q8m37l/jFvzAAAxUygNMqdBpiH7EPAydgACHPfMF8AQMwAAOFMYBDCnMIAu0EAg0GGAfGMICQh5MxnJAHTmAABhZkAGMvaGxEOiIdBipmACHPfMF8AQMwAAOFMYBDCnMIQq9ioQdLbY8nCPm2/Uv84l8YgIEKGcBpFToNsY/Yh4ETMICQZ75gvoABGICBwhjAIYU5BIF2AoEGA4wDYxhAyFfIyT2dGfy7EOjD/YMcw/z+JynPHaOkvAe96y93pvPzude47/32ybVuOu+xBwzAgM4AgwaDJgzAAAyMYQAhXxEnIrB9gR4TyXJ+7D93QvUFvF9GSsz7Il6ulza7dfAee8AADOgMMGgwaMIADMDAGAYQ8hVw4ot3V1yHRLII/rH/RLjbCXWM+Hfz2+vsMSTipR2hvxjYazie2x9bYAsYsAw4AxNGsUbhCAswAAN7DCDkK5gvNIGdK5L9suz1/kq8XXn3xblcH4ojP5+9kYjlD5XBubBtsQt2WR8DkYFmfYYAfnwOAzCgMoCQL3y+0FbXc0XyWLHurvL79YdW5N2/GLjvRcy7ZRGLaiwGb5CwGTZbJwOFD8zrdArBiN9hoEAGEPIVzRf+qneOSNYEtr9K73LqC3m/TrdcaZ/7mW01jHkuS7yHh/EMVDQwj+8UAGArGICByRlAyFc0X/gr6nZbTCou/BsAd1XdF+pumpTrC3Mpy9bnptnz7k1B7l8MbLkcz22MLbDFOhlwBpp1GgDw8TsMwMAoBhDyFc0Xdt+5HH3BHePdF+q+uPZFvr+K7gpzSbP1uDcVVsT7dYnQt/k5YgsYgIHxDDB4MHjCAAzAwBgGEPKVcOILbiueUxOjK/5dIW6v88v187ufrTB3Rbz7VwF3hV6uc9NsfRwRczAAA2kGKhmY0x3B2dgIBmBgVgYQ8pXMF654DgnyUJz4q+khYe2vorvC3X8veXOEv1zv/wUg1E7OzRrjY27oyVPJOLCeWMEhBCUMwAAMjGEAIV8JJ66oHrOtxhf+2gq+CHRX9Mt7X7CHVuPdNsXe2+vWI0AQ5fgaBo5noJKB+fiOAgs2hAEYOIoBhHwF84UvqjVRLvHgb3E5REy7wl5Euo2zmGCPnQ/9FcCWxfHcrtgCW8DAOQMyMfHCBjAAAzCQZkAEGnZK2+mUNrrvEfd3Wr/G3KfNcb/zNUNJ/ch9Gf59i3nL73yH+Zr/7NZ3i/mO96bs8xbzHe41//k7zFu0NpKW4ZOU7Uk/ZWxS9zz8dbuVA+5uzu9usAW2gAEYCDAgExFjprPiHLDR4vYZu2/d33/uX+en+33zV/qHtwCbT2NW1P16D/kLgN82PhOXMLBmBgoblIFxzTDSd/gvmgGEfIHzhb81JiSw5ZwvmP18KRHu76N3rx+zD9/Gtt/eVL32Oo5Fjw2L38DCAzycM1DgwHzeOByFLWAABophACFf4Hzh7093Bbb73hXM/jWpffQSg/418llEuVvumFh1y5H3Y64hD3aCARiIM8BAwkAKAzAAA2MYQMjDyRhOyAMnMAADCzKAsRc0NneU8TtKbINtimcAIc98wXwBAzAAA4UxgEMKc0jxYgZ7ETNrZQAhD/trZZ9+wz4MFMtAsQ1D0LJCCwMwUBQDCHnmC8QMDMAADBTGAA4pzCFFCRdsQ3zAwDkDCPlzW8AFtoABGICBIhgoohGIV1ZeYQAGimcAIc98gXCBARiAgcIYwCGFOaR4MYO9iJm1MoCQh/21sk+/YR8GimWg2IYhaFmhhQEYKIoBhDzzBWIGBmAABgpjAIcU5pCihAu2IT5g4JwBhPy5LeACW8AADMBAEQwU0QjEKyuvMAADxTOAkGe+QLjAAAzAwNIMGNMZ+wrUjUMCRileUNBmuIWB5RlAyC9vczjH5jAAA60yYMV56pjoP4AkDISoZ6UYBmCgZwAhz3zBfAEDMAADuQzEhHpuOZH8OCRiGMQb4g0GYGDAAEKe+YL5AgZgYL0MxAS5PX8iNtbrkBMZfCAMaAP8wUA9DCDk6/EVcYWvYAAGxjJghXjqOLa8hfPh6IUNjpBnlRcGKmUAIc98wXwBAzBQDwOuMG/Yb/U4pGEnIOwqFXYwua7xAyG/Ln8T3/gbBspkwBXo2vuV+K9MJ63E+Ah4BDwMVMQAQp75grkJBmBgWQZCQh0fDHww+ICoqEhUADLswsCyDCDkl7U3fGNvGGiDgZAYd8/h56P8fNTFCH+EPwzAwGoYQMgzXyA4YAAGzhlwxbj2Hpud22wGW8xa+Gom+Bkcg+0QyDBQGAMIeeYLxnoYWAMDvihfQ58r7iNBWbHzEHqFCT1Yans8Qci37V/iF/+2zoAv0GOfW7dDY/0jcBtzKOIecQ8DMzGAkGe+YL6AgVoYCIn0WtpOO7PiLCszAmEmgQC0cAgD5TOAkC/fR8QRPmqJgZAY98+11F/6clD8HnQRgh5BDwMwsDoGEPLMFwgNGJiKAV+Qhz5PVRflNM1t051bndAgWOEZBuZjACE/n23hFtu2woAryFvpE/0oOj6LbhxCnFVfGICBYhhAyDNfIGjWy4Ar0LX3MLJeRk7kewx+IsMXI07oPzEAA+MYQMiPsxM8YaeaGYiJ9Jr7RNubjsmmO4dYZjUXBmBgMgYQ8swXCKJ6GIgJcnseX9bjS3yl+kpNnGwCxAnYGQZgoHYGEPIwXDvDLbTfCvHUsYW+0gfGnBEMYKQRRuKGhlVdGIABg5BnvmC+mI8BV5hj5/nsjG2bs21zHUJwIbhgAAZmYQAhz3yBCMpnwBXo2ntsm29bbIbNOiAAAhiAARgYxwBCfpyd4GmddoqJdHhYJw/4fTG/L1bRLCtkgIL/YAAGlmIAIQ9rS7F2ynpigtyeP2XbqJsYhIE9BvZOILjZlgADMAADAQYQ8swXNYsIK8RTx5r7SNuJ0RUygNNX6HREWkCkwQFjQYoBhDyMpBg5RborzE9RP3USFzBwUgZOWjmCEkEJAzBQDQMIeeaLJQWLK9C190u2ibqIARgojoHiGlTNpA7MsAMD62IAId++v80df/skc1BIqDO+tM8bPsbHRzNw58WL/bOROWIHESlwAAdwEI+De7uO8bLxceLsyicPHgf/zdlFc3Z20cSOjK+Mr4yv8fGV+DgsPnj8JNsaTrL6dPQdKH7DbydggBX59lfPQivyodXy/lxnjJvGuNY+H/gYHxfIAE4p0CmItBOINDhgLEgxgJBvixFXhMt78X9IyEe5EBnPWIUNYAAGTstAWwMzgyr+hAEYmIsBhHwdbPkCPfY5xAlCvg4fh3zHOXy3UgZw/Eodzx30ae+gsX+F9kfIlzdfhET6MWM6Qr48Hx/jT67FnytgACevwMmIxgpFI1yWNzYh5OfxSUiM++eWigeE/Dw+Xsp/1IP/VsgATl+h0xH2CHsYOIABhHz+fOEL8tDnksZghHy+j0vyH23BfytkAKev0OmIuANEHJwwViDkzxlwBXnNsSHCPfXa9W/wjBrXAs57xhbmFxiAgWUZOB+Yd4PVsg3A4dgbBmCgCgbWIOQdSarK1lbmi9QK/CBdtcjWcrFY5gk3VcR4K1zTj1Vp21V1loEkNslwHjZgIMlAS0I+JtjXJgAGQj0QA4N0hHwyRtbGD/1FQxbAAE4owAkMjoEJFL8Qm6UxUKKQjwlye740G5bWnoFQD4xDanrOKntO3kA7SrMb7WF8hoFiGCimIYhZBm8YgIGiGVhSyFshnjoymR43h6lCPfUDUZo4P2b1nnGg6HGAmDsu5rDf5PabvEACkEEYBmCgSQamEPKuMGdCO/38g5A/vQ+IA3wAA0cxcNTFTU7WAAUTMAADIQY0Ie8KdO19qFzOnY43hPzpbA/32B4GJmFgkkIQ9KzAwgAMNM+ACPmYSGdCqnMuKVLIa1t2GGeaH2cYS+ocS07oNwx2QuMzIDEpwcCJGIgJcns+NC5oK/Kh/Jwrf35ByJfvI+IIH8GAwoBMTExOioFOJDKAFp/AwGEMWCGeOh5iX8bKw3xyiK2XumY2Ie/PHTmr7Dl5/Xr4zOIIDKyNgc3AbAU9E1V7E9VSEyL1wM6cDLjCfM56tLIZH9tjvAghv92w9WTzZHNmzkxnOnOzudl02/P9EXG2NnFGf2F+LAP7AzOift8m2uROGvaCgcMZcAW69r4EGyPkD/dzCf4LtaEEIS+i/XZzuzkX8qYX8nJuJ+ZjoobV+7Fih3wxhjhfOxv6wIyo1+0Tmhg4h81gIMxASKjXZCuEfNivNfnQb+sphfxnfn9nbvuNzer7QLRvV+Ll3GaF3pwLDXeVPvYeYXZuL2yBLdpnYPzAjKgfbyt/suAztmuFgZAYd8+10s9QPxDy7cXxKYT803+qMzd/eCPiRczvseassj/nHZt8uzwx8e6eb1+47NuMPmOT9TIQGERGGANRf5jddoPxCBuTFxsvyYArxrX3S7aptLoQ8u3F5JJCXkT5kx/pzD0f6cynfYNiS0fISwyI2JfrHnWL7J7XonObxvyCqIWBNTGgDCYjQUDUH2/D0gQL7WnHp/60j28P9y1C/nDblcrdEkJeBLz8e+F7t2I8Nbd6Ql5sJyJexPxt5ra0mE+VT/qaRB59bZ/3aQdmK+pLHbRp17T+xp6ns6cv0GOf8dF0PsoR8imBiF+m88sxtkz5KZWu1S1baER8i4DPevJMQMjbekTI7/bNx1bn2xcuiFN8DAPnDMwzmFpBnzPx2YGK4zw+wa712jUk0vHn8v7MGc+OEYD4djnfpvyUSg/5SrbCyB542ULTb4eRCVcR53tlaHmN6YV86Muxu2035xM8YmdtttDYWZst1tPf+QdMRP38Nt6bCNYDcFUTVUiQu+fwY9mxgpAv2z+x+NHEuJYm5aXS3Tpl37s8hUZee3vgcwSWllfSjOkfV7n3rPltmtsm3tfJ7MF+09hBF1SlFzIYWBZyRP2y9s4AoVXAF+mXK8a19/ijbv4R8nX6TxPjWprEaypd8siqu6y+yyp88Ck0IqByBJaW14p1s3nWvJS8W4m3aQi2Rcb9IsdzjR24aJWL0w3MiPrT2b7IAajAQcYV5dgMXhHydTKgiXEtTWI+lS7732UfvOyHV8eIHIGl5bVifXt8rtn8G4j5AsdS1Ta0V2cnxz4aOznlkHc6n8xvy8TgM38DemMh6svww1oGW1ega+/XYg/6OS7+ZhPyTL6zTpqaGNfSJC5i6ZtHQXamfyLN1POkxsNWwLvCXfbLD/bMT90eypuVz0nHX40d/FiPH/N8NW4CmxS0RAMR9eX5ZEn/T1lXTKRPWQdlrYdXTciL4Eu9oqww+c46wcbEuPhDS4uly/53WYWP+jMxxyWv0wWfnVgAACAASURBVHgICHkR9Tds//UC/9j6uX4+385tW42dueum/FNxM+NgNIFTEfVl+yc5IU3AQD+Z7u8CHUxnS7WDetbNY0rIa3wMBOOA3sjt5kSxo7VpLWkD23t21dLEPn66fSLNrLbTxFiEnS8xm38I+XWPUfh/lf6vp9OI+np8NXaSi0iYvalqbHnka4+RknyKkK+TL1+Mu0xpaZLPTZd98PJEGvf6Wd4fIORFwH3F9t8sbfJugKhjAQ4OsbnGziHlcc388X68jQuFMdExRH3ZfnMFOgN+2b7CP+P9g5Afb6uSuHLFuN8uLU3y2nTZCy9PpvGvn+WzJsb2ljnc0daYp5qnmutvX6idiXl6FttQp86gxg62021Xr33qD3hE/XI+HE4Z/R/xgtMKA/hyPsHWy9m6CCHPRJ2cjEV8p142bqxQt5/9o6TLk2n6X2ddaqLXfBwccc9H5meYZ5hnfGi5mPDtxecT215jZyl+qSc5Rk0cJyeGbmKHI+qn8ef5tDAU6xPDtzTsfX2pibuFPtKHaeLAtyNCfh67+nY+9nMqxt10ea+9XvL+J8zzZBpt7tPEWELIy4h99kudef4v1+GrY329hutdXpP91djRmCPtJHok6c9xfmk32BH1QxEeEucTQVRVAGQNiuOCqKr+r9HnU/UZIV/HfJGKcS3dTZP98Mnnwy89RowQ8sK7rMp/+jfV4a+p4rPVclwmk31EyK9xPl5HoLcm6kOiPHQuGfRLT0IF1Jc1KBbQXnxYzhiFkD/AFycQFqkY19JtmvorraccF0YK+Udf6MxT//AAf52yb9QdFKGWyVFzwQnibVS78G3QtxPZbn2BXrKod8X4RA6eE54qy84aFBl8qvTxXLGDkD9gvjiBsEjFuJYuafKMeHlW/FwcHVXuSCEvdXzpz3fm6y8V2g/G1tF8abzusXSCeNtrA74d7duJbLfuIF9K1LsCXXs/kVOXhqiq+rIGRQakqnw7d/wg5DfzRVYMnUBYpNoXS++30ZjO9L/aOkPs33jjjebWW281d955p7n77rvNK1/5SnPfffeZBx54wDz00EPm0qVL5uGHHzZXrlzpP0u65B9wnSHk5bov+bededIr1j3PD+w3g1/nLj/Ga7DeE8RbsB0V2rnifhDg1nm9qD87Gw6aB8AYEuq2Do6n5y1rUDzA//j49D6eywdrFfISM6lX1OZzCQul3FSM++ki3GU/vDxe0k+L9mvk2CCiXYS6iHMR6SLWRbTLORHxItZF1Es+Ee0i9qVO+SzpVtxLfsl345UriZ/HM8M57KbO3PCJdmPyWP/UcH0Wk0pc1NBX2nhQrB500XCgGDmgVeGgbRCExLh7roq+tOSXCfuSNShOWC/M1D/WrFnIa/yqMTWXsFDKVdvjPBte+iTPh5etNPKLrfI5da1mB5smglxEuAh3Ee0iwG3aIUcR91KGiPmHr10zl65dM/ddvWrujIl6b9z6gp/uzLddrj/+DrFdC9dkManERQu2oA/BOA6ePGrQKdnQrhgPvpcHvZh12aRkf83RtqxB0ZsQ52gPZdYTby0LeS0utDThV02fS1go5art2bZX9sDLF1qnej68iG1ZXZcVdHnJe7u6PmmMG2NuvXLFvPLqVfPQtWv9Sr8I+weuXu3PibgP1fvc93Tms/9ZPbE2qc0qH8dTPA9spcTFIF/lNqEvg1gefKhGwPtg+6L8YCcTBNUwcKiPfXbUcuCheR5U/3uTHUI+PF8MYkpiJvXy7Jrjg11eJTYH7QnU9epLN/QifoovtMpKuay6y+q7rMLv7WkP1L/rwyFpAduKsL/76tV+lV7EvbTF/jVA2iRt7Ns14/7/o/p0iB1WdE2K54HtlbgY5FuR/VbQ7/DAXErHY1NC9yt/ezCcTdZegqB54cagWHbMTxbLM0xUCPkwO4OYGozMkRE84ptBOZE8Oz6UsTpWjmyfkW00r7v0hKPGOXffu2x3kc+7dqXafWz6SPvKqry0S/4yIG2UvxLIPv0br1xn3nftX/bv5bP2kpsBuW7Mnv7F+n+s/Sq8PsZz0OZKXATzV2gP+rE3Du+dWG5A8gAKDfkxh2WB7dUTK7M/TxCczP+qX3J8mMibxQ48NM9DDncI+fB8MYipkUIzZPdBOYk47lf9I3lC5cgXWeULrfLF1lB6qD3uuan3vbtlZ70/wr62nrHPyJebAem33BDIqr7cFMgKv9wYiLgXkS9iX24GFr+hifje9rGlYxavzFlrnLPCA3PpQZAFdk7AEwTNB0EWO/DQPA85Y111Qj6DXy0utDSx3yBd6ky9tmOyXJd67fyTKtPpq22PrMCLgJd/7i+02vRd2ZE5QoTsIvveI/UH25dhh+D127qm/tXaxbcY5dis8rxjee397cSB5n/S6tS+Eb/V2ZkssHOCmCBoXrhlsQMPzfMQGRiD/UbIh+eLQUxlCM3BdYFxepA+slzZ9y574GULTUysDsoN1Fu0KB1phzFcy02OPLVnTN6xeYq8+Qn4eGx/SsiX4nXQRuasSXke2LZcjqYN4qU6nQV2jvEJguaDIIsdeMjnoWGbTSbk/TEpx2Yz5dXiQkuTMX+QLu1Lvbb9H1zn2ySj3CebJ5szc9Z/gVW2jcgeeO1HnUL1igCVbSPFbxNJ2TaHj27z1J6pntzjz//FbEcKsOW3teTPIV6j7c30f7Scym22sn6tQMjngJ2TF9DzRV4BNmNQnDnmG46hkwh5sWfqFYurDF9ocaGlyYQ5SE+11WnT4LpAHwbpgXJvN7eb28xtxgp5+xQauS71shO9iE3Z3y17vWUbjT1f7DFghz0+ArbU+iOr8v0WpMzrtDL9NPcLwnLDJDdOfh4+h8fmQRykfOTEV9KeOXlT9ZJ+Sp7D4CQBWNhpqUFZBT0H1py8C9ugNJ/U2h6VFd+n8JA/ODVsM4R8eL4YxJT4P/XaxtngOj/2/BuErjMi1EV0ypYZ+Sfi0/6QU+54JMLSfmFTttLkXn+y/CnbHhh/8h2C3q4BP0zdV7lhkhsnuYGSG6mpy6+9PImL1GvXx2N4OJCVXd0LsEJd4THXs8uoTCcPtKwBfymwM4Ig1X7PKSe3d8vtyfJFho9btllW3xq2WStCXradiAC2K7GyHUX+ydHum5Z0uz0lFTOD9Izxd3BdQBQ85SWbL6lKm2TPu7RPtoH04v1AzkS020cqipjPYjvQxsWvz7BvbtvErj0LC/Wzel/MZKdUXAzSj+HhwBjK5Yr8s+vs2SsYPVAO4PQCREsTSAbpS4GdEQSD9nl9A/JlGczyRYaP8ePWjw3brEYhL6vYstoqAlhWXEUQ2y+CyjlJkzwSF7G8d33ocf0XSN/0/sebZ/3QdcHVwh3/GeNvKBZFTEq7RFA+5c+u728spI32pmJQT8ZY2swqcIZ9d7bKsJMwIHwccu2h11T715EMu+bYJhQX7vWD9GN4aHisdu21gvfLBqxm0AGcXoBoaVLmIH0psDOCYNA+r2+aTUibns8sX2T4GF8h5DUGVO40zkaOZ7mr7H5bY+3LLjejvXf95PV7fxWQmw35S4G9ufDbufus2azr+i0bIt5l+4x8gbWZfdkj7buz0wHzTX/TJH+jOeDaY66p7vsKM9knFovWtoP0Y3hIxJCtj+PysZBp83IaOIDTCxAtTTqspmuwLhQEavsy+5rp4MUH49Lbl+OLfq+v55/S+3fy9mnxVrktS1mRv9ncbOSLnvKklv7LnpFV9hx+c+JC8sZW76U90i5pn7RT2hBrr6z0u38V8NlV2+RxJl+elK0a9oursn1GxHuV22e0ODlmztLK9dJ6259AzAsD7hOEqvgCsmc7n+Pczyr3vt45hgcvhnLbSf5i9HMxDVHFeBbYflBpsC4UBKn2uwGRk9e9jvfjWM6yr8aOz1nLn3PskJO3MpstLeRlZXRfGHd7wrhfQQ3ZUvGFxEHqFRtTYjGU295YObZeNd2YXqSLWLe/MCoiXsR8009EEZ+mXiEWMs/tbD9GzCucWV8eehT/yhdjxa+HllHbdTvbR3w2SE+x4PomJ2+k7tpsuZL2jhM/SxhjAKcHkZYmbVPTXZC9cpMDYupav7zIZ7V93jU5eXNW3JbwYQ11YN9NzM9mBy1mPNZr4MVt45xCPmeFe2/csnbNmKhT/tfStbS9toXatG1vqBwR4bLFQlbSr/6T1/SPhBQxJyLdPmVGhJ1sl5HPsmK7qiefhOzpn7M8HHEc+CYl5qX+I+pKXStMiP/lhq25v7AE7DawfW665gufk9DnQH0p/5B+ch198gbsBgANXi1NIFLT5wJbK9cLBrV9R+RFyOfzm+OLlu07mx0y4qK2CWBqIS9f7Oyf3608MSZHGOfkTflfS9fSxrZBxNmVV3xnL8StSBNxLiLdPlXm6i++s98eI2JdVmRFxIlo71fcG+ZMjQvpd+rlzSlqeZG8ez7WxPxCvhDfy82bvFq+eduzvecjNV3zRYob7VqvDYcwxTX5emWkzWYreCfQRzZEFeMquAj5bFuP9UmL+VIsDfqcM7Bl5M1qw0wDaFYbMvrWi4yZ2jzwzQnqmELIy8q77Au3T46RJ7KoNhPbp17WFql8jh9T/tfStbRQW2+9csXcffWque/qVfPQtWu9WBfBfu097+6Fuoj0kDBL1mP7vaZjho+PiZeg7WNi3uHqmDrHXis3dHKzJzeA/U1dY/4P2t7po5qu+WIhdsb6kXyT6e/JCjpaTGpwamkCg5o+FdhHBIHaPidAk33x8qoCwM/L557RHF9k2VfjzLN9Vhu8aw8d/KTO1Ctadkbfsmw2Ud+i7Z64/EOFvOwdf92lJ/SPVJTHKspTWQb72qeyb8YYlWLQpotQEuEkq+Luyrmsno99Xbp2zTxw9ap55dWr5s4rV3biy9YR85+anmOziTmItXeR8xk+PqY9UduHxPyJfCE3gHJDKFuvjulraddGbb/lWE3XfLEQO6XZcwXtQciHVpAG5+wkcEQQqIFnyx8TpF7elkXTXMGX44ss+2oDqOe3rDZ41x5ql1Sdg/Qc1nPyTtSXQ21w7HW5Ql5W2+2z21996Yb+SS/BNmSwozKZ4YuBv7d+kVVxEUcijGS1XESSvGQrg5yzK+eha3f9OrINu3KOWaCpnDPXBnvvM+y7d22GXXQfe7ohh9+MNoxtv9xkyk2l3Gi2sIdetf0xcbEQO2P9Rj4vjg6PjckKOvqOWINXSxMY1HRtkMkBe2ReWWmTva/+rya6z0fWAFb74jta65uft+HPms0kLfWK+iPHvhl5tfZG23Kk/1J1DtJHst63NSfvkX0YbZsMX4wus+vMWCEv8S//ZP97//6YMcq3mda3gC9uvHLFyNYWWQmX7S0iekSUy/5zEej2