dawang5168 发表于 2021-12-24 22:59:30

看看效果谢谢分享

nbdg 发表于 2021-12-25 23:36:23

只看该作者
我是来学

hfei0258 发表于 2021-12-30 22:03:26

感谢分享,过来学习学习。

郑剑飞 发表于 2022-1-1 21:06:21

解套ea测试黄金,一年2倍的盈利~

本帖最后由 郑剑飞 于 2022-1-2 12:18 编辑

解套ea测试黄金,同一个价位随机下一手多一手空,设置一个2000点止盈,然后另一个自动解套,平仓间隔设置500点,剩下交给时间,解套后重新下一手多一手空,结果怎么测都是盈利的,是我历史数据有偏差还是确实能盈利不太确定。试试加入一个自动开仓功能,再测试一下。这个解套功能至少是一手的仓位解套效果比较好,仓位少了解不出来。逻辑唐老师有解说就不重复了。谁有完整的历史数据再测试一下吧

郑剑飞 发表于 2022-1-1 21:09:18

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6QbkY5NHic8aVBEhyOztrgOLnXTesSQLhT6CDEIZkToMFSp8a4fzocSEaDzhUdkfbL9YmWn5ZFFhWGRgVGUjEsuB/HUt/2I3sbgFDYdnHA9Y2ccrshSPUpex5cirqkjnytgAwTmKgrZ48URvya91O4N+j6xVD/SmyaG87AYPK+JwMk9C1T4eBUGqOS/hViTMsyIhuj9jZ1/9M7B71/ejQGYxCNP1VAvhrzTwhWErdoPbj/T74diG+v5JeExtqfOh5WXiS/iwASnMB42CRZmzdMkr2gQeXgNbTX9PnkEJD8DgQeOCe0fTKHw94vC/ljsiQbnGt/9LDem+Nxb1Jfne80WYWBEVKjBKMqzNDgfpRXcduj7ENAxclMZdup7BWQUWepPzifg8ksnMetPZv4eWFihC6blPWTaH6OQMlNVoePXoIPh7IU2nEMA/9J4lSlXKj3/GWy8YJBgNvlpOMcoACW2EYNkHjv02MEJcQthCLENNz/E8Q4D1Ma67AOCmjaPvZj5lYkv4sAkhlRhB8FVmpgfCY5cABHwwQQ7hTWMwRe4gT+/t0uZoBJhooA3b0QIDIYZvqQtMHGza+JFLYUkKwPXcieADL2ByNj3MIKAojYffqSfQga3llFurzWDBKfA4JeIRtEpWWB5ifF8Lyy5j9YB2aXtbIvLvN0/ov1o92MbLF+5ifwHDONBxhXLrcV2dhMeHB7DgCjgKoBkgJvbJ8CkAKS9h3roO3T6zP2RfK7KCBtNgMG64KdC455SNYCZzB55oDOh9CAK4C0zucDLjqir/S4JzNbWv9uR14a8W3YBuHVBPKh93CnY8ejCgMjKRmQf/WfQ7d43IvsQQahLydzPLKlcy+jRJcdyp4HlFFdgkNfNSCJD+ALax4y4MtZ2DDfS2rgflQr62/MtSHJIEWxBjvH+8V8uuh/DcqJbGwGOIItIwApwCig8Hp4RumzQJop0ms0a6T7tH4a37B+ep22v2Rs0q9KXQKQwQBxthYCJFpd3OJzR7gH98HoBk7mIuisDHJ/JHAUGTyBZuyq38sDXuIoVYOH5QZqPBnjgPvH2ulL9mR27+VO9Up1HgHZp+xDUPF6qeoSdXfVgDyaPfi1zyABVjmmJRDL+HDRnkfKUjuKdeQmyZIlVm+notiAE/Lzb0U2hrY2Z4uAopCjzwjD9cxLOpjx8ZhFz+M+BSAtH+onzzJp+3PGRO4Rye8SgIwGi8FuCBXrTBWDzDtAapTOh/BczjnwGr4YNKBdcgKdGdrGrDeOBeqC8XjYWuj7feFssaowMKYR44D70/6Q8Q360JHsQVYZQNLZPuqyV9krIKmtoW1F93Evuzl/4L7rdBrLVveyMWHEt4PtE/+k53CiHs7RsbjJuP1qWXj+nV6X+1zb+6rxgoCA22az4wCwEUAiCAF+uf0SIM88BpH8LgVIC8AEJg6S7jz9npGfvVW9hlwkxo5B1RnwiBORZwwxMJPZJbkeHcIFAprZYv/zAK07iEhhFaORArI72WcB6YOs12eqS5BjX7LnQUeky2vOIEFvNIM8Hu13nYmnul3ir+BXFpYEghymqS9Tn3ZxAn0R7AUntOivvG53nvh4DpCuovA4ZWiHdZ/Gts+xFdlYJV5wmx0cIwBLy5p4HV6y4V/zwBdsKBTp0is9XwIk1l9qf8nYel5iHRiLzbacv6CBD8ow4807TmqsqTFTZ0rL2bYIAMcB6ZwxhSCeg3GQLJIFgNq4qgbfPIP0MuhB9gSQVj6+T9YW/H4Mdihnmp3jucvJngeXqi7Rsa8VkM7x4moG8S3Qb8l3k/NQB/0QaMIlZw+g9/zqE9iOBaL3P7qf+mAJkH6CRtrF+1zXqP1l4gmLV3hvy63IxtDW5mzHAIXXc4B8Y1/zQMjlMsixJVy8d84YKveI5HeRDJIEZesDEyCCBpY4EzNG7lvUzwb7p4M5MF8clKEn/Nc6AsjDWIijkg7EwD7uRCKFjSgc5VPchv76QXUie5CTDWLQrUyfrEg7lr0CMtp3eKb/Et86pn6Q9V3iM9YyGZiy92DGSf0zYz/WrjI25XxkCEjXlTEAlgFa9D0Wp5aWWxovuM2ufoywPBMAx8Yjkt9FANnYUJYaWi/3ixS2FJAq+5jZEFkslT13RlF915pBErn24lvX2A+RjVXiBbfZWzsWyU8BGWe+l3YikcIqBg/3X3oMW21/qex5cBHVp4BUe10wmRDZWCVecJu9tWOR/BSQCsitQq1lv0XOMiHYiOpTQCogFZDxl3km+FcLmEt9VP9g8gIj7SlIg8Jb9ueW6hI5ywQHFtWngFR7XRB7RDY2wWZbQGdLdYjkpxmkZpC3BMLSWEXOMiHYiOpTQCogFZCaQZaCkp5P4SwKqpUgDferTFOZSuWxVPZ85iyqTwGp9qqAvC1AQqCA4KD/psuAB9k5xyr36XIXwawyMcnpSVTnCoBUf5xnD1vwo5zd6Tny57JGfFbqo02fQaqC5ApSWV2vrKTOBz9YfncX/+EPmI/Zhqj+kQAx1oZev177VN26RG5UDq2fQY42qE57sSUF1c16AU8EsJUySNX7enpXWW9H1lIf1QxSoa3QbmwDUufTDHI7AVXhd126kvqoArJxcFRHui5HmqNPqfMpINVW5tiX3rPcbqQ+qoBUQGoG2dgGpM6ngFwe6BQWKsM5NiD1UQVk4+A4R1l6z3U5udT51gAk9EX/XZ8MNGYsixlSH1VAKiA1g2xsA1LnOzcgbT/8y0DQlv67HhmIbKyxXV8TlEXy07dYl81CrslgdCztbEHqfArI6wHW2pMPkY0pIIuTf5H8FJDtgqICRmWJNiB1PgWkAnIuWEU2poBcD5CgEP2nMlAbkNkAwrK4XeF7kDaI6tLqVS4tW90qAIsALPqdl5lIftIMcqwxva7Zk9rARBtQQF4luOZmhFPvEwV4BWgRoCL5KSAnBjU1uKLBKSAn2pIC8roA+cOzMZ8fhmP6bIz5of1SsijAa7wqxiuR/BSQE4OaGlzR4BSQE21py4D8cWfMj++HMAjLuQ+m/nnO3OvvoZApQSe048EDEDK5OgmYvv9gjNkZ8z05Z+8jPbVjejDm1w+Z/pH7ePt4DPXR/sNxVU6COrFuthUFeI1XxXglkp8CcmJQU4MrGpwCcqIt+YB3zh8rt0GABdapS3nZ8hJAFiHz3phfCcygLvsh57DPEkDC/dAWlM21GeonIIRdKAsAw+wOyuF+qAv6yu6jh9heqQ1aloITx7dgKwrwGq+K8UokPwXkxKCmBlc0OAXkRFvywbF7QEqCP4IgZEu1LIwB0sqBnqtACQEW7mEZG4Atl0l+ppkjZKoexghIyC4RdggtCkw89x30jdblM0BeFo6DLO4cvBWQXcUOBaTCrCuDVIAygPqg2z0gAxw8DOxSJRAxk/GFstIl1gwMPwOsfN00g6QQsiAk2V9o984Y7B8FlAUb1MkAh4BMAFpb9mT3Y7vQt7GPArKreKSAVEB2ZZAKyGsAJADi2RibIcESZealFITGlK2FGgLXtwH35wAJULMQrRHJ9xH6WlwihZdqALL02Se07evlGaUdTwWQNLvVDLL72KOAVEB2b6Q3DU0PkE1lkJhxIQAAYEmmRjI4yi+AB2Z94TxZqgwZGGZ5Ixkkhy/