iS8ihOx2hV4YveI7dyvnvo0GrITaF2hHaHFEykm9/Lp3nzU7+G1q6XPKthPZRfWx2NNdmZ+ozp1vD/SX3GgK03aVPrRd69g6lrg+ZXs1XfPFQuwsYSPqGGj3wYejxfgxxtXg1NKkTjV9KrADQRB7PrKIdvf5yNI+mdDtLxbK/liZ5EO/WKj2xR/gtL75eRv+rNlMS9tjJ+DjgQDR7K2lebZPtWkQRxnlDq7LrFNtk9YGSUu9vLZo7ZwkTWvvEW0ZI+QlxiX+/X6k7CtbWER4yIqiCBIruGWV0RfcY7e0SL6Hr10zsrVF9qbL9hYR8VK2PBFG6pI6Q/uMtfZqaX6/1b8geL6Yq9y9Nnn1VpWeirWJ2B/lCyvmJ6pzKj8Iz8K43JjKS96HGJ+qvqnLSdleTdd8sRA7U9uD8vbnE88myQx7E5JXwGTpGpxamrRHTdfA9gd0La8TBPJjJ7Ii4Qv5wb5Xp2y/fZJPRLyIeRH1sm9WBICIfT+vam+tvU79ahkN5NNspqXtseP4OCpOY/bK8EWqTQN/ZZSriaZUnWq61oaFbDawScwH9rzWXpvngKMm5J/ykk0cy1/iQm219hVBEdpzLquIIjpEtIt4t4JbRP1AcGt9y/CFbU+orXJOS9fS9srT2uv5YK5y99rk1VtVeoaP9/o1hy/6mXDex0/u9SPDf3KjKrFkt4hJPB1T3hLXpuJATdd8fAw7GTZfwkbUMZhnBh9OCrgGp5YmDlXTNbB9OLW8xpgnmyf3P9CyEfKBlUi/vO1ntX3d5ufIRQD0K3nen+RVYLX2RtqillfpNZp9tbQ9dnIGupy8nl1TbRr4KMfHSt5UnWq6Um70hse1j9f/Xf+0cmPXjDk/U7kxIS835U/5s+v39sCLiBDhIEJC23Ou3YDtbGX7ndM3Ja/4O/Xaq3vbBpUV2057VNrglz9XuX49VX8We6Ze1vb+UfFFioWBb/bql2Utr11+3QV8lhtiuUmWv1RJTJa6Sj+wdcBuarri4z0f+T7Trg20o+o4aqs/CPkBjArI8rPjVshHAyIChxZ4kua/3vT+xxv5+XIRB5N9SS7StkH/K82Tsq/WR+3a3s8xm4QGQf9c5Fq1Tv8ahcm9fil5U3Wq6Uq50VhwbeH3yX42pn96izySUf4aJYJYbmjlr1Py1yq5sZW/Vslfrfq/gH14c17ySP7YX8BUv9m6DziGhLy08yv+r+uDz0Qfu+c8q72aL/w+ZeRV/e+Vm5M3p29Z5Xpt2ouFVtPduIq9j/Vd4SFl+0G6V++zzebfYCyItaGQ87LdRlbpRdjLDffS/Azs6dlES5N2ptKjffH8NvCXTfPasitLYWeXJ3Yt5+fmCyE/gDAAq4gMERMi5IPg2wAIXGvL1gJPSxOh4j62zt5MqO1YYdBoNtTSxD9quuJT1QeWCc8XIj5F+OX+G7uFq2+TV6fGoPBlRbTcPGoiOrfNY/PbrWUi2sU2IuKlHSLqxV7SPmmn+Eney3m7D12ulZdcK+ckTfJodrD2OOQoQt6usn/uL1xvbvz/bjBv/OsX94JgsWeia0z6vs/Iq8aBV25O3hxfZJXrtekQf1Z5jR1btGPMNgoPKdsP0gN1y9w0mCNtGwJ598ZOm/cER/mLmd3SJiv2SzExsKfXby1N2pdKj/bhGF8o7ETr8/pFvtn09qZgmaDcl2tw97y8nyvNwhmqT0uT9kh66Lq+rcbE07ZPothde3Y26N/rHnvRPPzZF817Xn/RXJQ0JxDks/tyJ6xdeVu72vZLe3LSbN/kKG0wZ8b89tlvm784+wvjbu9x2yHl9/3eBpFfX4tpZ1c+ubOr3z8tTWxj0/3reruJj2P23PpfZWK7bUr+qvLBZ/2qee1n/br5bz/jN/o6hQn7sm2wdfplPnz2sPnrs7/u/X+bua0XryJg/+LxF40w+vEXbRiV66w4/62HNuf/8lWbPC95/xN2K9y//UXC80UjR+FbhLCkixiW/FKeXC/MSXmW7b59zljR22wbEwMG/Vix14y0mZQrthG7uK8rX/t3zZVveXG/+v3lX/l88/a3v9385ov/T/NVX/wx871/eqv5pv/0JeaL/vRT+779hzveY/7Fl3/cfPVX/Kj5V9dea/742vv6P6nfcccdxn25Xxx1z8t7P00+33DDDeZtf+uPzX/1759kPvWlXf/nebGL68MQSzY9lNbbLsbZ1na7644Yz4L+244Ttn02z66+A8Yse21f1jaG5L09L0dbjz3KOTtO2nP2mLrOptv89mjPy9Ges8dq07YxJMz448QuBmO23voi1Hfr/1Ca2EzSd2nCoNMO25Znms2/Ps2J+Wg7bR8KmKvuvffe3ZfKRdxbTuxx1/eJWBrY0ytTS5P22DiRNtn22aPazpR+2Yp1W5Y99mVqaQX4T9qq9n3bxmybVXBd53b81O9dOP22aGmSV03fAuiXGfy8zSsrgSKUZGVwl0/SUq+t06U9qZctV22737dt/SLm7Bdu99rkgGfraP2o2VBLE7uo6VsegvZTWJAtWLI6JX/JkZdw1Atih49gmZKulLtL6zblCadStqxkSz3yT7iV9/4Kt6y4uyvcfv1z2MFtb1/fyL5JXmmPfV19/Y/3ovraI4+Yax/+UL/fXB6fuPtC6PaHhuQxi/K4RanX/yuG2EVee6v3GfEik4W9PmQ/297Y0b9m9s8av16/pc1j25OTt2fAqytWT1a5I8uM1VXt+YwY2uujwkPK9mr6ttzrPr8zT/xzZ84UHx3T3hP4WP7iJtttZNuNbL/Zs+FEbdLsqaVJe1Lp0TYf4wuFnWh9E9mK8r2Y2rdrMsNsIPvO0eDU0qQcNT0HQGN2e3Nd4dW3NSMI1PZ47ZW8qdfOVl4bsvYm5thhH5TFONj1NaMNmr21tKnZka0dIvREMMrqdr/NI9APtU2ej4MToS0zI69ap8fkng80djLakFVu1/VfFJUJVQS72v6RbZCYDt38bG6B0v+Xv2LI9Xv9sP5wjmp7nXxjyjo4j+Y3rw057c3Ji5Afx8toH49kPViewkPKp2q6U+7n/lhnnvdrTp+Paa/HaLBPM+WRL8LKuCN/hZviSTdiv9TL9i+VT/WFZo9jfOH42LaTo8O5Zvf504ppiDpRp8BV03MANJt9tkFAM4JAbU9CNKnXBtpQ697EoI0PBF6zmaSlXtG2ZLIjK+NjhJ7W3r22aG0I8LAn/Lc2TdWppk/UhrF9k72q9oui9skSyfalbGHtYNL/2Xb6Oc/OzvxTUVGvtvdAzm27Rh81v3ltyGlvTl6E/MRzbIpzzedKWsqnarpX7t2/25lnvnnb72Pa6zE6mvuJr5MVenksrB2LDmmHar9jNEFOX4/xhefjQ2zANROPBee+n63g6AQXc6YGupYm5anpIwH8hx/qzB3mjni7M4JAbU+iveq1kTbYvYmDSTOSdyD0zkGI97uCPKrNvPbn5B3Y0yvH5fjZv9n1z21wz2nvJ2tDho+lztQr2mapR+n/IO2IvPJnbZkw5eU/SWIym3n9EGU+aL+X7qb5+zDdNP99VnuVOv1ysz5n9C2nvTl5x8ZQVr/mslcN5YpPU69YPxQeUj5V0wPl3vTxzlx/Vt/WmhiHsrhwzHYb1X7HaIKYr0PnU9wE/Lizh5YWqotzo+eVnY0PtxlCXoz4+Jd25pYPbAedmDEzgmC2oI204Ylm828waUbyDiaBWF8LPy/2Tb1iwZHyzeC6EYPXlz3YmRe8O8GOZ8/J2nCEjydrg9e3AYN+mv95a19Z6ZJVL1mFjz05Yq72Ni3kfXsrn7Psq5QziB/JNyKG9q7JKX9teY+Iec0XKf+r6QEfi4gXMT+Yb2Jtr8iHst1Gxil/oSHFsGo/hPySorfFuhDyEoBfcLkzn/K1iUknNgi557cD0mJB6wygrexNTA2Ikn4K+4ba9di7O/PM393GkOOLUF73XKr9bl5t8h3kE/ZKaEPOpGxMvw9VVrpS+1DnshlCfsNvln0zfbzHac715B0KD3e+ib2P2UwZH1L+V9Mj5cr2mi83X54W87H2FnpeRLyIeRH1Y9lW7ZeY01LX+m34/MfdYu54yjeYv/83v9+87Fk/ZX7gwjvMC//+/eZbXvsL5rv/x98wr7rvR829P/KL5jWvMVmvj776innXt/8X89aX/Kl5w9d/xLz2rvf2ZUsdUpfUKXVLe0JtkPxynVwv5Uh50oaccv2+8rkfvxHyt/1CZ/6b3xghxmKDpnt+O/BI4KVeMQCzgtYbQFvbm3iojTQbaml79Xn29dPlCQ3ypIb+fCKve+2UbXDLrUHIyyQoT4OQ7TPyRbKxT4aYy2YI+Q2/WfbNEVgZcTFgOaeONeUVe6ZeMXsovkj5X01Xyn2e2fxT2xxrb+Hn7Y9Kxf6K6PKs2i8h5N1yQu9FQItYF4Eswvgf/9CfmO//0Y+a73v9r5r73vgj5v94x8+br7r3B803vuGfmn988XfM637vEfNv/uyTPUfyHTt5ypo8BU+e9BUqvz9nzGziPEf0R9tXOCszt3vlQv6pnXnCf3RsoAxIe47IyJsKYrfsnLwh4dbK3kTNDlqa2FJL19JcP/TvFR/LkxnkryC7a5S8uzzbwWaqNvjlhnjYyzN3G7wBVbbNyGq7faSbXcnqJ78CbIaQR8jHYqTI8xIzqZcXg7t+KPGWGpPUdKVcaetg62eo7bH2VnBexjdZlJDxbWfnQLtV+yXmLL9cEb6yCi6r23Y1W1a7/9aXfbX+C9gh22/PWSEvT10LPrBB83Ggv36b+exohentNWvhKti+YzXQtTQpR01XADxGjM0lmtS++AAE+tbK3kTNDlpaiofUtT6Xoc/yJ2P568cgLeCLQbrju6w2ZJQ7F5M55UqfRaTbvaSybUYmORHze099yOjbbDZz/BLzlz1f3ZddM/qWZd+McnPZsbbm6I0v1uYSM6mXzesflXhL+V9NV8qVtg4exhBqu9/OCj/L+CZ/YZRxb2+cS2mUEemydUXEut2SIiJexLzdyiKPOpbHHqtxE7K9d05EvIh5+S0SeZzyrjzNxxX6a9evNtruOOrEHdIGCi1NHJJKDzntb/xgZ/7rX/f6nwNrRt6c9uXkjU2SLexN1OygpaV4SF0bYsU9t7tR8uNlJh5iPnbbtHs/Vxv8vkY+y5+aZTKTFSp5n/xC2FztzSh3Z7tIn9z0loW8289J38/ki0nbOML3xdQn9ky9Yv1RfJEaF9V0pVzb1r3HJLt9iLW3wvN2u40sXrjjX8h+7paSt33V+/rtMbF95LJtRrbPyDYan0UR3/0PAqbs5do89n5bhtwYyOOU5eag/2FMzcepeknf85nvwyM/e0J2QYML2KmX7VwoCGyaHFPpbl77/rP+n848+jle/3Ngzcib076cvJrIq31vomYHLS3FQ+pay0fsuNu65MfKTDxoPt5r41xt8PvqfZbVKPvDTXtt8vIO0udqb0a5g/Zobd3+HHpOfvJ642vCvthrhL2E7dQrZmclLlLjopqulOu2NfgDhtq1sX5UcF7GRNlGKIsa/+AzXmre9JUf7IW4rKTLqrr/Jc/3vej96pdHY7Fhf4Qwlj44n+Im4Av5ET35ccP+EWalUQAAIABJREFUXwV2H/R3Pe0dMXDMZAx1YPDEueRNvXIcePZLnXn+Lwf6HgA5Wm5G3lRf3Tpy8qoir/K9iZodtDSxpZaupbl+CL0ffJnYj4uZeFB9vFQb/Hq2n2ULjUxWsvoU+nNyyIaDcyXYLNK3QTu3eXJW5EPXcy4w5mbYH/ttn0wlcaO9rE21PDZtmzc1LqrpUpat0z/aenbHztxmbhu237+m4s+yYi5bXmRlXVbR/+gHrpqHvveT5vJ3/r/mX7z49/u00Kq6at+IPWSlXFbNo7b3r9v5QOHHv2b7+bnmuea578moK1LO6LZy/Xi/ntKoKXC1dC0t1SdZhZfV+GA+bUDywcrIm9PenLzBPth2Vr43UbODpKVeMdto5caukfN7j/e0dj7gmNWGDM5yRH9WG7w+yp+MZaVJXu6fjzX7BdMy+pbV3oxyg+3y+mvzIOQj42bEXtZuHCe0m7Cdell/pPI5cZKKLzXdKWfP14E2iJCXrTa7ftj2Fnp0t8CISJctLrEtMLLaLqvukkf2tds97Fe+5cW7L/zL9hvfTqp9A3aRVfJ+pTyQ5pe9+xzwxc4HNi1WnjHmpb/XmS9844Qsx+ri/B4fOx+GbXM6p6TA1dK1tESH+33xsj8+mE8bkHwDZuTNaW9O3mAfbDu3gVnr3sQcO8yV19pXHjEpj5q0nxc9ZnA2t5CXVXdZfZdV+DGPXEvaKaNvOT7OsUOyjTae2FpzGv4d++f4qtm823F9T4C5563N3HOx99u8qfhS06VsW6d/jNQr85I87lAefRi91i8r8TlHcOc8Q90+GUZW2EWki4gXoS6i3n9+eqwv1n4yhsoXYv3vEtn02PXueVmF7/etJ+zhXtO/j/hiwFKszK2Pb/hEZ6572onmwljbOH86h6TA1dK1tD14HSdPuao6l1g4tG97/XaCtsa9iTl2mCuvtan86JP8+JP9vOhxO4COqjMjb47NpG6ZfMb8cNOodtqYnKu9GeXmtJcV+RPFgOWF4/4YpLEuaanX1qap8UBNz2zDRz9qzLveZcxPfeBhc8f/8HLzzT/0o9EV7qUFd854kJM3ZD/36V7XHnkk/nQvh3t5oszgaTJOWrI9KRZSfuw688Tv6syX/FvGgaStc/xyfN7TOSQEtmscLV1Lc8vw3/fPjH/qRH3WoD/CMYf2ze/r/gAe2F95RDv36juyLOl36hWrczKbBfrwgnd35ssenIiZQPmxPu3O53CWk3dkW+yTaEJ/Dt61cWRZe/kz2junj/faFekPQv6EcRDxyVjfNZtPiyFJS722dk3Fl5qu/FjQq15lzHd/tzHf8z3GfN/3bX5JVI7yWc5L+mve+EbzT9+ct8Jdmz9V+3WdufK1f7d/RK/8xVMWTAa/t7H1kTyZJviM97GxkWIhxdK2nq/7zc48+22MBQUxeDpnpMDW0rW0mHHl11vlV1xj6dnnNejHBtac+bygDa7Kz1l/Ztkpn2rpWlq2X512f+b3dubZvzkhM07Zo9uVw1lO3kRbDn4STaLc0f0usByE/IljoUAmTs6zFvPeHBAU9VubpsZQmy7bV2Q7iWwtiT2Bxd1+8oY3GPPWt25W4GUlPtYGWWWWRx3KYw9PbtMZOLP2i/XNT5fvHsniiXwPSbbh3PhXTzI//okb+3Oykn/wwwVSTMT67nH21D/szPW3t+mrmI8KPn86R/jg+kbS0rU0vxz5/Clf25kvuDxxXz2wQ/We9FwgYPf2y8eC9gTnUz7V0rW0Q33QTyjy0K0T2OLgOidg8ugn0dRkr8y2IuQri4dM/x4cd6esR4v5wBywJ6S3bQ+Noe4TWH7/Wz/Y/4qo7BeXveKyT1z2iIeewDKwY0Yb5FGHsuq82/+t9e2UNj+g7pB9XTup6aYzj/m6rl+xly2OIu5l1V5e8l7OycJL8sEDGb5w29a/93zxad/YmWd8iPFgz04HsDFBGadzhAruxI8QvOUDnXn8Syfuqwf2BM6YVjRGgnbwK3ungS7YzyV5SPlKVodG/cBGQfZL9SmVPtmTaBqyiW8zhPzEY2jDrPjszPZZm4cic8BAzHdd/2SV0HPO3SewSLp9AktWX0a2wS1TnsYie8H7djbCyKHzm/xFWP4y7NrHvpdVeVl4kZV7+xACWb23W3NE5Mt5EfqS5+6rV82dV66YW2WF/8qV6F9HbPmDY4Cz6GO8G/HZoP9l9ykMyBIdOBTs3LY943/tzD+c484xAHZu22bNHxlAn2g2/0obJEM8yEAlAlMGq6v/5DX9YCSDkgxOMkjJPkIZtNTB6+67++ulnDF/jpRJJOvZvGUHeHACcLkTm9hJQOzspvF+OD4i5If2gI8C7JEzDxnTr6C7zzmXFXZ5yYq7tsoeGp9H+T8yD/k3E35Z/V5wc8QXOwsbl1P2C6XLd7PkO1q+bVKf3XlTVupFxPfz5tWr5qFr18yla9fMw9eubZ6cc+2aeeXVq724VzVBhDNZlf/0b8pvo+1DqN82jeNou47OmA1TygkpB6bSU+Xv0mvbHjHVAKQMoLtffZ2qriPLkYHnyiu+U11ZuPqL7zxfWfDEubASHbwyRP/zPvoZ5q53P6G/eZDydgwd2b9Sy5HBXW6EZLAvtY0ltQshf7r5oiQOimpLRGDF9rK7q+zuc85T820qPWoTZR7aifnY+GpMv6giq/Oy7SZaR+z6gs6n7Oeny1PS5Glpk/Y54AtZob/v6tWduJdFHZkP9ua/CGePvtAZ2S9/aDv9fh9azsqvO9wBxxou5cBU+pj6/8afdOa6Z56uj2PaOEceCUIJULnTfmAbpLJqLXfi8lnOv+DqHeZZP/fogwPw0HbLyrgMFCIi3b1+197z7v6cpEkev3yNBy3NL0c++6L/cfd15sa/fJz5Z3/6eUet9Pvl7lZCAjcT4o+xr+ifSr0bmlDftDZIWsg+nAuPGQj5sF3g5YR2UVbZ3+rvZY+IMfFfagxNpUcZCIjHnYC3aTHBvW2vrM7LF2F3e+dj+Qs+n7Kfny6/WyK/XxK16yF9tfaOHGW7jcy/IubtnCPzdP+X2q0vQu350p/vzNdfOqytfr9D5XMuadtkhmlBcuBLOTCVnnKufLlVvuSayld7ekwYy5/Q5E5b9sXJnjgZPOUon+W8pD/tT643H772c8EvzMwlSmU7jAwUIiJlgJB6xAcpf2vpWlrKv3aSiK345NjBDn57exMDgjvVLje9hDa47Vnre4R8++NpyWznrrLv9UURYzKGpl575TnzeTQtIhoHYj5Wjtde2fYo312q8ck2qTnKTX/er21+STxq05i9UuczfSHaQuZpmc9k0UlEfqxN8mz5J70if3xw+x0rm/NJuyYzRB13rHFTDkyla/UfCpVWZmlpIoL7VfaIMB4MlJEAvv6sMzf94aN6QS0Ba/dKS7lzidKYHVP+1tK1tFh9cl5WePovVaUGQNJnGwc0/5SWhpA/3XxRGgtzt8d9YoysrNu97Dmr7Htt9ITxXrozzh06pu6VGZl7BvOTU+/g+kB7RcSLmBdRP8gbK6OQ8yl72vRnvrkzd0+9pcbaIMcXgbzy13xZANx9UdaWK8ebOiO/+prrE9vv3OvIP7D14EO2E44xZsqBqfRY3bPdzbrQnvi93ZYSs0F/PhCIg8FzO0jOOnBk2Cnlby1dS4vZSL7QWttkEOsL55cZxxDyy9h5jTyLcP+BC+/oH+0ov2Ya28u+Z5vtOL53PjT2ZuQ9ZEwNtmHkPBS9NtSP7SKMbLc56geSImUH23Jk3pQ9Jb1fWPv4jDGW44tIXtmyK1+Ule25vp2+4Kc7822Zj/lO2cWvg89BPoIn9xw0h/FSDkylh9r0D36rM1/8v5+uT6E2TXlOtljI1pRRe5sjgTgQ89vBqYSbn5S/tXQtLWR/WdE5+GeujxzQQ+3hXB0xi5Cvw081xJNsk5Gnx8iPJ8lquwh3eWqMfAE1q/0yzo8dkzLy5o6p0TZkzEN7ZSTaK9sh5S+qNTxlLGVPSb/p410v5vfsMNa/ufk0+yb81n9B9tKlve+zPfc9nfnsfzZ+nEjZZTFb5NqurPzjDT61QVMOTKX77Wn9maayP022u4S+COrbov+cCMRe0DswzvLlGqf8YBud9JS/tXQtba9eU+cey71+OLYjbZlxDCG/jJ1b5VlEuoh1Ee0i3kXEi5g/6PnsNv41MWbz2GNG3qwx1ZYfOmbOQwPfj2xvvygz07g+lR1S5dzzvicY+ev4oP8hey51boTfRIvIwqLsEBi0O+NJgSm7DMpdqu/11XM6cFIOTKW7DpZVeFmNd8+19F72rssrq08jAtEtb5bHXWUERMrfWrqW5vbx5R/rzOf9RLucuH3l/fR+RshPb9OWOfW3y8j+dtk+k/w11Ixx01+QUe05UhhLGWPHVLU+6UfmPDQoL6O9ct0cf2mdyg5aOZ/7Y535xg88Pm9+z2HkkLwZfpMdArLIaH+HRH7ASn7IauDLSBs0u4y5njyd6e7dGvcUR3GgVm8qXRwo10sQ/J1f20CjlWfz13T8n2+9tQ+QX9h+WzyrfyMC0S/vRdsfoPDPL/E55W8tXdJSfr3xhzvz/O0XpJboT6o9pG/ityY73HnxYpKzmvpDHEw7b/z32+0y79xul/md7XaZH91ul5nF3sao86jLoxX9Y9qhjbdjrt/Ve8A8ZMvPaa+tT7bZfMeE4/xUdoiVI4+YfNKfb26cbL+LOGb6Tbb9Xt7+kqy0X37ISvSE9UvsGLNLLD/n9+fNTowiLzGmfZ88ioMjd1c551N1ptKlrid+V2fkCTU59daSV+5y5c9WEiAHtXlEIIbK1X4SOpR/qnMpf2vpWpptX/+N+pvaZMX2keO8/mVFfl771sjvLNtlJphfg7bMmLvHjKnBOvy2HzgP9WVntNdty5RPI5vKDrFy5Eef5K/hsXS3X4u+P9BvsgVYnnonOwhu+YPH9n3T2l1cv31+6/i8GZizjHlgcPnOTNWZSpdnxMuz4v1yW/gsz23d23eWC9SBgdjb7wQ/jZ3yt5aupUl/XvSBztzys22y0gLvtfQBIU8MCasi3mV/uzxdZpbtMrlj/dj8E83dWfGaMw/l5E30OfX7IGP7kJpb3HK0vKE0WbX+su2qdSjdLXvx90f6QgT92/7qceaJf3xdr2Vi3+0rrt8Jrhb3w7j21Cnk5dda5VdbCzXqwe2yz4a3e82O6t+RgSh/ohzz09hTBWKqHC1dS7vhZZ259f3tsXIUG+MGh4M5brVtCPn1xpHsa5cvqsqXVEW8y5dUq+Nc5oRTx77WhiPnLL9v8lSbYx9Rqc0tkpZ62Tb5+e78yevNnR967OB6m7eI40S+ePr/9Chz18c+u99dYJ+45+4y0OxbhB1OHS/j6q9TyMtXaFpz8qhnw49z6sY2EwSiXdXQfhp7qkBMlaOla2mf80edefTz2uOlNf5r6A9Cfl1xJE+TkS+nylNm5CXvj3rCTM74PUdeTUTPUV+oTK0NE8xZoXFEFqS0OSx0jT2nzS2SlnrZctxj/yvipWuYCX0hP3AlT+SRVXnROfLFWNl1IKv2mn1dm/FeHXs3iVnG1AIxFLiRc6k6Y+nynNLPeq3aqapEftaz4SO2DEI+YSBqP40d81OwTUr7U+Vo6bE0+RL08x5qh5Vcm5J/Wt8j5Ke1Z6l8ymq7rLrL6ruswk/6lBllDJzdHhPN3Ue1U2vDhHOW30aZw8Y8b17mktTLL9t+js1DNl2O8su08leCMXnd6xZ/P7Ev/Gfky64D2Uev/jr9KWOlrro3A3MWVFogZnQ+VWco/Qvf2JmX/l47k0n2s+Ez7HvUY78C9cR+Gjvkp+igo7CTKkdLD6V96t/bPI4s2pZAH8nbTmzN4UuEfLt8uPveZf+7fJ6DoZOWqYy/i7VLa4OkpV5HjNvyvHl5RKXW19Bc4ubX0rU0KUP+wm3rT+V16zzJ+5QfND8GfBT71Vqxg6zUixayuxJkxd6u2ss5SYvtsT+JbQL9O3E7NlBnQZXpwFgHU3X66dc9rTP9k0fKM6I6MMT6f9Cz4XP6PnEg2n7InyjdfYe+n2y+4FFhJ1WOlh5KkwFTxHywHTl2JC823DKAkG8rnprY954zPinj72LjpNaGmeYst2+yICX/Yr/sHZpL3Ou1dC1N6pMtPrYsLa/Nc9LjDL6Q7TWyzcbtV8wOslNBVu3l6X2ilWR/vazeu9fyfmfLzZuYMYOG0gIxY1BJ1emny2Mm5XGTwTZl1Hvq6+XOUu425S5z1rbMEIi2ve5PY/t+snmCR4WdVDlaup8m22nsbwsE21ERL7S/nJhHyJfji0Pjorl97zljmTL+HmrP7Ou0Nsw4Z/ntjD3MwZ9L/Ou09FiaLH7523pief36TvZ5Jl8879c2v/1j+1W8HXLi63R56xDyz35bZ75u5C+FWUBKPB79bPgcUGYKRNeu9qex3XPqe2UQTwW0lu6myRdb5Quuajty7EhebLllACFfb1w1u++9tvFJmQOS22q0aw+wQ+hhDu5cEppDtPRQmuzNl5dfViivn+ekn2fUD0/8887ID2FJ/4q3wwFcncBvBxhzomBKOdCmX397Z576h/uBcAJj7QVjThsmeTZ8DlQzBqLb77f81uPNyz820j8KO9bfbtnuey3dTZNHTcojJ91reY89pmAAIV8XR6vY954zJ5SQV5kDlhbydkxwH+bgziU23T1q6X6arMLHnpbj53XrKOL9jPpBfgBLfghL+lm8HUqImXQbNsY8u/JJI5OUfbkg2XP22AfbtmB7zh7V65zGSH63ztB1Nv0ZH+rMp33jpp22HnsMXVda2tvf/vZ+b5d9Nrxtnz3O1odtIF48OzPuyx0sbRvscUxbJPDEN+7rhb/7OPPCn7m+D0rrt2CZ0pYIZ+p1CV7stX9yz8X+x59sP9y65L09L0fSRsa7F7eu3dZmT5ebtfW9Fr9f+eDrzV2vfax52jvvGDzv3W2/vMd/J5pTlTnAnafk/WCusvPYdv7Y859T7l5aZM5xmXjP6y/2X0R99aUbejbcNJcXmf/GpP3F4y+aj78ozpnMWYe0022LXB9ry9Fp1t4xP2ztfWgf5Iew5AexNHse3YcRfl/MnjO2pbNOyLor0u6onUlfytbK1dLstc//5c6c/dJmwLFtreVon0gj37o+SZtnuqMO+u2m8y8iB9MtFwo76nVjWHLacBJ72z5yPA3vC9jdH/ThrIyxedX73hfgflLOlTnAFe7R97H+KuXK3JJ62T6+7tITBg9zsOftUZunbJo8aEG27dhrQkebN5RWxLmZ9IPbt2f/Zmfkh7Hcc7zXuYnYZ3NRFlRKwPiVaOVqaVLOl/531xlZjffLLP2zrLzLN6zlm9buL5gt3u6ZAjHmt1t+tutXwwfpGW0YXBcYrLV0SXvOeztz4w/Xx8viXARsSxvGcYOQH2enpXhi33tZ/hjld00/ZMwXe3Up5Wpzh5Tjpst792EOfj1u3lCaPNGtfzJOYpzVyvHLPcnnY3yR6PugP6X/MFZOX06XdzMQZEGVCBgpS3tZJ2p5JO3z/v2nmEdfqGegkqfRyD54eRXxzNOZAlF8Y33oH2V/+h3//NHn6Rlt0MqVerT0rH36pwu2c7vQhiptgZA/7Xgsj4uUX1eVH2t6zWuMafZ57y2PD4p+iK7Cu/NIzDZKudrc4c8tkte+3vT+x/ePqtw8sHLc//tfbY210TmfapM/ty7+2bV57L3Tn0PbJyvysjJ/6PVc19tuY0AVqpgT3fNbh6rlJMSYe+3XX+rMl/58Hc6VVXf7nFO7D74IuFz/xN4fEIiun/x+yhNjnvbIY86DMlave34Cdvoh9oC++O3ncx0xdyo/IeSX5UO2zMiquwh2+ZXVd337f+l/abXJH2tay/glY3+sr+68EHuvXRtJ0+YsaYuWrqX5/Zgrr1/PIp9j9nfPR+yd0z6xmeyVlz3zOdeR17GXGDH22hnKdVzs/dahKZC1dJv2pFd0Rp4Zv6t/AljmKkv2vy/yTPhDbBDzlXv+gHKtn2I2/ZFLTzh/hrtbV+z9kew8/SOdecwL6uAlZjPO1+E/hPz8fhKR/tq73tuLdhHvIuJFzIuoJ07mt//sNpZ5IDbvxOYI97x2bSQtNWdp6Vqa34+58vr1LPLZtXnsfcTeOe2zNpOn2MjTbHKuJe/OXrs3AwNa4/aGijnRPb916OC6gJO1dJvW/3rrTeF2leI4eR68/MqYHEtp0147XP/E3gd8tFeOl8f6KZZP0ne/qhqr1z1/BDvPfU9nnnJv2azE7MT5+vyGkJ/HZ+5jImXbjGyfkW00xMg89j6pXWXs9+aU3Wd3Xoi9166NpI2Zs3Zt8MpIXeteN1det47F3sfs7573bHVI26zN5Lny8nx5tQype4I6GywjbDhr3L7DruNi77fGHVwXMLiWLmnfdrkzX/DT4TaVYPyTP4kmYNOoXWK+cs/nlJfh40/9e10v5nP2PGpsSB/99K9+T2ee+4vlshL1ywE2p6wy/IyQn84PItRl5V1W3UW8y6o7nE9n32JtKfNPbAx056bYe+3aSJo/d/j1a+laWk45x+T1r13kc8z+7vmIvft5P5bmnXft+7k/1hn55ddo/6Ru73o+9/YKG8017pxizHXC1735MUZWWN1zpbwv5kk0ORC7ARd7n1PeNu+AjcD1Nv3v/FpnzszwWcBBljLLFSZu/l86848+XCYrpTBLO6bnAyF/nE15TORx9msipjUxFpun3POBOae3i1KunZNi9tPStTS/vLny+vUs8tm1eez9Ab7w2+7b7O7f7cwz3xyJE8XHfrkr+xw22MC4MSe65w8QY3uGLvAxRMU9iSYWOKHzrn9i70PXJc4N2AjkddM/x2z+BQW8bdO2DPe6PTacFfknfHtn5Ok4oTycwy5zMoCQP4wvHhN5mN3mZPlkZcu4H5g3+nN2TtCO2rWRtLFzS6hdqWvda+bK69ax2HvNBzYtYu9DV+Rt3276eGeuPwvEjNQbq3PN5+URXvYlTwSQLxbJ/sQ3feUHz79cZJ2mHbdGTIEcS3/5xzojjxAsxUnFPokmB1bNXzYtp7wDfHyr2fybSshf94Wd+Yz/EAjwA/pRCmu0ox5/IuR1X8mKu+x3lzlE5hKZU3hMpG6z1cW/zD2x8drOS9rRXqvlsWkHzFl+22Kaxc8nn3Pyhq4v6py1oXa0vvCPco1/LvI5ZDMR8SLm98rIKHfv2kj9jeQ7N5bsWZSVE9m3+Pvf+sF+76LsX/zu7zbmB3/QmDe8wZh3vcsMfjZ5J9C2Rgo5xTVUKF1+xEd+zCeU5l671Puin0STA6MWgDYtp7xDfGyM+fLtvx0rtm57zChXRLyI+aVYoB5s7TKAkD/nwZ0vZI+7zBV2v7vMITKX8IXVc3u5HK36vYz7Y+cdLa+dP7RjxtwSa1OOLsnJG6uvmPOaXW1azI+SHkvzzsdsJttrZJvNoJyMcgfXeXU2mOYZattha1xZYXnrW4157WuNedWrjPme79ms4H/f923ei8iX8zJwyyrM277qff2KjAzgoceF2XJdQ5bwlBpZgRcBX/yTaHKAtMGmHXPK89hwfei+H/h4W/cNZvMvKOZHlnv75U83sq3GrYv32GNJBtYo5GOr7O5fcGUVPjTeL+kb6qpkLMgRY1pebV6zaSPnlsGc5c2JWprPXE5e/9riPlsbakfPVrs+yDWxNO+8ZjP54qt8AXZXVka5u2u8+ho97xjJ6fDAuAFHfvSjm9V5EfmyUi8iXsT8+170/v4JBDLIy+qM3bZT01HaLe2XVSb587C9SZEVJpmwYjcpxQES8NuekHZ8Prb9AzYC1w/St214jtn826vfCczBdV658sXWn3lfOVuvxtqKfOHxpVa7tC7kWWVvi9ci48wZ85Pt0/Ju55bgnGLTtvOINrdIG1LpyXaOrGdsOUXkszbUjt48vWu3XBNL886nbC+PpJRHU/blZZQ7tv5G8oUHroFxNUfatJEgu+Xe8LLTfWlRnkLz0EMPmUuXLhl5pKTrTFlZkglNRLuId3uTIqJexH1pNynRlTHrG+3oBZVrh9h714ehPIN0p+4LZvNvb+BNsCOPmJRHTQ7KPaDdobZyLhz/2CVsl1aEPKvsYf/CfWF2kfkjNtY7c8venGLTEnOLLXuquWWqcmy7Tnq0NtSOmm9iad75lM3kR6Lkx6J6W0hbvOv53NsmHLgD42qOtGlb4w6uCxjcTf+cP+rMo58Xrn8u54hoF/EuIl7E/Fz1LFlubBUt57sNOe11fRi6bpBu+dgdO3Ozudncbm7vH015m7nNPOqWDQOD67bsyI892UeShtJD9XNu2Zhak71rFPKx8UEWJdjLTqwUHb8ybwR0RH9uN6dEvrfnXJuaO1Lp0TZ4bZuqnLH1zZovw7577XBsv5d2gM2+7MHOvODd3eb7md71qfJXkh4eyAZAZjh0cF3A4DZdnjH+vIfCdc9hePkF