2h58fO8bxQDlaR27J1dZVAWQYV2Gn1WTCj0kU4DUGFmOgSH76DJLN6tWgigZ10zA7h134QLcZQAJMEIYUJvQ8jAngQmGAEKLZIJQLy5rwvBIyPYAi7hcgQ7M0Lz/7EhHtDz1v93PLvR7O2Dcsh1njHEDSvvH+8LEP+lhb1s1fEwX4c9jtldQpkp8CUgGp4LuQDfgg2T8g/bIjwhH6zQEAoEEoTgWkrcuD0coE2hvJIAfZaAaoob/kpRwEE8KZApJCke5/9n0JfSOZL9bHt1w+/HqDY1GAvxKYnSNGieSngLxQcDyX4X77Yj5++TbIAn/78tH85duVjfVcMlyrXh8kuwckQqQIJZKNASSnAtICiECRwkOaeVWBNAJIaB8/mAUiICn4bb/4EqufPOD9Y1vMUOkYZ+6LAvxatrzBdkTyU0BeChpH8/Wnj+bPvxwHMFs6WwIYUkjC8TnaWdrPm7/fB8buAZkL4DUgAVz4Z+wZZHjLlC0nNgMk7xCBOkKRjhPHELJQ7BcHJJ5n25p8aDsL9kUBfoPgWisuiOSngFwJkJDZCX/sfW6m99dffhpvI5NdrmWQ2g6zNR8crxKQuNwKY6QZaHKeLlVOyCCLmSyHID4zHckgc4CENigcYQz4kWSBCsjmE//W8UMB2dPs6dsXURa3ZCkUAEnhCsdJ5lhYfm1teFofA2HJDrcMyAWZT/aXebS+yT9tJwrwJdvT8zaZGI1VmkEKg1lLgzr+Yv788Yv5zdb5zfzlY5vng5pBXkCXS+xCATkZCgrXuJSrgFzm7yL5SQEJlem/sgxGZyIEhh9/+sX8lQVW+9xwIShbZ5Cq77K+JbIZtQkFpAJyQeYMNjhqYyzOaPkIVZH8pgBShRuFO1UWDoCYNZbqWfbijmaQJbmuf17qfJARbfIZ5ILArllgzAKXyEJkYwrI4iRCJD8F5IrB0y6t1rKSn8zX4/z+tM4gp04CtHzUndT5FJBtYLEENFu9V2RjCkgF5FYDMwda63FA/clLOuosRWdpLXtR8NIlVl1iXZCJi2xMfb7o8yL5aQYZZ/2tg+RYfe0A6ZZmQeGif5lnoGN91evT7ETqfOfOIEFvIpuQ2o6W60ae6pPTfJLLS+qjd3aJYWSmIapspA7ewVs/bgfIvKFoBpmXyxp2J/KXFTLINcaqbVzOzlT282Uv9VEF5BpgX+GHArizKCDnOw+X5dRjqfOtkUFO7buWv5zdqOzXk73URxWQawBS2yg+C7jGoCB1PgXkegHxGu1MxzTffqQ+qoBUeN0UvNYIKlLnU0DOD3Br6FHbuF79SH1UAamAVEA2tgGp8ykgrzcAK1z71q3URxWQjYOjOkbfjrGGfqTOtwYgoS/67/pksIYdX3MbUh9VQCogNYNsbANS5zs3IKEfLy8v+u8KZSCyscZ2fU3AFMlPvwep2c41GX0vY5E6nwJS4T13AiOyMQVkcfIvkp8CUgHZC1SuqR9S51NAKiBXA+Sf7oy5hX/CSYHUR3WJVSjQawrgOpbzToykzqeAVECuAkgA463EOeFYpT7aHJDQsP6bLoMWBqxyny53kaNMDC6iOlf4JR3ox9wArPf1DW+RjaHdCqHRIgZdvA7hWEXya73Eqg4536lECkODz2xV9peTPQ8KIl0qIKvw3h9P5rCbr9PVAb8/GnPcD8bkTrcfh8jGME4IocHteJPHwrGK5KeAbG+4cx1TpDA0+MwW7p/b9q3ft1T2PJCI6tsSIHcHc8Lgvz+a02FHbG1nDidjP8d9zp/c9fw1KB/vd7VU/n86mF3mjdTd4eT6BDQyR7MnZeBa+jmaIxTjn1D33hzDfm485XOu+QhJOE5lVb53qg+KbAzjhBAa3I43eSwcq0h+Csh2BjvVwHl5kcLQ4DNbuJ/Xqccy/S6VPQ8kovo2DMghWwgwAaa8QPYYM0QAJNk/Mgjuj6YMV6ffAEgAo20/hST4AZQp17M3R5wAQB2ObGY3Bm8P0iGEMwOm9ROAz/VRkY1hnBBCg9vxJo+FYxXJTwEpC6BzjXjKfSKFocFntnD/lPa0bNT9UtnzQCKqbyOAtFkRiffHI88gvRwBTAAM3I5AIC6hOkAejylWIfMatJ3NUB386pnazhwoeHkfMxDOA5XCPNoPLwvHSX9gIBsE5O7xnbm7uzMPT+6ltuf7O3sM5+h58/ZkHvw5vPb+8TV5MSi99948Qwx7uk/qc/e+Mx9eF7xEp4CMhnlNQV4UVDNgxOCsgJxvF0tljzrArai+jQDS+hgAJQT4vcmtUAJDyxlaTTcROpiJRbjsbXZ5Oh3D80gsQ5hd3A318GXhZDwvJsK61k+4FvtKY4+oT0F+Y23IrotsDOOFEBpov3ZL4AWARFje3YIjTfQAACAASURBVAHcXs2HdxGSybXXR/PewpKCjgOUAfLdo9lhX5duhWMVyW9TGWRhFuZOy4yKGnVv+yKFVYwH7j/bmFT2yWw4CSQZnYh0uVlA1n1NBAuPNAcwgE6RccmFALwkO0VgD5dVnT+k9ds6EmDCdbyXlM0+h4TruBwc5QBjppMDOE76WvCfJf4qsjG0TSE0nF1zmLkMMmaAADdS5v7JJNcCIGPm6QD6zjzcu4zUQZZAVwEZjWloFM4oE4NKHCDeC3ZGlyrgWHJfaeZn+wKzycQNhwfU+KPTpY6CToEBQtavOLZJBo+GT7bzAHlh2YOek9k8BjumgyRYDYPUpWXPgSnS5dYAaVVyNPuivyBkok0HX090zK+jPtOXY5KsLrME6uoGezmagwXSIf9yjQ0a3lcRjPYcszFDYgn0N7E57DP2FY/dFn1+WCM5s7UMMgO6YOcku+RLqWZwH2ab9+aDX7IdAvLePPiMFK+FtkiME50TTgakPtr0e5CiIF0wTmJKYRfBtNwA84YdHBgCNTpPAme4L+P4GYfHIJ3UmdSVOhUvJ1JYxVg2K/tEli7g0bcQX17SwJkCNQaoqRMSKv+lsueOK6pvE4AE+/fuiAE+0Rfa9NBPwB/Qf3M6i/JH3yxMjkLz2JbfQj/8G6vB98g5rH9/hLdWGSAzfjno70RAhrH6F4ISe4SYh/LLtI19nbIV2RjGCyE0EjsegA6fCyLwYImVLqO+kUwyZo/hOeP9E1umJRmkrSdmpQPo4jgkW+FYRfK7yBJrFkTM+F/guUB8ppEYr9AA6f3VDNIbLLTBP6fDgTxvwYwxBgPaL9hPy5MZqcApigp7Ij8R9fRUXOqD+0cdrDPZ87nScV8IkiFY9Sn7JLC8vdkfyuDnBsebACSBEQZ4CyHuKXBMJ5IIPXI/v2WgUzoRinq2Ns0ySOur4X7+ko6zIQqskI1a+6c+7Tt1OpgDiTcW6L5+AGycsLFxFfzaxQLyZm+h3Ki/Vu4rxoscRITQSGy0AMj4vPHO3N1n4hG7D5dfh88xEbi4jYDM1psbV+6ccKwi+V0EkFTpyYxvaNhoQNYhuIPxY3RgX/8QkPwGBB44sTf8w947w9ARqJM553OvhqdBnjrTEPo4ntw2q7DXe2MoFAGWn9K3w9CoRYDsUfZgA0x3OfnYcyFQ9iV71AFus7rkzrxlQA70NQQaeFuAVE3HcM3CqDA58m6LdYG/JdlZbsLsJ9iYtVHf5feirSXxwvcJoIl1uHI8LsAxjyuVYwJ1bHfuVmRjaHNCaKD92i0DHT9Hl0IRgu5cBN37x8fB2634liuUTZdc430KSFg2AzvKGAwCBx0CDAgAyY8TQ3fWnWRQicEjAEu/zOHvh1fU8Q29pH5yP/YvnTH7704NAocckiKDbwLIzmRPgmdtIgT671X2SWC5+QwS7Asmn87OrB8RHXMgDLMtuA+eK8Kbq34idIDvRtIMM/WrYR3p9Wg3Q7i6/jjQhRgD/aXPJMPEkgMybQfHNtYfLLdkK4oXjQEZQVhaWk1f4JkLyJteYnXGOpZpOYNFSNUCZ5ivMThBO8HgCeAGRmk75PtDPclOHj1MoBFa/243/EUP2yC4NvnQe4KT5Z1q1OABjjSbROP3W7h/MDbWphteR7KH/vlgZOCJ0pG9/ef7b0WL34HrUPbXDEh0CfTF/PNE8FdnV4muMJMjLpHsHvf+KxbO3901V0/W5wv+NAakYgaJg4OG6WSdPYqgxZJyzL/Q/8b6g+WWbEfjBY0PLTLIyos5cdn13jznMk/fl6QcnAt1crDmV8m4n2WPhWMVye9iS6whKCbuQg7o8ud5M8jwjMF59ihk7EsjpKfpbtrvKQ5QVdind1U4gqFIAGn7043sSVD0gY8GFtjHCU4MumTCkgoeIlz4rtwUuUPZpbLnjlqtDwPXlpZYCyCYKmctn58cz5GLyMbQ1oTQSOyYgS5mj/kfC+DXc1ngAJBv9EUdX2/uuSaOQ7IVjlUkv4sBkjkcDYYSY6GBtFQ+BlUwSgjGlQCaTBEHkdeewBk0tD1YXrXjcUtD9oG+hdBYppY6S1VhkD2O/LoE3F+SRe38xWUPssoAMsz6yQtbvco+CSzXuMTK/LVmT3ot9etzyaMaLzhIhNDgdrzJY+FYRfLrH5Aky8hzKz1LlkmmAhIBGAMzeebBllyc0btsBrMcOBc5Ow2OcK9IYdzwyXF7QK4k+ywgfabo9ZnqEgJQX7LngUSkS80gZ03ozgWcrdUrsjGMD0JocDve5LFwrCL59Q/I/GzsHBmkHJAIDgpBPAe89uch8BNgjzlgVWE3kkFaGdns2z8/9vuoG7cSQGRsM5vLy54HkqouMWgpIBWQCzJzkY2hrQmhwe14k8fCsYrkdxFAxjQrzf4yRzQ7o4CpAXJC9fbBvH2VO9N29pR9qYC8/OMDePL8i3QgBvY86OmYRApDg89s4X5aX3af9C07PnJyTdmDnNzyKXtZwgcQ2+2OZc8DiUiXCshxe10AkKz9X1F9IhujcQLAcQv/6Jgr+yL5XQSQV2SkLZ1QpLARhbfszy3VtVT2CsjxCeAt2dMaY21ts9yGr/1YJD8FZD+OLVKYAvIsWcdS2fNgIqpvhQwS+gV90X/XJwNuc3qMv8gj20p9dP3fYtUMMhvkRQpTQGZlt3TGvlT2PDiJ6lsJkLxveiwLoCqn65aT1EcVkJ0AW6QwBaQCUvo1koqtaPC/7uCv+h3Xryje6hKrLrEuzb6u4X6Rs0wAjqg+zSCLP7yvAX48wKuMlslI6qOaQWoGeZasbEvgFDmLAlKBNsEGFGDLAHZu+Yl8vnUGCYOChvXfdBm0MAiV+3S5ixxlYmAU1akZpAJ3ol21iBFahwO31EebZpAq/L5nTaqfdfQjdT4DM9S7+A+O7b+RwCmq39cBZfVfXgY1f1CZ5WU2ZnuXlltNp/Ta2Dhs2XNkkLQTur9OQFY59yVnqfOdG5DQjy0tda/d15Ke7HmcrOjWTdqIHHqWW6lvPEaKyikg+wqsXIl6vE39SJ1PAXnZl+RKerLnCRBCZq/nLCx7llupbzyWisopILcZgLmy9bgvPUqdTwGpgNwifEv2bc9feBJR6huPkaJyCsi+AitXoh5vUz9S51NAKiAVkP65eyOwinxP+l1iBeQ2A7CCs2+9iZzUB4RzvqQD/Vj7ud6W2ivpyZ5vFLC3CMCxPvcst1LfeMwUlVNA9h1ouVL1eBv6kjrf5jJI+LMq/o9bUxC60xfIBhf2p6Qne74lIH94Nubzw+BlF/PZGPND2wxqDG72+sL+rCa3GToo9Y3HTlE5BeQ2Ai5Xrh73rTep83UDSPo3OEd+OAP/9BgCEo4lf9ZNWs7V6/7Gp7ReCu0p7ZT0ZM+LgvN7Y341xvz4fgg/fj/AkEISjqX3ScpBe99/cH+wTgLduf357s5+bSgXg0bl9uNONmYuOzgW3lvSKe+vqJwCsu9Ay5Wqx9vQl9T5egBk+Duc5G+Bhl2SLVbL4Q2+vKgsvcdSF0/Ut/h3SkVtkP4j0Om2pCd7PhekIfOSfhBSENjHPghOSVmsC+/BftbupWVr5Up1Yxt+O0lukvbCBMBPOLAfsP31g5t8QD2hXDnrLvWNx05RuSmAhAr1n8pAbUBmA9whB8c+2FzuGeTeHO3fp94Nn1NaYB3NnmSTACSEE0AGjpMMD+7JAgmyQaxrb46ng9mRei2w9se0Ln7dH7sm3FLu/P7EpeBSkLTnGRTC0qQgSCdLpxDYEZZQJw/0peXO7wAWzz4zfYigGPTrweEk1y8LdKzDQ2V2fyKUJsmNt8f7D33M9R3LYVZMoQn7hXtKfeP+JyonBSSvXI+3kcmonjrWkw8AFwGkXVI9mcPuxbwkcHJLmznQTc/YEIy4BTB5QBZh+mJebN8IUA1wN0INM8Dp/RnWUQqS9jwG6NLWBm6Ej4cUBSHeB4AY+9AML4AxA0gOU9uHnTHf3xmTgMZnYkm9BJCT+hPBaCcJU5dYJeMvwA7bs1uoB8vRfZSz35Z0ymOhqJwCsuMAOvJzY1zherwxXXqHvgggWYYWYeOhya5jxkhBBfeUM0gHWlc+A0ioHyCZZJMuo03POahBUfjw9vlxuT9DOMKYSkGyDkgPQ1z6owEanuvBh4ISgjk/xkAP9ybQ82Cz5TOAxPK5tuFagJGHJu0b7k/qzxCOAKtJcuPtYT9wS8EO+7kPyAPqQbnRfazHb0t94/FRVE4BubGgqtC8nh+49g59UUD6l3OMcRmbA2UekhGiuQjmz/kl1v0xXwdmf2Hrs1cHQMwa8zB7eXHQRQhO6U9oj4G/FCTteRZ4bRZjAYhZYx4exmaAZAkQgvnYBzO9zxWw0f5QqMD5sAzp+2bbLNQ1pT+0TbI/SW7QHp0gkHqsTPlY4HruHpA91gPXEZasvlLfFJAKj+uBxy3o0jv2JQAZ4IIZXADlMJJjlgb34D4AB44RVhZAbNkUs75hje5Mci+Aq9IHf4dbEvaQm9qfHCRLwbQISNBZgFFpZAxMPNjz4A6AQEBC/ZiFlqqnYIC64IMZZa1vFC64D+2N9cfbqYWZ358kN+xjaTxwno4JJhif4cUcyNRxMgLZNJEr7zPpY6lvCshbCKo6xuuZBHinvgQgIyz8sqYZZnwWcNmXblyGNwAky85cG5D1sbqTZ4ylbNEBmAI59jl/j6w/6b2lYFoFJAnGFhoQrClw+HV+XAnuEUIMCFCHhR8Cg2evftnXEIhguwBcCmA8j1tRf9L2JsltTD48g4RjlCfeC2PHSQD0G8/jGMi21DcFpMLjeuBxC7r0Tn0pQCbLmhZaDmSY+UU4uaXNWgKQXMOsNADT3Q/1AcRyzxhz8OMZYiyztD8RkqVg2gaQ/nliIpzKAQWAtQ1/P8ACgDC47qFFl30tRD0kMRNF2ODSb6ULyaVSe+d8BhleUCKZNMAdxkKzTDgO45LBWwF5C0FVx3g9k4ALAzICJ13ejGCMIEnKkiXOwTJpgCK5F4kbou/Ys0Z3bxmQpG7S3nVlkP7lnSAz2ClljwQQdIm1AJCYpfr7AL4UPiQbG5T11yZNLKD+sQ+2P+h/4YUoBaS+PMNnPHp8ZTZxSUDy532DrC8PIQrKGpASJg6WaXFZ10dNuJ7cUI+mJYDX+kP7TfcnBXrQFyz/ST8lQNWAhFkftDFYFsVlVN8BuE6BAqcrWV8JdoNnkOcAZEkWKFME5KBtutRMM/LyZKGkUx4/ReX0LdYrC7qaYW4nw/TB4FJLrBQUt7pfCpL2/CBYk0ztxq/1LLdS3xSQCoftwEF1FX67UwE5nq2eC+ClYKqArE8GepZbqW8KSA26Csgt2YBmkMOfuCPPFM8FRVpvKZgqIBWQFqi6xHq5JdbfvsBven4xvzUK6n/95afx38r98k0h2kjefEY6+VgBqYDc6FJtzxOLUt+4f4rKKSAvA0gLs59+MX/99sV8hG2DoA11/vmXYxmA0JYCsiyfBjrgTlg9VkAqIBWQ4VFD8SWiiTISge/trfhzeYnPKiDXBuTRfP3pYwoqAFeDTFIzyLV1ubA9BaQCcmLwbwWRpfWUIGTPX3hMpb4l4FNALgxe58gmLAg/mr98y/Tt+Iv588eP9QxwpE+jGeTI/dyA9Dijp5YyXAGQoEMIGPovL4OajavM8jIbA9Cl5VbTKb02Ng5bVppBXnrQvbdPBZ/bt88bv/zissdiwPpivsJzxJlLrqIM8uNP5utRFvh7l3nv/cvZQXJuJUAmbbYEvNbVz3K96mKyLiB+jPrGFECOVqZKGhc4kVHrjG+8PljelQNS9S2bSOTkJHU+WOo659c8cn3Tc/P1qrK7HtlJffTOrkeTwJ0zAlFlI3Xk6r3lc+NAm2aMUJ9dvvVLuaCz8M9mpQDIdm/N3rLuxsYu8hfNICdNKMdkrtenxYtbl5fURxWQa4E9By4KsYXPIH/74rPDb1/SZ5nwfFMBuWowljqfZpAa1G8dVJcav9RHFZBrAZK10zaD/Gb+gm/C5kCsgFRAMvu7VGDSdnVS0IMNKCA7DwhNAQlQHPuOY8gk1UHP7aBS59MM8gZt8U93xtzCv87jr9RHNYNcQ5G5rI4tr4LC4F/1y/6FvoblVX7df30E685+xYTfo8eLs02p8ykgbwyQAMZb8a/Oxyr1UQXkrRisjnO14CR1PgWkAvJqgamAvDHjVsCsBpitB40uAfn6aN7fpV8roV8xofsPT3nf3j2+M3d39+a54Atw/f3jq7UTVzbfnq3/6Z58xeXefLB158vf3T+JbA/aLPXdvD6aB9u3V/PhnRtDKA99EbaxyDY7h8aisXGb6HysUh/VDJIrVo9FwaipM12ZzKXOd/EM8uk+AG1MnxZ47x7NDmAC24LOoBxCMlfn8/2dg1iA0pN5qNTH67D9KMDMXstNAnx5uP7w5AAJQMZ+uvPppAD6idd5H2Yfdw6N2ePK2ULnY5X6qAIyp1w9p5BcYANS51sbkA4gJANkgMxDAYByl2ZYNvsj9YCsIEMlIKIZKewjbDggI5x8OxxwFIbQRgWmsa4UdhD43diHGerD05N54G3aNqA/78yH12Fds0HSOTRmjyvnK52PVeqjCsiccvWcAnKBDUidb21AugDogIDLnBZcFng+s6PjLp2HMn7JNixpMkCG81CWgDgF5D3JHl1mlyzfhizTQSrci330/eMwTo4pYN/ezPMjtHkXsmALzgBdkA0BP2t/MUBaQSM77ghzPhmguqhdWzw+1AtsW42V1tlwX+qjCsiGQm9qYNqvzUJa6nyXASTJiAi4uO0CjCTP5UK5WYB8Ms/3LrDzwE0h5wJ8JqMbAxjpk3lzGSousT7bsT+ZD/cATA9FKB9g6ScBeAzX7iKEuLxEx62ggYDEvtFYgdcs6GN2bGVYu0braLHfaqwt+pKpQ+qjCsiM8ETGrvdtFmDn1q/U+dYEpAUZX0osHZPAWwYXgwWBUe6e0hIrLs3CPTTTQR3F8yy7A/+bAEgEsQMlAPHVfLh3z1J3j/duKXUwYSBtdgTIIF+iJyovN7mAMUZAgvzDfQyeqBuso8lWAUlmogoLhYXaQLCBHgGZDXoDIAx9OgIqvRaB488zQCawI+2EZVKEG9z37tE84ws0HloGgns4z7I5tLWQEQ2fLYYMNFlizWShBLShb1i/zTrZRCBcS+WRlS8v2wgaAXTv/HKxnei4LDhcy0Cwdk3Ufz6e2nGjsTbvl++z1Ec1g6wpWa+FoH8uQ73GeqXOt2YGmZUzAVf2un+5JYGd9YkMaOYA0mewmN3YdvzXMRDAEdAkm5vhl9kMOmRgbvl1+HbusjYHMm0EjQg6gLc8S4z3DbPLQV9nyDipo9FYkzqX9oncL/VRBSQR2rmUofXOmG1vWC9S59scIGnGZuFCQMkAGTI4AkHwg5ClYQbp9WxBeE+/GwlZ4TvzcI9LrwCCNJuDe+zyoM9C7VdPaL10AgBlwgs4DogR/B4yAZgkK8Z77P1p+5P9+izQiICEZ8Y1CNauTR7LmH+eZazt4ojURxWQY4rW65pFTrQBqfNtDpADOZDvMDJARvikQQ0zQ/780ALS/0BBaT/AFfpBoZgshQIw3HKjAzKFGoEJgBuWXz30ob8WIBSSFLYdAbIEOgVkams16Et9tHNAwkwvGrsbcOoANSHAtWhM5K28Hn5VYxBs5ModG7Nev6wspc63BUAiQHhGiMcBhASQA/vzEHL3eH+m8GFLuRaQj/jLPwRwBIoBtN6P4B582WQA0nt4W9ZlpMn3Gm2/WHyBczw7buWrjbKqGNOg7xH6uFQd5Sy/NtDZ0jE3GmvzfvlxSX20c0BCoKNAzAETy+Qf1KPTcEFbJxT+qga/99qPowM6mYYgmHEaSdlamdq1i8n5ifzFhSfZz5zRvkqd7+KAzOiTjqPHfWsvyYs355kMAVBLsWO2XFpBI0w4hoCME5r0mvXhwn01/774WM9ko1If7ReQQZl58MEsqWbA4Eil6zwox9lwnHHhueGD+/M45GxDbG1AQe4ZB+NtScrWytSu8bbWOn69N4ZCEWD5yf2+qFRHUudTQF65L3GbbQVIvjKGy8W+PR7faBysXZPat6hcw7GK2uOyHjmW+mjfgKzMFGsABIGOXYcyk35VY0Tg51DiJeqMDpQCkjoZ9ktStlamdg3buPhWAanPoFv5fufQaOprnY/1xgCZyfz823MhE4Tj8AAe32LzS7b2bbfKr2q0eEDfysnOXM8UaEnK1srUrjV11rkyAzjSbFJYj9T5NIPUDLILOxfa9aS+KiDPbNxh+a39Emt8wI/PNEd+VUMBmV2ulgCuVqZ2bZIznsPBP72bBUfotwLyzLHhHPpeo87OodHU5zofq9RHb3iJFeBI3pBDBwEw+7fezvLwGtvpdDsFWpKytTK1a02ddY6sIXuc+ZccpM6nGeQNghTAcQv/5vjcivdIfbRfQCbCKsDMloFr5SwzWWL1y6wf7Cvf7B62/BqXY2/LicvQekrl7H8GzMm3/LyyXN/Kvw2Z2NN5dSp1PgXkefVw8UnWijanY51mS1If7RSQCETcwuAdCDGrG3sNGwJz7sUSa0h2yRSC+rBe97US+rwS/7RPJtu8QgeoAY07oaRsrUztGm9r9WPNIPXlnCv079X9qFMZbhqQEX4UkHGGANcBlDbAhswvXgcjgGtFQFqlsRd7ar+qcUPPIKvfo+LGHp4Tpxlk/CO09wb+rFAuy7QTndo13taGjqXOpxlk6rMavFUea9mA1Ec7zSCjocQsgyyJFqAYsj//Bitmm1zoAFj4nUf5r2rE/vC6rvGYy7w20ciXxcmHy9LzZZxMa9e2Klup8ykgb8uvtmrP19hvqY92D8hrVI6O6boDo9T5FJDXbQfq5/3qV+qjCsgNLd2pw/XrcFQ3UudbA5DQF/13fTKg9qb70+OC1EcVkApIfRmjsQ1Ine/cgLT9+O7OQDv677pkILKxxnZ9TSAWye+7O6OAVCNSQDa2AanzKSCvC1prTkJENtbYrhWQBYGqMqan8NdkTDqWafoX+YvP6uj3dEOALfgh6kFUP/6ij2aPV5k9S20AbeYmfpxgwq/3iOSnGeS0wBeMbSSAabnblqvU+TSD1AwyTIomTmRENoZxagI4Nh+7hGMVyU8BeduBfPPOgAGgs63U+RSQCkgFZOMYrIBsLNDOgqtCa/v6vSlA/vBszOeH4TLmZ2PMDwrAuQAcu09kYxjbhNC4itgjHKtIfppBbj8YX4VRoyNfyVbqfH1lkA/G/PphCDrJ0h/AkEISjn98P17Xj7sKRN8b86sZ//A+Q50/wlgKt/LydHz2XkG/8R4Yp3nOj/P7D4UOZE7PmEiIbAz9SQiNq4glwrGK5Nc/IOGn5vA3UxFm8Cst7Jz9KTjySzuZvwXJf1XH/ZpO/Z473g4anG71zdeKDUidry9A3hkD2aAFyAicEDIAlLEPBSeCBbdVQGayT+hfFbzQ750x3+OW1QHQwr5jH+h2CiChLNQVZMbaovXi/mj/BXX4ukQ2hjYqhIYCEhnjt/0DEjpKgZgDJhmU/cPHryx4j9yDRqTbILf//x//Z/P//Xf/ffj3X5+JjL2camVq1zbhhPBD5RBU4N+G/2CyDaIYnKXbLLQKwOFlOWAACGsCMgCw0N9w/c4Y6Kv0k0AZ6mYZM4wzl0naNkiGyQEpzbQzuusRkPxnI3lSsorvCycDIvl1DcjwQ9blLI//RihXELxC//7x0TyEjJL9/qpCMUAxGO/zP3gw/oP54+2j+a8elAkka2Vq17Yg79f7FIoAy0980jWcMAT54dcrxsbqg942vuZRAI4EMghIuxwpJFICJJJVccBwcARAe4jlmitlkGFJlACN129BWHi2ivcP+v7gegHLqNj/Wj28zcKxKMCjDQqhQW148n6I1/wPF9R9ZXI7OKbSVjhWkfy6ByT8hY2CIACGKSD9X/54fCJ/xioF4vO9O5YtryKY2XJuoT+lfm7tfMz+UkD++o+/BF3UytSubU0Wtr83AUgClCxAKoCkz88CoDzUAAQIyFygB2jS+0MZ0p8c5Pg522cPIgso2l8476FHM8jQFvQVysPyLTy//JDvM/T1MyzR8sbpsa8jK0MCyKRtMgGYcF4U4DFWCaGxxD9jcpICMo3RK8BSOFaR/K4KkDCDuX8yu9eYMabK8QClfyUenl0W/zIIUeYN/bkrCeBqZWrXljjgRe4FON7SEmsVIPBsjwXzKRnkIPh7CNYAyu/BDIyfh2PoCzx/zGZwlawQ7kVQI+Br7dC2sTw9h/tTMuYSULGuzFYU4BWQYVLP44dIft0DMiyNYjaXbgMAbXrvM72Q6ruy8W8T3lmAUkHBrEe0Tq6ANDeXQX56NwuOYF9S5+vuJZ05gKQZIAdGLYPEa58z4M0AwX7toQYuyPxs+5U3WDHZo0ACkCFUaf/p+VJ/aPlSGXq+1n9aTrAvsjEF5JUDUrjE+nxP4Fi5h8LRvEFGmQKXPg+y++K6SLaJRrnRrSQDrJWpXUvl37nMIHukqw0T9CkKXj4IUpuzEIDzI22J6kdQC4JtaJcC8jPNuuiSJcsiaf1iYMCypwcjtCnNIscAM2j/vTEAYGgLvvpB+2qXVQkc4Rq/HyBJ+wbtj30QtklbXmZj/c/dUzgntQFrS8JlxzG7q13XJdYRp60Jb/m1zPIo7w/LHGngwf2QcfJ7M8fDZ5ydB/TMGObIXQK4WpnatTn92eI9ouDlAx/aJmxDAB/Rpaj+JYDkYLAwoZmeXx4dgwVepxnbd+SlFQz+ACYKIjzPt2OAGQAO+uyfQfJ7YYz44gz2M9n68Q5kQfTE2+P95ce8D/z6hGOpDVj/UUAOJp0i+fW7xIpAxC3AyWV8uCQKL9okwCNf8cCXcexXRPAZI7kuCbrJ8qsusd7eEuutZpAAiUEW1CiDBEDAhy7LIhQARPgyDZ7j2zHABGB5gNt2yEs6YyAOwD43oQAAIABJREFU9xMI8j7Q46nlx/pP6x7ZFwV4nGgpIK8LkBF+FJAxg4PrAEqb1mcAuByQrN0bAqQpfk0Dv/LxD+aPYpk3U74/6k8yQdlyGVHw8gGwqwySB3ALLce06hfsMZjXgAF1JZlkBkKw3AqfJJtk2WoOrkn7/hlkKEcACeVgjEn9pB+1/sN90s9gguHb4PLFfs/YimxsRUCasIKXvsWKCc1q/iycDIjk128GGYNpXNsmzwsRit4AJn1to/BccVBHodxqikbjvsA2LpO6HwtwL+gQQL69mXwZp7fatVuQn9T5YEm1K0DOCNRhWVjvjUvkK8hCZGMYO4TQWOqbPFYnK3zYl3NvhWMVyW8LgFyqNL0/TjZUFuvIQup8CkiSva0AlWuCucjGEEZCaFxFfBCOVSQ/BeQ6AfMqDA+dTbeD5xlcv1LnU0AqIOdCW2Rj6KtCaHA73uSxcKwi+SkgFZCbdAJ0/E63UudTQCogFZCNY7ACsrFAOw2yCq7t6lkBqeCbCz7pfSIbo7ENwHEL/+iYK/si+WkGud0grADtV3dS59MMUkEqBSIvJ7KxCiBuPX6I5KeA7DfI3roBb3n8Uuc7NyBBhtAX/Xd9Mtiyf/TQd6mP3tmZychMQ1TZSB09CEX7oBOCNWxA5C/+rc1zfs1jjbFqG+pTW7QBqY8qIBXso29lbtEBLtlnqfOtkUFeUg7atsKzVxuQ+qgCUgGpgGxsA1LnU0AqQHoFyLX3S+qjCsjGwfHaDUvHNx7Upc6ngByXpdqbyugcNiD1UQWkAlIzyMY2IHU+BaQG/3MEf61z3K6kPtockNCw/psug1sw6l7torXspc63BiB7lbn2a3qMoDJrbbO3Vp/UR5sCEhp9eXnRfzNkIFJY40xnTafo2TZay15U3wpvsfYsc40Ty+KkyMY2HC/OHZtE8mv9PUh1yPlGL1LYhg2+Z9toLXtRfQpInUjPmEjjxEJkYxuOFwrIBcaBRnJN22s3eBhfr/pqLXtRfQrIbu2hVzul/RLZGAXkLfzMnPB3WAG+IvlpBjk/46PG2mJfpDBq8Bvbh/G1kNM56mgte1F9Cshu7eEcNta6TpGNYYyYAI5zZ25nr184VpH8FJAKyLMbrHdSMMjWQaJVfSJnwWAj2IrqU0B2aw+t7Oqc9YhsDG1VCI21YsFZ2xGOVSS/LgG5Pxpz3A+cx53uB2itjV+kMDT4DW5hfK1l1qq+1rIX1XejgNwdTua4p368N8fTwez0kcsk/xDZGMYJITTOCi7sy7m3wrGK5NclIF9eDMCQQhKOT4ddYkDU0Tg86bV6EN2Zw+lkDjvqsH5/dzAnU/+kjp6pY4LTixR2buM6Y/0wvrouUvlVdbg7mKO1B9Df0exfXkwo74xhUlutZS+q7woByf1wqG+vLyhY+2QmyFBX0HHWr6DuWqX+WgXGrlvOngZ9F8QDbL1lXBj0w49dZGPoz0JoKCDZ9yd7AyQ4wOgnOA9xtnDOBdm6I9FADHUUAIlOuD8O4Pzy4tvGMg22kwweDf/tzRy/0vG8mP3vUcmnbz8noGhxba4TwfhKzp47X7QFr2unY6eHw+EUdCTXfZTbXNmXZCGqb+OABDknk9Yc9JhfvgBk+LkXeQY5WbdZ3416p3YHdRuAJ4yjAlF6z8uE+pP71o4XCsjBj6FIfbSr70FyB8g6IXUwO6vzM76cg1rapjNCKBZneOOAtI7DqH06HEycA48AVugMIoURMEJwjgD8ao5vf5jDz875LQh//+qBBNd+t1kWOOmia6z9EiBy52F8U4IEtwV6b04noKLjfk/04pUmCHZF2T+RPzL79DRwstw44VyxPiq/jQPS2tLR2z71Q7D3AmSiP4PfMafCw4q+ajZB7SPsiwDm+0Ljio0ladyAOp3dkfOsfjfsdKUr9EUYB6TlRTaG9jYTkLvHdwb+2szDk5t04zH+BRo8DzZ/jmsl/6qeF45VJL9tZ5AQDE/mhBmgI58NwtGRXIYBS3BoeK4YHucclQIPrp/M4bD3gPHHZEl2j0GCtIFtTdmKFIYG77cxe0wh+PL1dwbPCMjdtz9mX6saJusbLwvjq8rDBiWMkoUtDWIA+8PRHCHQ+qBqA1gIsGAfJJhV9JOV/eu9MRSKAMtPryJIZuvj8rkCQMJKym4HGeCp/Dgi6MxNXlzWOfQjaxsAWq8/iTmglSSZLNUzA9jA/nwjccKMceHF2GzXmhYHnhuHvQfrr9VD+9NwX2RjaHNCaCQ++3Rv4RgAGY7vzfPbk3m4u4vwPMc17PvUrXCsIvn1CEhqrBDwEuMHQ/QO53bdrM6WIdemAZICkTgIGLOvcwfPvLw3Jv2xS62V+yc4hEhhNWMJGeOLWQLBNCtNwZo4UK0vmWswvkGAovIh+suWS5bn3MTmuIft0extoNqbwxGA6aFIgm22PtK2SPYKyLr+UJ4IDTgmOrO+DCANz44Rb2wbJjjMF/27CTQ+RL06e2A1lQ9PB3Ow7zkcypmsvftoYPkeJ2CxPd83OlYc/0pbkc2iHwqh4fw7wo9mijFDTAH5/vGVZI/trs2ONcKxiuTXIyDLVu2vhBkpGKl3DDhHAmwTQEJ9mIHY/dizZCkv6c/QqQdOVXAgkcLQ4AfbuLz68vKzOfzBl19T0NUgWLs222j9smNVFkR/2XIk2Mas3QMS7ODo3oTcHY7upasJwWtU9gBHmk0O5B+f+4KMRuuD+68gg3QT2P0IZFyGfzgczD5MeEFvmYlldVJDfL3gQwO7mWADcK8bD88YnU+zEBCDQW6vAvlBH6VjYeVENoZ2KoRG4t+vj+Y9yRIVkCjMzFaqDCi3xAAi2JxRDgyWBVE4PB2P7sF/0YLTZTZXBYKs4Kh2turvY20uGV/tXqmMEyP2uopQezGwvApl4rl0+XVJdplrW3pu1DaK+iMRKJmMFHTn9ZXqGfWd31Zl/+ndJDiCPKr1oX9dASDjRIXIlUKJTGrA9qM/e9gR1YbdElyCXjNgZfAIfkb7UipDzsf+kfGQ66FePDex/sH9WM+MrcjG0NYUkINHIyL59ZZBcgOqGSz4i12uQSf0DgR1wH35pRj3FZJ4rRBk0WChzpFPuuQqdCysn2xFCkODp9s/vpHvkAEMXTazOUASWXA74MdZtYTA6oNvOB7XSVX2kD2+phni2KSgWh/qbvOAJM94swrxjkMmNdGfC35XzCChLQ9G9HeJvYwBrNZv3/2qf4/VL+njzDIiG0NbU0BuHZCVGWUOUDT4ZRwmABIcgDgoBFp3CoNmwVHRaIkDxNkyeS2dXOdBfOrxJINHw0++5uGWVjF4bw2QIXjSIEn1R2UNZXD52y+zx0mPe4mi+NwIdUu2c2WPsuZbUX1bByTVDZFl8tUH5ptBx/hoZMy3bb3kpRjfDtTD/Trrb9RmaB8L+7F/GB9GthPrz/ax0JexsiIbwzihgNw6IPOGKDLYjKPCKfqJwfPKAMlezEkCdbiWLrF2+TUPCkUbPHEZjWQpdnKD58FePAhR0TAR8ooHfdsgSidSlUBUDTaaQWYfm4B8qV+FgF6BRvTnwsQ0sQP/kpz9+s4wPjhVp49PQh9Q15W+DMomS8DD9nLlk8kAtrnStmqzCEbcKiBvEJCBghA00ww0cVzvdPatNQymY1t8y22sHF5nWWrWmUYcZ5LBe8OPX/NIHRp/ECBmke46PH9EiM69hvdP3cL4SnKJ2bnvZ3iZg01ofEbiVE9hicGUBUwoKIDkHNnXxi+qb+sZJLNnOyHx/pD4HynnABnfCEf3GWzR/8Z0B/YANyf+V4kFpC84mRq0nTlRXGadCOCS/c85L7KxhoA05/gqR61O7PvUrXAyIJJf788g5xjOVu8RKWyqsXRUHsbXq25ay15U35UBslfdXmu/RDaG/i+ERjLpY2+xwrX4Jqv7DiR8xQPvOcc1rHvSVjhWkfwUkGnmdUlnEikMDX6DWxjfJeVba7u17EX1KSC7tYearfRyTWRjGCeE0JgEIqy7t61wrCL5KSAVkGs5BRhkL8GF90PkLBMCgag+BWS39sDto8djkY2hzQqhsVYsOGs7wrGK5KeAVECe1VjRQSU/FECfD628L3IWMpYxmYnqU0AqIBfYucjG0GaF0Biz601cF45VJD8FpAJyLaMHg+xxJg59EjkLBhvBVlSfArJbe+jVTmm/RDZGbRXAcQv/6Jgr+yL5KSAVkApIBSQNvLrfT0yo6UIU4CuAWMvve21HJL/WgARhQMP6b7oMejWklv3q1S5ajhF9YLTOFTJI7Euvctd+TY8TKLNR+1I4hjdsc7ICOebOJ+fOAcikAVXSuBJURlcnI6nzwQ+W419MgC3+gPmYD4nqV7u6Orsaswu9Lv9JSJEPKSDlAlXjU1lJbUDqfApItSmpTWm5trYi9dE7O2sdmW2KKhupQxXcVsEqz37lKfKXlZZY1U76tRPVzeV0I/VRBaSCXZeiGtuA1Pk0g7xcgFQ43bbspT6qgGwcHNXxbtvxQP9S51NAqq1ovLiMDUh9tDkgoWH9N10Gt+AovdpFa9lLnW8NQPYqc+3X9BhBZdbaZm+tPqmPNgUkNFr77o5eK3/HSqSwDWe7PdtGa9mL6lvhGaTth2/Hvmug+/FN4Y3LQmRjG44X5wa2SH6t32KFRhWCZQjWZCNS2IYNvmfbaC17UX0KyKuB1SUmHyIb23C8UEAu+B3CGmi2eu3aDR7G16tuWsteVJ8CUgG5IIsV2RgF5C38zJzwd1gBviL5aQY5L9s7R6AXKYwa/Mb2YXznkFuLOlvLXlSfAlIBuRYgJ4Dj3Jnb2esXjlXqo/oMspNMVqSwjUGROgOMrwXMzlFHa9mL6lNAKiAVkO2/Ynb1gNwfjTnuB8HUne4n42sdqEVBVQE5sIsWemgte1F9CkgFpAJSATkngAEMKSTh+HTYJcFxdziZ494Bk8OTXqu3vzOH08kcdgXw7g7mFGC9N9Ctwed0MLsGWagoqN4QIKs63B3M0doD6O9o9i8vJpR3xpDYSt0GrvuveUx6geTzwLozJ54j2L7/YMznB3/8kClrjPn1QyzPgfDjzpgfyG/QJtffG/NrvsrkbKl+qPvH9+W2k7ZYH3L3/vCcNFs9KI0J5Du3T6y/k+KFMKuiKz6b3ReOVSS/3p5BQpAb/QRg+eCYCYghWI6CayogXTCOAXdvjh0C8vTtZwuI/e/uS7h4jP3G8+AEtWstnQQMEtuXbIu24PXvdOxs4HA4hQmUXPdxUiRylgmTE1F9PuCd88fKbT9YYJ0EzLF7B4Ak8LT3PiwAJIMW1AeQqgEGwDb2CfdnAIywzQGSyuLzzpjvaf8K45T0x/C6aL3lfZGNoc0KodHS3y9Wl3CsIvn1CEjMCiGIQrBLMkcOQ8jwjIcWXMt+Uqi5KjA4lgHJqzvuN5JB/v41gMiCMBx/Nce33222BbIdvYbO1WgLBikBI5apgQ6u5T5ZHQkmMEVneSJ/ZPbpSbwcVKyPytIH3M0CkmebP7TOIDNwkACylL1JAAvAz30CVH2fpgCy1p/vANLbBOTu8Z39SzQPT24Sjsdoz3geQFm71hyk1w7InH0m50IGCcA6mRMukRJ4xuDqs0ySSQ4BmdRujCFLrskSK0L1PFtRUKUBdrAf4YeQAQjGDDEF5O7bH9VrrQ13FJB8RsLVAsdB904H+8PRHIGVHoIWnAGIYB/p5AjlwrdZ2b/eG0OhCLD89CqCZLY+rq/eAMmBl5N/OOczxSSDzAAtybrCzeM7HEhYjwSQY7WX6sY2YEszSLqPZW4dkE/34c+0WRCG43vz/PZkHu7cn3EbvcZ9osXxtQNSmkEi6CAo2ixzNiAJEAlIbRAlgCxlLeCPtM88+EqPRUFVYkB/fAvPRDcHSAbARHZEFy8vMPEBufsJ0P5oToe9ORwBmB6KUD7Asj6pEcn+2gGJwR+gh0uNeK60pYCsLSeWsiiAcvZaZvmzBj7sL/QhW5+HNwUs7Oc+cD+Fot2HJdRc4cI52p9CkXh6SxlkhB/NFGOGmALy/eMryR6H11pPwm191w7IaDiFvSSIukBpM4tzAdJ242SOR7bc62GKoE6COQet4FgUpBWQ7tnqESc1uEKwM4eje1lqdzi6l64sNNMXu0o6GpU9wJFmkyN6GK0P7vfQwUADWzw3FjhE9eOXoUtwK50fgwy9LyxJ7oyBrCqXnY1BMLzkQ8ZP26D7FHD0PO6P9T13f+4e2mcLSPayT7MMUjBmHBvbSm1gCjTG7C5cf30070mWqID8+FG8tFQKQpLzcWnUzfhDdoiAIRCE+uDwdDy6N03hIPtJl9lSoEGAxWBLswwPXqjPA5n2hfYzrY/WMW1/ksHXAvSWM8is/sjJweQoozunEGsb0sy+KvtP7ybBEYJItT7UnQ94fQFSkLlZoJFyCDgKEgodChsa5AFWcO8ANhVo5ABH64R2xz4JxN8b8xnesoXnp/iCEXsuSMdl22LX7bnCSzo4dtgWP9huZdx0jH5fZGNoa8KsKgAQ7yttFZDpnyCRKgPKSUAoLUOhxO+BOGiXVnHpzQdGKEcBlrsvBs4SID3csG72wtA+ZDAO0rG+aVCkfZPKeNSItwpInAQJtqDqwScsp/rJTTge10lV9pA9vqb+MKaDan0YdHyg6wuQI0Gaw4IvsSJ8KPQQEkmQByD5pUVaR1Im0xcJIKVLrNAW1IflEerQH1wihTJ4PvSNwhT7mAMkASmVR6gH7oUyCsgxf5p0XTgZkPpoJ7+kQzK2QeTLnKDBj0AMgRMASaCJ19wpDJpzAOnfZvV9SOvDeqdvRQrD4FrbbhSQYTJEnx1S/dElUygTXsBxthMnKal+UO+1bTPZe72I6vOBcnOARKBA/yncAjz926wImQEg/XVaD9yLmWgCEASQ3zYFJIETZng2o2XfVeT9z/Y1B0gCUgWkubvTZ5B2aakWiKZeC0GzllXQIOrLwSn6icGTZ3xyQNq+28DsX8rx+8nXUGr9HLkmCqo1MOI1Bkizha95UCjaF3Bw6TR9E5Vm7i8vHoSoaFh+9YoHfYPt4NutY3ZXlb1mkP7ZKMmIEGIUkAhM0AfAD67BB7NKuA6Agw+FI9ZlITWSTUkA6Voo/x/7g/0L/WFgp/3C/gIcEfx43W4zgIS+IvQRwNlejYw5aSdOGKo2i7EAt8KsSpyp6RJruqQkVQaUGwtGU65XARkoCME0zUApEF988D0waGZtFU+eDgbLAwBtsIVrNHOlME6ejU3PHkEmUhmPGjEHZObHAOArHlhP/BqI6ze9hmVabGu2kYIv/f6rm