1ocfftg88MADRh4pOUcdJZUpK26h7zbIdxz67zS81vTph+xrtT6M9XeQHmDHF/JPfqQz8rrrQ48zL3xvZ57+U535tG/ozGNe0Jmnf+SckUG5AbZi7eH8uQ2xxXG2KFnIs8p+nG+JjQLtpwnCwNyytzK/nSdSc0cqfSwbU5Uztr5Z82XYd68dmt+8uVu1mdOGZ5vNv5iP99rg1dN4ejh4B8Z1jLlnRJuWETC7X/1cwNCyAi9fYJUvssoXWht35rB/1jfOUZ46JN9pkKcQyYr9IU+aGLAR8OEg3albY0dW5e/6yevNc97RmXs+Yn8VdsjmoNxAvavyLf0fsr6QPUoR8qyyD8cGYr9Re8j8EYvtkXOLXC9zR+oVrSdWf+B8U3NUhn33bKf5zbObarO9NmxX5d3zXnl7bVlHengAGBjXNVrs/dZYg+sCBpT0mz/cGRHzcxpcRLtsn5EV+DnrKbrsmK/c813XP20i9Ozn2Jd+s55M5NYVe5/BTtGvu4zNAAAgAElEQVT2DvBOe+eN86Xtu7SQZ5W9LX6W5rX6+mTOiI2rsfnEPR+5NqVTonVGyrP55yrXlr/o0bVj7H3MHpI/luadV20Wq9c975U3tt6m8okRY69dR12jxd5vjak6pevMj1x6gpFtNbuyZ3CC3UbTyh74g20V85V7PmZ/Y3qBH/rSb+jJRLLfVr4ULPkHDLh1xd6PZGdQbqzdnJ81tg5msRG/zCnkWWWfd15YO7vN91/ml5HjDHPJiFiLzdfu+Zi9FV+I7VOvnR/dumLvY21Y1/mNQ1WwYwZ0z2+NppUjX2x92iOPGR1sO2eOdIjsfZcvsso2mtxrm8zv+if2PmZbyR9JC/lYVvTli3PyBJ3/9Oo/6x/bKU/8kceURrfU2DaNYEfaEqo31kbOjxioI/7FdnHbTSnkRbjLza/cBMvjeaNPn8JP0bEIVuOsrs42ypzl24K55ABuMuzbz/mRcStl+0G61QjaMVKP7/PGP28cOjCebxjNiDZte41Wzq3v78wd//zRswzKIt5FxK/hi6yjgbS+0Y6+r+1nuca+946aj+Wa193xZ/1jO+VxnfaHw2RPvnz5Nijqt+Wnyk2lx9rL+QMGbc/n2HBjw2OEvGyTkZtbiQu7bU1ufuUmGPvCKAwcyYAyZ/m2ZS45wNYZ9kXIH2Df4+bcTYUq2JoQtGkJMXbLz3bmRR+YflVVts/I02hkO40frKv/bH2jHWPwyDWRNJUVf+XcbH44TH4ZWL5cKyuPsSfnZJUbaVuszZxffGCJ8lOzL3KFvPuXKhHvIuJFzB/ytKia7Ubbib/ZGVDmLL/u1Fzj5+dz5qMfFV+kbD9I17SLTUMLyFy7gJC/qTM3fGJEPZkOkS+yyhdaV/c0mrF2sqBrx1hZck0kbRBogTyD9EDdsSfn/P63flB9rvWg3EC9sfZyHhExFQMxIR/7Uqr73ZGp2kA58AwDAQaUOcu3F3NJwH6pOTXDvqzIH2DflP319E2FKtgBMba3RWJbSaic57y3Mzf+8Ih69IbuhKWswssjJf1fZPWDdfWfM/y2ZyslaEM+dq8fpI9sgwihN33lB/s9w7JqKfuFZfXebkEQQSRfspWtCLKvWFY1ZbVT9hmzurn4oLGLRdfva3gvQp4vpcLbGlivro/KnOX3ZTBHjdQdfhl8dsaBkfO82CxlezU9w8cr888IgX2Ekz7vJzrz8o+dO1x10oiAkr3wsgq/Micd1t8Mv+3ZUwmYlA8H6RltGFy3ZUFEuggnEe3y2EsR8SLmReyLuBfBL2LfF/2Sjug/j7s9/46ItTVd43ImN4kxzp7//DO+lAo7h43H2G1euylzlj+WheYaPw+fM+aPI+d519aqbzJ87Ja5gvfzCnnZWeUaUXWSMtDJ9hn5Mit74Yf2dG279z4juILXRvyR8uEgPaMNg+sCdafSx4oxnhCSwVDAD3usFJonhwf3Lz/aTWBsa00tNqGd62B/lX5G5A201qIMLDXP4+OYj0cMbAc66Yt+uzOP+0fD8lNiLASfbKGRL7TyRJqhLUO2GpzL8NvgOhFmSsCkfDhIz2jD4LqAOEyl7/UhUIbNw/aITJYUW1qbLnGcQ5zntBshXyc3OT4mb6U+VuYsfDqzT5ea5/HxskL+G97XmWf93D48uWJMvtC66l9nPUZAZQTX3kCnBEzKh4P0jDYMrgv0O5W+14dAGVoeEYmyhUe2Vbj79Hm+934ca3acIi3mi7Er51O0IVQGQn55FkJ+4Bx+2GNAmbP28mbODVyf4G2peR4fLyfkP/8NnXnZR8OOHyvGZPVdVuH5QmvYjqMGlozg2itPCZiUDwfpGW0YXBcYaFPpe30IlHFIHlbvj2BwhA9qsi9Cfl4WDolPrsEnPQPKnAUjMzOy1DyPj5cR8l/4XdeZp/1BHJoxYkz2wct+eB4rGbfjqIEpI7j2ylMCJuXDQXpGGwbXBQRgKn2vD4EypspT6orxVP07tpycLTA1/cUDIX/kmDRjTB7LLNdX7ltlzsK3M/t2qXkeHy8j5D/zPz7aXPc349CkxJg8kUaeTEPgxW042jYZwbVXphIwKR8O0jPaMLguMOGn0vf6EChj7jw5AvbU20RybdFy38baAiE/wbh0grgc61/yVexfZc7CrzP7dal5Hh/HtPEIB490kjwv/qvfeH2sov58TIzJFhp5Nrw8I56gG+GTQyZDLQhG+lh8E/Oh9dsgfa5yD+l/YdfkCOO5Vq1z2lDbjYflccojQn6msamw2JySGcpaiBltfoOveXXVUvM8Po75cUSQjXDS2S915vm/nCnyuq7fPiOr8HyhdYQfjh2MtCAY4WM7IQ2EeqBNg/S5yg3Ua9vX4jFnHznifL5YQsjPZ9sW45Y+wcsqGFhqntc0zMo0gcfVJtBkgnJfbqaLZ2fGfbm/6irn//LsL81fPnZzvSvi3PLsBGjT5fPb3/52c/PNN5t77713cJcRus62h7RzP1mbyHGUXcSPFy+Gbb31se/bgd+3gSI+1Oo7u/LJ8/Szs82jLLeB7pYn793HXA6uC7TTTc/u+5bvlq4Twf4T//dD5l/91avMN/74TeZR//K5gx/GevnPfHF//q7XPrbP4/4a7h/8+p+c+yhga9e/LdlsdKxEeHGvxy4j5g5tXiFtF4OwBEvumBudpyPjknvtSVjS5nebtm27ncdj7ZT0WFqvGRzB7va7Optt+zFFHzrXYNH3W0e4Is++f5LZ/LPXWqFuP/tHSZcn0siXWdkLv/BqhfjRCYLBe8XH1tc2/xgf27y7a7XynRsEKVt77cqN9YPzcR9jm6Nt408W8LjwGAbDRzMMszA7OQPa/G7TtrGbpR/8eJey/HN8FpuMgNo6InB8mtn8s+WknHT1f3tzL+L5cacRdh/jm5w8WhAEfLsnwrd1pXw8SM8o1zJkj4NycvpJXga7mRhAyJ9g3JrJl3ac4YhPYeBIBjLm+dS8rqZrGmbd48QIB0acdMFs/vWCb2vEmBPkS6zyXPirr/9xRMapgNOCIOLjgZhP+NgOhgMGMsq119vjoJxT2Yx6iVeHAYT8iPnCsZeNZY7YDQYaZiBjnk/N62q6pmHWPe6MgCvgpK8wm387obc1YsgJ8kVW+UKrPBc+lE6Aj/DBFJBqQRDw8c63Ns3xsfhRe+18aq/VjpG+wcpCXETsv/Mh6bubGYQ8TBIXMAADHgPa/G7THP2g2U+d96Us5qOQDTyHhIxkHbE9fpHZ/BsIPc9JItplD7w8UtL9dVbVSaG6ORdy2mHntCDwfDzwrU2L+EL1qb1WOx5SbuQagnxEPGO7w+Jn+6VyGIMxGIABGHAY0OZ3m7add1S9kHq8tZTF/BWygeOMgIEedUtnbjO3mTNzZm43t5ubzc2m6/+ZwdNIrHGvfMuL+0dJyjYa+YVWe94eU060+TjqfjnIPjlBkJE3y6dzlRtg9yAbUc5ezGLH81hkRf7cFnCBLWAABnoGZF5PvbZza0ovqOkZ+mFlbJ6D+Gnf0Jmn/1RnXvjeztz2G5158iOb176Q33ea7IGX7TPXPvyhwQq8b0zVSYioeUVUThBk5M3y6Vzlws687GDf3r4I+fP5wh/b+YxtYAAGegaUeT6lF9R0pdyVs9eZz/z+zRr7zR/uzD0f6cxz3rE5J6vxO6eIAQOvu69eNZeuXetFvIh5cULqtXKDn05w5QRBRl418HwBOFe5fj18Ph1nDdseIY9QYf6CARhIMKDM8yl9qOoJpdxV+8SuvqtGEON5r1devWoevnbNPHD1qrn1ypWoaFCd0vCEr9rzVP3OCYKMvFk+nqvcU9mUeqOxX2QMHOkvhHxiAj/Svi0yQ59gZnUMzDXPZ5S7KpvL6rvtsHxBVZ7vLivr8gVV2eMuX1i1T52RH3GSve/yBVY5L/nttRzP7VisLXKCICdvzuSdUW7WDUJOG8hL3B7IAEK+gnHuQN8WO27TH8ar2hiYa57PKHdV8ew+XUZEuoh12esu4l3Euoh5EfUi7kXk9+IdY9Y5sOT4LSdvziCTUS5CHtFU2mCMkIfJ0pikPTBZHANzzfMZ5RZnkxydlJs39nSZVRkh12hryD9XwGSUi5BngiptHELIw2RpTNIemCyOgbnm+Yxyi7PJvLqRIFiZw8f9NWGugMkoFyFPbJYWmwh5mCyNSdoDk8UxMNc8n1FucTZByBOoi0M5V8BklIuQh/vFuU8Mtgh5mCyNSdoDk8UxMNc8n1FucTZJzC1HtpcgONKA41a453Xi9G2YK2AyykXIE5ulxSZCHiZLY5L2wGRxDMw1z2eUW5xN5tWABMHKHD5O9M8VMBnlIuSJzdJiEyEPk6UxSXtgsjgG5prnM8otziYIeQJ1cSjnCpiMchHycL8494nBFiEPk6UxSXtgsjgG5prnM8otziaJueXI9hIERxpw3Ar3vE5ssg0IeWKztNhEyMNkaUzSHpgsjoEMwZ01z2eUW5xN5tWABMHKHF6N6M8K8HmDpBqbwfK84xlCfl77wi/2hYEGGMgQ3Mzzk/h7kkIQOgjJyRkgwInN0iZ1hDxMlsYk7YHJ4hhAyE+qh4zpxKK7V8DfBEHAKJM6gfJhDAbaYAAh34YfiUf8CAMzMoCQH60hXYEeez+C1RmdySr1aGeOcBRlwRMMnJgBhDzzBWM1DMBAggGE/N5cfYRI3ysrwF/CISeeOAMNHtMp8uA3GICByRlAyDNfMCfBAAwkGMgQ8jXbMiTOT9SfhEMQA5OLgRM5mn7AMgwcyQBCnvmC8RsGYCDBQCNCPiTU3XMFcZBwyJETX0EdRcTgSxiAgaMYQMgzXzCnwQAMJBioTMi74tx9X5GfEw5h4j9q4q8IBPoJ6zCQYAAhz3zBmA4DMJBg4MRC3hXj7vuG/ZZwSGJia9gwiBp8DwMwMGAAIc98wZwHAzCQYGBmIe+K89D7Ffon4RAm8sFEvkJA6D8xAANbBhDyzBfMATAAAwkGJhbyvljH/nv23zvBpI1wgwEYgIEAAwh55gtEBAzAQIIBRcj7otx+xqYJmwbmI8dmR13MZK8bF/tgHxhoiAGEPPOFM3kS2w3FNn49PratKNeO2Pl4OwdsOEuhDHAMcDAAA80xgJBnvghMos1xTh/hfCwDrmgfew35Judr8gIZ1BBwMAADTTKAkGe+QITAQIsMuILcf99ifxvr0yYoZYJyX24n3fP+REbaud2wGSwRD23Hg8S49THxTrxbFuwRJmDCsmCPpTBxdnZRdq7vXvLZfZXSTrEbbcmLo841GO83xsMO2AEGYCDEgD/JhPJwDnZgAAZKYMAV7iW0hzbMFhezFTy4q8KB2BkGYKB2BhDyMFw7w7S/LoZdMR57j0/r8ukM/lq9AbjhYD83DMDAKAYQ8swXM0zCo9ij3jbZi4lzex6/t+n3if2KkSY2KIMyohAGGmUAIc98wXwBA2MZEDEey4tQj9smZjPOR20WTYgCiDGxGQzAwBoZQMjD/Rq5p8/73Fshrh2x277dsMksNpmlUG4CGl2RJAiJlzUzgJCH/zXzv6a+awJd0tZkC/pavL+LbyABw00BDMBAEQwg5JkvEDX1M2BFOr6s35f4sPchjgQEGIABGBjDAEIeTsZwQp7TcmKFeuyIf07rH+w/uf0nL7CIlTNAwa8wAANTM4CQh6mpmaK8fKZiAt2ex6b5NsVmVdus6sZz08CWCxiAgcUYQMgzXyB45mUAMT6vfeG3Sfs22anFJnaCAn5gYD0MIOTX42vienpfW5GuHbH79HbHps3btPkOIupZsYUBGJiEAYQ88wWiSGcAka7bB36wzwwMYNQZjDqJaKBdsAkDZTGAkC/LH8THcv7wBTq2X8722BpbJxjAQAkDIcpZzYUBGOgZQMgzX7Q4X/giPfS5xX7TJ+K5EQZwZCOORGwiNmFgZgYQ8swXNc8XIYEu52ruE23HfzAw88SHgQkyGICBVhhAyMNyaSyHxHlpbaQ9xA0MzMrArIVzp8+NEgzAQDMMIOSZL5YWJCGh7p5buj3URwzAQGEM3LsVGRw3jsEO2EEGKTiAgxAHd1682N+UwAd8hPg4hgsR5z9kOuMfp66H8hjfj+EUfsrjpxOn8MIGMAADMJBmgBX5tI3g6NxG7sq5fY99zu2DLbAFDEzCwCSFcDPADREMwEDzDCDkmS+s8LDCXDvavBzhBgZgYEYGMO6Mxm1e2GA74mdNDCDk18l7SKyviXv6uk7u8Xs1fq+moYhiVnxhAAZOygBCvo35IiTM5RzCBRvAAAxUyABOq9BpTDgIWhg4AQMI+fLni5hId88z5pfvR3yEj2BgNAOjMyIcTiAcABk+YaAcBhDy5fjCxoUr0FlVL88/1k8c8Q0MzMbAbAUj/BH+MAADTTGAkJ93vvBFufsZETCv7bEv9oWBahmotuFNCQQCCA5hoHwGEPLH+cgV5qH3xMBx9sV+2A8GVsnAKjvNTQArxTAAA9kMIOTz5wtXsCMy8u2HzbAZDMBAggEMlDBQ9mRPeTAFA20ysFYh74rx0Ht4b5N3/IpfYaAKBqpoJGKa1VMYgIGTM9CqkA+Jc/cckznzJAzAAAwUy0CxDTv5pA20sAEDMOAy0JqQt2Ld7SPvYR4GYAAGqmKgqsYi7lmVhQEYOBkDJQp5K8ZjRyZk5jgYgAEYaJqBpjt3sgmfoIErGGiPgaWFfEycu+fhrD3O8Ck+hQEYyGAAY2UYixsDVoNhYMUMTCnkRYxrY08qXbuWNN222Af7wAAMNMQAzmzImaowoJ+wDgPHMZAj5N1V89B7fHGcL7Af9oMBGICBngFAAAQYgAEYGMOAFfIhYe6fG1MeeeAOBmAABmDgSAYw4JEGZBV8xVstYKfN8cOKct+/Vsj75/ncJgf4Fb/CAAxUwABOqsBJ3CxwswADEzFgRbp2jI0JCHnmixgbnIcNGICBEzGA4U9keITZRMIM/xHDLgOaQJc0N2/ue4T8cfbLtTf5sTcMwAAMJBlIZjhq4sMB2BcGYGAqBlyRPlWZOeUg5GE5hxfywgsMwMACDGDkBYzMzRCr7zCQYMAV6bH3p45VhDzzxakZpH4YhAEY8BjAIJ5BEFwJwYW9iJljGChVpI/pE0Ie9sdwQh44gQEYWJABjL2gsblJ4CahSQZ8cd5qTCHkmS9aZZt+wTYMVMtAtQ1vUhARSPBYIgO+UPc/l9jmOdqEkCc+5+CKMuEKBmDgCAYw3hHG42aCFfamGPAFuv1MjGzGSYQ88wWxAAMwAAOFMYBDCnNIU8IQ254+vqwYt0d8crhPEPKH2w7usB0MwAAMzMLALIUiRlmphoEFGLDiXDsycE43xiHkp7MlXGJLGIABGJiEgUkKQbQtINoAft2shsQ6TCzLBEJ+WXvDN/aGARiAgSQDyQyIdEQ6DMzAQEiYyzkGrXJtgJAv1zfEDb6BARhYKQM4fqWORzDOIM4tSzGR7p63eTnWMwYh5OvxFXGFr2AABlbCAI5eiaMR7gsKd5hqc1xByLfpV+IVv8IADFTMAM6r2HmI8xnEubtq7r+HlXWPFwj5dfuf+Mf/MAADxTEgExMvbLAmBs7OLhrttSZb0Ne82JcBHJvl2Qx7YS8YgAEYmI+Bzt5Z+Ea250MTF2mbO1Jsdg5myUy4ol1W2G1b8V8d/nP9ZH0nR/e8vF8iza13ifrcPlIf467Lw1LMu3XCIAy6PMBgGXpiJ+TdAOX9uXOwRTm28Le5+J/xVTm+atUX/sTVaj/pF7EEAzAAA9UwUE1DBytuANae33xh7n/G5+35vDafIuRhsDZmaS/MwkDzDDTfQW4AZvhC6FQDgyvWpyqTcojpuRhAyMPWXGxRLmzBAAwcyACGO9Bw3CA4NwiuIA+9x8bEWQsMIOThuAWO6QMcw0BTDDTVGcS1I66nCtSQMPfPTVUX5RCPJTOAkIfPkvmkbfAJA6tkYJWdRvBvBb8Ici3wU+nataTptsU+9dkHIV+fz4gzfAYDMNA4Azi4ZQf7K+f+55b7Tt+I7akZQMjD1NRMUR5MwQAMHMkABjzSgOqK9txl+8Lc/zx3/ZRP/KyJAYQ8vK+Jd/oK7zBQBQNVNPKkYvlUIIso1+pOpWvXkqbbFvtgnxADCHm4CHHBObiAARg4IQMY/xTG91fOQ59P0S7qJB5gIM4AQj5uG7jBNjAAAzBwEgZOUqm60twCCCFh7p5roY/0gdhZGwMIeZhfG/P0F+ZhoHgGim9gcaLfCnLghh0YWBcDCPl1+Zv4xt8wAAMVMICTfCdZoR47+vn5DEMwsA4GEPLr8DPxjJ9hAAYqYmB9zooJdHu+IucV99cKbLe+eFqTzxHy8L0m3ukrvMNAFQxU0chRgtUKcXsEwHZ8iy/xZQkMIOThsAQOaQMcwgAMOAzUYwwr0GNHp1OjhD/56/E9vsJXJTCAkIfDEjikDXAIAzDgMFCWMWIiXc47jeZ9hz3gAQaWZgAhD3NLM0d9MAcDMJBgYBkD+QI90SiEOkIdBmCgOAYQ8svMF8wP2BkGYAAGRjMwOmN0UvVFeugzDjneztgQG8LAaRlAyJ/W/vCP/WEABmBgj4G9E9mCHaOOtyG2wlYwUC8DCPl6fUfc4TsYgIEmGWD1HLCbBJttKdEbcvx9eMwj5A+3HdxhOxiAARiYhYFZCkVEICRhAAaaYwAhz3yBEIEBGICBwhjAIYU5pDnxg32JsVYYQMjDciss0w9YhoFmGGimIwhgVoBhAAZmZQAhz3yB+IEBGICBwhjAIYU5ZFYhQl/hHQYOZwAhf7jt4A7bwQAMwMAsDMxSKGKUlVEYgIHmGEDIM18gRGAABmCgMAZwSGEOaU78YF9irBUGEPKw3ArL9AOWYaAZBprpCAKYFWAYgIFZGUDIM18gfmAABmCgMAZwSGEOmVWI0Fd4h4HDGUDIH247uMN2MAADMDALA7MUihhlZRQGYKA5BhDyzBcIERiAARgojAEcUphDmhM/2JcYa4UBhDwst8Iy/YBlGGiGgWY6ggBmBRgGYGBWBhDyzBeIHxiAARgojAEcUphDZhUi9BXeYeBwBhDyh9sO7rAdDMAADMzCwCyFIkZZGYUBGGiOAYQ88wVCBAZgAAYKYwCHFOaQ5sQP9iXGWmEAIQ/LrbBMP2AZBpphoJmOIIBZAYYBGJiVAYQ88wXiBwZgAAYKYwCHFOaQWYUIfYV3GDicAYT84baDO2wHAzAAA7MwMEuhiFFWRmEABppjACHPfIEQgQEYgIHCGMAhhTmkOfGDfYmxVhhAyMNyKyzTD1iGgWYYaKYjCGBWgGEABmZlACHPfIH4gQEYgIHCGMAhhTlkViFCX+EdBg5nACF/uO3gDtvBAAzAwCwMzFIoYpSVURiAgeYYQMgzXyBEYAAGYKAwBnBIYQ5pTvxgX2KsFQYQ8rDcCsv0A5ZhoBkGmukIApgVYBiAgVkZQMgzXyB+YAAGYKAwBnBIYQ6ZVYjQV3iHgcMZQMgfbju4w3YwAAMwMAsDsxSKGGVlFAZgoDkGEPLMFwgRGIABGCiMARxSmEOaEz/YlxhrhQGEPCy3wjL9gGUYaIaBZjqCAGYFGAZgYFYGEPLMF4gfGIABGCiMARxSmENmFSL0Fd5h4HAGEPKH2w7usB0MwAAMzMLALIUiRlkZhQEYaI4BhDzzBUIEBmAABgpjAIcU5pDmxA/2JcZaYQAhD8utsEw/YBkGmmGgmY4ggFkBhgEYmJUBhDzzBeIHBmAABgpjAIcU5pBZhQh9hXcYOJwBhPzhtoM7bAcDMAADMzAgExMvbAADMAADaQZkEsJOaTthI2wEAzAAA8sw0HF3NMPdEdsb+KsCDDTJgExMjJmMmTAAAzAAAwUxgDMKcgYiAQEMAwUzgJBnvmC+gAEYgIHCGMAhhTkEIVewkIOVdY8XCPl1+5/4x/8wAAMFMoBTCnQKYh4xDwMFMoCQZ75gvoABGICBwhjAIYU5BAFXoICDEcYJYQAhDweMBTAAAzAwNQMPms6Y7eseVwPdc35e0u+/ELR98CRi0jUk7+EBBmAAIQ8DjAMwAAMwMDED91/uzIP3bLW4CPcHt+8vdOayI94v3L8R9a7QF3HPU2smdsjUd2mUx40mDJTDACvy5fiCuMAXMAADLTAgq/E7cb4V7/K5F+5W1G+16kD0dxthj5BHyHN3DQMwMJIBhDzCoQXhQB/gGAYKYcAR7r1PnM8xIX/5/k3bt6vxrMgDcyEwjxRS+At/nZIBhDz8nZI/6oY/GGiMAUe4W9/KCn2/F367P363Wt91RlbkRchbEc/WGsQjK7EwAAMZDCDkG5tEM3xvJ1mOMAADMDAZA76Q9z7bffEi2O1rt5/+fPzCIZM55NyoiCNsAQMNMoCQZ75gvoABGICBKRmI7ZEP1THIez7H4pCQsTgHFzAAAz4DCHmY8JngM0zAAAwcw8DgC6zuU2vOhXq/MGi31QTqwgEBo7Ca6gGEjYgTGOA58jDAOAADMAAD0zMgK+1264y/J96eD2ypsVp1+gbhZGwKAzDQIgOsyMN1i1zTJ7iGgToZEJHP4ydZebZ3dBxhAQYSDCDk65zsECn4DQZgoDUGtiIeId+aY+kPgxUMwAAMwAAMwAAMrIaB1XSU1cbEaiNBTyzAAAzAAAzAAAzAQFUMVNVYxDhiHAZgAAZgAAZgAAZgAAaEgV968mMNL2wAAzAAAzAAAzAAAzAAA3UxwJdduaPljhYGYAAGYAAGYAAGYKBOBthaw14wGIABGIABGIABGIABGKiQAZxWodO4a67zrhm/4TcYgAEYgAEYgIEpGUDII+RhAAZgAAZgAAZgAAZgoEIGcFqFTpvyTo6yWBmAARiAARiAARiAgToZQMgj5GEABmAABmAABmAABmCgQgZwWoVO4665zrtm/IbfYAAGYAAGYAAGpmQAIY+QhwEYgAEYgAEYgAEYgIEKGcBpFTptyjs5ymJlAAZgAAZgAAZgAAbqZAAhj5CHARiAARiAARiAAYws9EQAAAdYSURBVBiAgQoZwGkVOo275jrvmvEbfoMBGIABGIABGJiSAYQ8Qh4GYAAGYAAGYAAGYAAGKmQAp1XotCnv5CiLlQEYgAEYgAEYgAEYqJMBhDxCHgZgAAZgAAZgAAZgAAYqZACnVeg07prrvGvGb/gNBmAABmAABmBgSgYQ8gh5GIABGIABGIABGIABGKiQAZxWodOmvJOjLFYGYAAGYAAGYAAGYKBOBhDyCHkYgAEYgAEYgAEYgAEYqJABnFah07hrrvOuGb/hNxiAARiAARiAgSkZQMgj5GEABmAABmAABmAABmCgQgZwWoVOm/JOjrJYGYABGIABGIABGICBOhlAyCPkYQAGYAAGYAAGYAAGYKBCBnBahU7jrrnOu2b8ht9gAAZgAAZgAAamZKBdIf+U7inmdd3rjOlM1uv93fvNm7o3mVd3rzZ3dXcZKQex3y4n+BbfwgAMwAAMwAAMVMpAe457VvesXoj/u+7f9WI81zFy/Uu6l/Q3Af+6+9dGypGXvJcbA0mTPLnlyg2BXCc3B1KG3ChIeXLTIGXLDYTUIzcecpTPcl7SJZ/kl+vkeimHG4z22M1livwwAAMwAAMwAAOrZqCdzovAtYJYBO+UYItolvJFTIuwFpGdu9KfI85zRP+U/aSsduIBX+JLGIABGIABGGiegfo7KKLdrl6L2F4TtN/cfbN5S/eWVfV5Tf6lr/WPT/gQH8IADMAADMzIQL3GldVxWeWWFfJDtrrMaNRFhfU7u3eaF3YvXLTOVmxHP+qNf3yH72AABmAABmCgwm8Oy6q7bGuRfePsE+/ME7snmk90n0DIV8gyAxCTEAzAAAzAAAzAwBEM1GU8Ee+yD/6IDjd57cu6l5mf7H6yyb7h67piFH/hLxiAARiAARhYjIHFKjpKZMrKu+yDl+00a4DjxhtvNLfeequ58847zd13321e+cpXmvvuu8888MAD5qGHHjKXLl0yDz/8sLly5UqfLjb5le5XzB3dHauwzxoYoI91jE34CT/BAAzAAAyckIHyjS9fZpW98LXvg88R5yLSRayLaBfxLiJexLyIehH3IvKlPAHHivtnP+rZ5uPdxxHybLGBARj4/9u7Y50qgjAKwFMbExoTSlsqnsDKhIrOxoSEp5DCxpoY3gJDfAEqQrSwNyKxsScSowlvsOZbM4Ss3Osud4EFTnGzd+fOzM78/5m9Z878OxsMBAPBQDAQDDwEDHx48qh19FSPPx7vtQ+zTrV9n1aetqT684v1lmR/f/O6Jd0n79+1JPzs65dz5Rw5d46c+x05lx85Vx45Vx9yPrS/yqv/9/OPzXbZHlx+6PWSf9rjJv6Jf65yHwlugpvgZvj/b8ZNxs1tjpvi4lP8UN+p8GPvB9+nr9elnPe5ds2zvFya1dXSrK2VZnOzNFtbpdnZKc3ubmkODkpzdFSa09O/r6x1dC79+Phl82vlbfPz1be2nPLqUV+tO8fYIhgIBoKBYCAYCAaCgXuBgel1Qhy8ePjr3pEGYRemImRFeIpQFjHnQ8JahgyCq5Jz5B2JR+aR+i4579aLxCPzSH2X9DtXD3I/pO3JG3sFA8FAMBAMBAPBQDAwOQxMq0F2pLEzzdhAEbYihEU4SxvacnLSEnbfpflNnjGui1gj2wgzEk4tt1/mReX8f+R80XYIrzl8dtj20WSl1qddJgVV0dcOk4Mo9tMaB9VfOcYvwUAwEAwEA8FAMDAHA7drHCE0FHgE3t7wY72ZFSmntCPqVHZqO9VdGmJbHxSdY5hz8jsvD2UbEUaOqd3Iuo/v0vx2W+q3B189AMsG+t7tB/Kufch8nWRoM7LfzZvz2CQYCAaCgWAgGAgGgoHJYeBmGyRcRty7t7GKgRdCQ4FflMAj5lR1hLWGxlDaL6rRi4BvlspO2UaEqe8I8JSUbVtR2pJSv9nGhMZEZpYdTDj0wyTErEq/QupvdnzM8k3S44dgIBgIBoKBYCAYuAQD128UJB1ZR9qRdyQemV80Bh5JR9brnupIPMK6qNo+ZZX9EgfOJObyekmUl0XVcuxlosNONW3WkVpfVxko9be1sjCrfUm//rEbG8fGwUAwEAwEA8HApDFQ2tCWMcNaqsMRePUKmxE+M8Y+8Eg6MkpdFjJCYV40tr2rRE9ZZa+2HXI8K2fNUlk6J+5saNJjAtRnxcIqA6WeXXx8n9LKwxBbJO+kb0bnGI2f4qdgIBgIBoKBYKAHBijk9eHSMR80Vaf6xnICsl7DZuaFh/S5HhL6kGLD18t6s1/2//EFm5oM+fSdDJn0UOfrcwDs2MfmyRM7BQPBwH3EgJVlIhXhykoz0cr/n5Vn/4F1JZqoVcNJpftdPvmVU149i65U30cbp0+5dwQDczDQvWm4qSyy9aP6lFfPGIanGCOa1OM+4SCzrvnQd2vZK3vNRtm41CdsXB8GHhKWxKbi6C27UOln2T7pd9M23QfRjWvkw9hGOrr3jvj5bvo5frua34yDoeTcmOlL+uOXq/kldovdHhoG/gA4YSkhxPwyDQAAAABJRU5ErkJggg==
holdpc
注册时间2014-09-10
peiwei
注册时间2014-10-24
发表于:2021-06-22 15:17只看该作者
27楼
有道理,白天就不能做单,振荡居多。
江海洋
注册时间2021-06-11
楼主发表于:2021-06-22 23:03只看该作者
28楼
peiwei 发表于 2021-6-22 23:17
有道理,白天就不能做单,振荡居多。
不是白天不能做单,而是要统计你交易系统出现信号的时间段,比如黄金在6月18日的早盘8点就出现向上的信号,一直运行12个小时,上涨20个点;在21点又向下跌25美金,运行8个小时:lol
江海洋
注册时间2021-06-11
楼主发表于:2021-06-23 01:22只看该作者
29楼
今天黄金在1779进多单20%,上看1784---1787---1790平仓
江海洋
注册时间2021-06-11
楼主发表于:2021-06-23 09:29只看该作者
30楼
江海洋 发表于 2021-6-23 09:22
今天黄金在1779进多单20%,上看1784---1787---1790平仓
1784已到,止盈出局!盈利5美金,最高达到1785.2;今天已经完成任务!
江海洋
注册时间2021-06-11
楼主发表于:2021-06-23 10:03只看该作者
31楼
300美元×20%×3美元×22日===2.6倍/月; 三天 实 际 盈 利 : 21日 周一 0.06手 300美元 + 18元===318元 22日 周二 0.06手 318美元 + 30元== 348元 23日 周三 0.07手 348美元 + 35元==383元 补充内容 (2021-6-24 18:33): 24日 周 四 0.08手 383美元 +40元===423元 (黄金在1777.5进多,在1783.5出局==盈利5美金)完成任务了,再往上涨多少都不要了===休息 补充内容 (2021-6-25 10:27): 今天是25日周五:嘚瑟一周了;今天已经在开盘价左右1777进了多单,20%仓(0.08手),多单先看到1783(6美金)平仓!(今天的任务要盈利24元,实际能完成48美元就收手) 补充内容 (2021-6-25 15:51): 25日 周 五 0.08手 423元 +40元==463元 54%(第一周)
个性签名

韬客社区www.talkfx.co

江海洋
注册时间2021-06-11
楼主发表于:2021-06-24 01:42只看该作者
32楼
江海洋 发表于 2021-6-23 18:03
300美元×20%×3美元×22日===2.6倍/月;
今天6月24日周四,一般情况下周四和周五的行情很大; 目前黄金走箱体震荡行情(上方1795------下方1760===35美金的区间)
海草海草海草
注册时间2019-09-04
发表于:2021-06-24 10:00来自移动端只看该作者
33楼
每次止损是多少?
江海洋
注册时间2021-06-11
楼主发表于:2021-06-24 10:27只看该作者
34楼
进场点后用5美金止损,以后随着价格的上涨或下跌用移动止损!大部分时候不需要设止损就盈利到目标位平仓出局了,:lol
解语花
注册时间2010-03-27
江海洋
注册时间2021-06-11
楼主发表于:2021-06-24 13:35只看该作者
36楼
止损的点位多少取决于你的进场点是否精准,所以5美金不少了,如果你瞎做的话10美金也不够止损的
江海洋
注册时间2021-06-11
楼主发表于:2021-06-25 03:01只看该作者
37楼
信号是等出来的,训练耐心也很重要,坚持自己的操盘理念和原则; 正确的信号的出现一定是符合我这10个条件,最后达到进场要绝对的正确! (不见鬼子不挂弦,不见兔子不撒鹰)保守,保守再保守!这样就能维护住成功!
五饼六条
注册时间2008-01-04
发表于:2021-06-25 05:19只看该作者
38楼
管住手就成了
个性签名

我是来取经的,喜欢这里.

江海洋
注册时间2021-06-11
楼主发表于:2021-06-25 05:31只看该作者
39楼
哈哈哈,地球人都知道,你管住了么?:lol
江海洋
注册时间2021-06-11
楼主发表于:2021-06-25 07:35只看该作者
41楼
江海洋 发表于 2021-6-22 21:48
震荡盘用小周期,灵活多变 今天黄金出现三波小行情:13点向下启动1785空----1777平仓(盈利7美金)
6月25日:黄金今天早盘在1777下方进的多单,在1783上方已经平仓出局,净盈利5美金;圆满完成今天的任务
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