/94mYIuj3v7fDH5Og7owtpD+rzZnsvojNtgM9n7gCSqzwe+rjNIHtgx4EPf8RoAB8ABnxw8oBxmZrnrFAAILdqOXYZ01dv/I6zofbgP/ahdrwKWTgBgH9v0ACvCEaCVASTNGuk+9tVuSRabnI8gDC9usesiG1sJkEa/5rHOSzo8cN3S8SSDR8Pf0BbG16s+W8teVJ8PeF0DkgXlUrDW8+NAay0jkY1hfDhzBgkT6Pgmq/sOJHzFAyfWtWtYptlWOFaR/Hr7JZ1eA+ga/RIpDA1+g1sY3xpynNNGa9mL6lNAxq+1KIgny0JkYxgnhNBoBils9xJb4VhF8lNAzlsOnROEx+4RKewSBteoTRjfmAwudb217EX1KSAnQ6F1Frbl+kQ2hr4rhIYCMn20CPbRyVus/YDqWoJ0b8augBw6n3VA/4VrWGoNARsDW2ErDY62nGZnUa5XJAupDdg4oIAMy70YF0XyU0D2A2aRwgoBE5Xe8xbGd6nJx1i7rWUvqk8zyKsEV5jknBnGIhuj8QIgeQv/6Jgr+yL5KSAVkGtBFQxyDFSXui5yloqzcRmK6lNAKiAXQFRkYxNsltvwtR+L5NcakCBUaFj/TZfBtRtkz7bRWvZS5zv3EmvPMtcYMT1GUJm1ttlbq0/qo02fQd6akHW87Lmazljtsw6p860BSLVRtVG1gaENSH1UAalBffAAWx1q6FBTZCJ1PgXkMjlP0YmWVVlTG5D6qAJSAamAbGwDUudTQGrQpkFb99ezB6mPKiAbB0c18vWMvFdZS51PAam20qsNX3u/pD6qgFRAagbZ2AakzqeAVEBeO4h6HZ/UR5sDEhrWf9Nl0KshtexXr3bRcoxQl9T51gBkrzLXfk2PESqzcZlJfVnqo00BCY1e6rtsW29XpLDGmY7UmFqU69k2WsteVJ9+D1K/B7nge5AwudJ/QxmIfG/CJFYBOfJ3GtcCr1SxLWB1iTpgfGvJcmo7rWUvqk8BqQFeIdfcBkS+p4Ds5xdypMFaqthLwK1FmzA+qSzWLtda9qL6FJDNg6NmVMOM6tZkIvI9BaQCsgXUWtahgGQvpCggFZCaQTa3AQVkJ0uirbMcqWJbQmvNuhSQCshby2Z0vOtntNI4KirX+rdYew6CrYHWuj6RwvQlnbMs07aWvag+zSCbZw8KpPWB1JvMRb636SXW3cGcjDGnw84Fw/3RmON+UmDcHU7x/mrGuTOH08kcdpklWd8PU/kc95n7qu2Vy+cV+7vZs/p23/4I31s8ffs5kcv+95il1K6Ztz/M4ecX8/LzN3Ni0MX7sC48xgkBnofss3aNZ6cwPqxDsgUdFuW7O5ijtQ/Q39HKKJSfYS952UdZ8rGMHYvq2zwgH4wxzwRycMw/O2O+zwXt98b8WrqWK8/PFe7/bIz58T3pk78Pzv/A6vhxZ8znB1cW9ksffh8ui8I9ubbw+nc5edBGqOywb/4e7BfU9cNz7GeoG8oXZABlvv9gzK8fhnII91fuxftpV4v7FR2OygfH3HYr8r0tAhICnPu4gOeC6N4cM8pxgROCI7t4Opjdy4tpAkgE0/6YgW0MzJJgLymTU2wE0Fdz/OObHdvLy8/m8MebMb9/9cD5ao5vEaQWYLVrAMRw/cVQ4A3Oh3Iz2mDghfFJ5IBloj0wHfvJkgOi08OBTIjc+fJEBOun25zsxyBYuy6qzwcr+EPJ+C/MxpnseFui+jEIhKDYNhAZCpUACgi8GPhJEIYgL/1AXbw8BYYdD6mbjw9gSOFQgibcV4SPl1UOrNjeKAAe0n7gfXZL5XRnoixRdkRXuT5S2Y/JNeiG1Dk2dgBskDn0NTPBoIDm+qr1qTThSOTD+jrh2iTfGPEz8MfOvuZBweMAGDJJAJbN6ihAWSAsZH20Dpdg4H3QRiGD9IDMBerT4UDAXb+fBuLafk6xx6/YTwpIB7UEngSQkGHWrsXs8avZhywyAhb7COCs1VO7xgM6HMP4sG7Jtga6nE7AJ4/7zITKT5pqbeZkb8fwRP7I7NNTyNxz46PnivVRh/ROj3CE7WYAGQIoC/SQNQU48Wt+fDy7gWDPgyYEXAzsFhAVwNr2fBCvBWZ7zQMo9J/IHKGB7cIxAnIWkKgsWDsWLhyGVF6V8QRZQZlCBsdlPBVgVD4gg8EH2q20D7IbnUBwmbQ5FvkeTh6pP+b2ewIkgIt/AGwuGB7N3haowBEzPpZBwv11QA5aJUuuHqCHvV/qHAJ1fzwfIGnQNSGDXAhInxVSkIYsslUbGWMbBWTOALhq2FL7/nA0R7ceH1YOTAAiwFJmL1mner03hkIRYPnpVQTJbH1cJlsGZC5oAljgPG5BdyELgeA3suRIyw4A6ZdCvcyqy4tYhtaB53CLAKiBA/qDgMT7cAv32w+HHA3yI+MNy9MZGH6GJVJfN/QRZZNMJjL3+V7ZTZio+EyZgh/HwbdYv5UP9MFXSOsK4KOAHOkL9ovWw9tudCzyvS0C0s7wMxniDpY4QcAsOL4UAiosv1Io0n1oA26Lz7aGwEsyDVfY7OCZl1cyhe3Ly8j9BNpJvZnzNcXGTDIuidYyuPK1392zxxdYMoVnbD5zxGeRlwYk1zGVE9hGuA5yBz3C1k2eToe9ORwBmB6KUD7AEjPx/LYm+zBJUUDGDNfC7jk+60LQYCBPgh0Gz+f6kibWAUEU9zGwQr1wLgR5GpwplMh+Up6ch74hIJN+eqCFNkgGmZSDtqEv8AySLkWyNpJ7BNcsdBG4vg2oA8aBckWA2borMoC6cjBK7q/0icvH9s0rA/tCl1hzYw0grbSTu2/hOZEvbxWQLlsERZzM4eCRdDoZ+C/7Io3PFiPwXACkEJwNSAtgH2ztPnorW8oLQTsffMfAiNdHFXtGeAUInLENGB+ONbv1k5HsNQAlAWTM2j0gYaJyxOfPR2cr2WfHeR2Nyh7gSLNJng2y49H6oLwPBJtcYs1lgwAWhFIpOML10icEXpbxUEB8xiVFBgdoT/qBdjgAMNj/SCFcACRmlThGHDMN7BQo2C9YGh2MH8fDn0NKAYmVZ7ZTAIn9xeVbK59CBoljgEkCLvHmVhQyXbKnqJ6pzBrti3xvm4Dc29m/zQBIsGRscmIPUMLASJfT0qxuLiD3RwLH0F4+wBaDOs2ARvZzio2ZY/qSDF0efbHZYHyGOHYtwJAFdXv+0oAsORWeT/SQ6jnowNuO28j0lZN9kNOnd5PgCPdV60O5bx6QLIMEQOYCJc3IKOxqAZFCh94TwMYAOagLrvMlXpLJhHr8OYQebRfqxPNYPxzjeBCQWA7Pw3GtfgqIAHx4XgnAgQwS99Ho2RYhhlDPvSUM7Y8CkiwB87JJ/70sQzdolksAjzKCLcjmB/YMFs7xdug9jfZFvjfBR7t5SQdAFpbMLEwgANrve/i3N12wSwLf/hiWS939PtMgS2vhvAdUcv/YEikUHvmkS66ygByCOYFmTrE3BUgii5x86LmsWoLO83ZD7+f7OdkHQEL2+DrtKx/V+q4GkMwxYLkRn6tReGDAZMWLhwAQCioKyBBERwAJ7WM9ASg5QPrgj3Cj7UJbAZCsHI4J78OyCL8EMKQePhYEpJWXB6MdI7RXegbp+1IUILtAoQTthA+CjsjFtp0BPJ6HLbycE/qYASSdRMB48UNlRetrvC/yvS2rkf4LAAAgAElEQVQCcn+AJTIIbi5zgyCYvKTz4t5QjEBKy1o9HPf2GWMsw5858mOoo7x8C885sa64rAeZrlvOo9d50J16nFNs8iyRZXfxKxlpdin6mgcGab49YxswvppMQqZPnx262Yy7j+gifZvZATEus/s3WVFHAvDmZB8AyWUkOBbV5wPDZpdYIfBipmIDPwmGGBRhSwM0jBnhhYHRwgGDrg/WNLBCHQgevKeWPcG9tM0AOQICBBgN5lA33EsDOd6LW96vME4PCigHfcX6sb/0fjoWBORngBWBIt6HfaL30Gt2/336XdMAMDJevAdknZsw4HXsT+g/yTJhrMm90F8CSLgHPnCOlrMyI+WwrTNtRb63RUC64BmhF4OpC4D2uST9Qj8EUqcSn0XmA6OLsTGzS4/7BiQE6ZhFujHAEioG7wjQadfw/sGWAzLzYwDS9nndVUBSKCZZPV06h8kNncx4fXsbsC9xgXLt+1zuRa34RmvUf7SreK7qVJpBhuel+NzUgoQGbQ6WHPQgINLzHDal+qAcvWYDKwvO9pwP5oOyPoPD7BbKBgBkgEyDOwLD1s+AQ8fCryMs0DZhC/XyMRsKjqmAhPK+ATpm6Jf90Lp93+EaHV/Sb5Cfzypz/fe1phvfBkwAcFKCbcC5ML5CX5P2mXxnXqv6Mpncisr19DUPDkgf69wLOxSMxYyAwg6hCkqKGWmq3MrR6WDwHaFKqXgpeTYWA28uGJfOiRRGFMwB1PsxjK809hR86VvIyYTGv6jjbIPC8sW4t5r9c2O0ESgoyCRby15Unw8Am8wgbcbjA5oNhOTZHIwrBw8OBxrUS/fwIBmCPwnIUMb2obJkaOshAOWApO3QfmLQp9dxPzdGvMbrh/4hIOm4EwBPAGQCnxJYPJRoe3RsMXrFPSzL+4/jSrZQfwbCaA9FEJf62+a8yPe2m0HOg0sp8G7pvFSxvYOw1D8YX6/6aC17UX0+2GwSkEmgbBPYQnaqdQ8zdpWJWCYi31NAbg+0UsWWANT7eRifApK87KOAFAc9hadOQqQ2II2jonL9LbFuD2ytgr5IYVe6xNpKhnPraS17UX0KSAWkZobNbUDke5pBbg+0UsX2nimW+gfjmwuwc9/XWvai+hSQzYOjNMvQctebkYp8TwGpgCyB6lLnFZBkeRVWAhSQQQYoC91eL7jW0q0CEt9QvLKtVLGXAtzSdhWQCsi1gqS2c7uglcZRUbnWzyAhiELD+m+6DJYCaAv392oXrWUndT4I5Od8i1X9cbof9mqj2i+ZLqW+LPXRpj81J+2clmPZxIZfvlFdDnUpdb41AKn6GepHZaIykfqoAlLhFH6ZRwNHm8AhdT4FZBt5q92qHKfagNRHFZAKSAVkYxuQOp8CUgP71MCu5dvYjNRHFZCNg6MacBsD3rIcpc6ngFRb2bKdb7nvUh9VQCogNYNsbANS51NAKiC3DJkt913qo80BCQ3rv+ky2LKxSfveq11I+y8tJ3U+BaQCUmpTWq6trUh9tCkgbaP680mzvgAtUljjTGdNp+vZNlrLXlTfCj8UsKZ+ta22AVzleV55Sn1UAdkJ0EUKU0DOmnxAplb711r2ovoUkLq0v2F/3jrApT6qgBwJnrXA2vKaSGEbdig7vk5kzfXWWvai+hSQCsgN+7MCkihP5PD4A7CdBkEeFHs7lsp4q4Zpx9epbbSWvai+hYCENvSfykBtYL4NjMbS1j81ZwNDp0GwNyDy/ljZkUnJqPI2VrZn22gte1F9CwB5bbah4znv8zaV70z5KiDrz6Y4xM55LAqqG4MidUwFJHNSBaQusW7Yn6lvX+1+n4B8b8yvz+yligdjDD/n4fbjzpgf35PyD8b8+oEc1yAIbe2M+T5T5vsPZvTzQ+a+mRm0ApLJEvRaki/oxuqc2AqW/+HZmM8PQv27NlvLXlSfAlIBqYDs2wb6BCQELQpEEgRz8PnMAdcIkNgWBNwEwNC/kT7hvRO2oqCac6j/wMDyn0mm8p/epaBocS3XB8E5O74J8jAAvNwH4WeB6PUA+6gjBOWEtmbLvjBuUX2+f3P+msfVztgL8tTxEp9WGa0H1e4ACTAa+2AghAADmQRki59HbqL3QNmQmUCA5YBlwMkF6h9pdjlyvzBQi4Iqd44AwHtj3l6N+XvfdwDhf773cIRrTxGUS67x9icczwJk0JNAJ2ACP8DEin0EqwlF2T/dGfMn/+/pSeyYxfqovBSQYnkqIBWQF7GBLgGJGUIOLDRTgOv8GDI7yCgBehSKtK4BIFlANRR4HqA/4pJdBqiDDJYFc9p2ZV8UVGmAhf2QPTII/ocnYxJ4EkD+p9f513j7E45HASmZHHHb+PHZmF9NXFIHewhApKsQdZ1kZf96bwyFIsDy06soqGfr47LytqAZpAb/iwR/bo96PPTtbQPSZwsUhPbZFGSV8Byq8BxyAEgKRBZI8XkWfR5J27NLrZX7K0DkL/yIgmrNiEPGeGfMEgjWwFprf+SaCJAcgFR+oINwHSYqkDHC9tkYuwz+YMxnAKZ/Vo2rC7SOwr5I9grIYQAZ0bkGfoX/pm2gS0DyhI4fI6BstsAyRZvN+WeQkF3kXr6RAtJmND7Y8uyGLuWFoM3gWgjGHIx4LArSxYBElle/e2fMf3mbnyVuAZAha/eAtCsHfkKEerfQpC9vlfUzKnuAI80mi3pwAXG0Prjf24dmkAqRTUNkxBc2PbYuAVkDDl1SheeANAiGDMMDMhyzwCgFJGQjEMSgjVqfJoIQAyPfioJqyRgD1O6MgeVVKBfOseXXJdllqX3BeTu+mqz4JIRPjOA40UNmuZvqK9EzswHWj6rsP72bBEeQfbU+lJXvgwJSAblpiKA9X+O2O0AmgasQAGmZAEhalrzFmguSyTl6XyaISoI2ZrS0XzP2RUE1Z4T/5TFkI+Y7gKEPOFsD5BSZgQ75Jzx7BJ2S55KCequyh+zxdVoQr9aH+vH9UkBOk22wb5SjbqPPqyzayqIvQCKscAvA8sEO32aEwEiBhIC05wGMLGrat03ZM8KpgMT2wrIeATC2LwjCPGPkx6KgmnOA8KKOX1rFMlsDJK4O0GeHIF/MGqmsoUz4XiyzEfsVoYaARHlO2Ip0qYBsG8wm6OeikP32xfz5l+Ntjn0rOsJ+dgXIAD8KSJLVIdjom4o2gMKLGfSFHAIwCEJQhl7HemyAKrSFwKNBuUdA8hdzULGwDdfYEmuPX/OgUExefGJvogYdgF2wr3QASEFf8IEJFbUT1GdhWwWaZpC3Ecy/fTEfv3yLY4Xjn34xf6U+NXcf6hr57dy/fNNM+qITl5xuuwIkDV4Q3PiHQg7LUoDhOQicubIARukH7p9SHrOc0AcCduG5apDOKQ/OheyRtYc/CBCySH8dnj9iXXOv4f0Tt3Z8JVkk4GNf36ETGnyubHXDVgYsHNmvLcG5nC2wfsySfWX8ovp8H3SJtQ8w/PblJ/OXLz/VQTYXmBy+zHZ++/LRKCD7sIMQH0FH3QKSBTC+HHmNx6KgyhwrUWbn16qAvLC+W8teVJ8CMk7WLm27x1/Mn+fCT9J3zSD70bVEX1hGAckyrwsGalFQRcVtcKuAZDNkBWQnQfNovv700T8XdPtgq8N/X8xvc/1OM8hOdM18cEyfCkgF5FpZqAKSOecCQA6Ddy6g6zlrcyNB8K+/uGXVs7440ziDVP23se3R2KeAVECOGslIgJHer4BsC0ip3LUckzuz59++fDG/hTdLNYO8FXuRTJ70GeQFl1T5c1SRwphzb8mYFZAsUC/MILek++77GgDJdNTK3xpnkN3Ls5XczliPKN5qBqkZ5FrOpoBkwVcB2c9zKQJIeKMUbHX4b8EzyDMG+rX899rauQggQYhDw8oZm57jcro2A8yNh4+5l+NcX5ecg3GN3q+AHJfRWmBJAPmT+Xpkk5m3b+YvH+cCEu/9Zv5i35TFZVzSzrnfol1LjhtqR+qjd3apb2RgospG6hgNGHp/PwFDdbFIFyJ/UUAuknHTeHJGQMbvOCIgU/jCS0L2BSGF5Kr2IPVRBaTCYFXDbBrYOtWd1PnsSwB3dwZ/LCA8lx4Zl6j+kTpuQQ/iMSaALK1uzc0gEYiYOfL6l9aL9etWrO8Jf1BAAamBRAHZ2AZEANMMsh+7SwBJlj6DXeAyqUJoCoR6Liv1UQVkcAI1/p4Nekt9kzqfZpDqc1uy62vqq9RHFZAKyH5m8leiC6nzKSAVkNcEnS2NReqjzQEJDeu/6TLYknHN7WuvdjF3PKX7pM6ngFRAlmxIz5/XNqQ+2hSQ0OjLy4v+myEDkcI2nGH1bButZS+qT59B6srFhv156wCX+qgCcgbMzjEJEClsww4F4zuH3FrU2Vr2ovoUkArIDfuzApIoT+Tw/tXZFgHrFuuQynirhgnj61WvrWUvqk8BqYAkMXarfr3Vfkt9VDNIzSBXCVQKSPZMRQG5it1tNYBrv5m/NJ5MKCA7AZ80axIprLGRrOmECkjm8ApIBeSG/XnN2HGOtkTx9hw/Vi4FgpZLX2YSKWzDDqWAVECeI9BpncyuNhwj1tSlKN72CcidOZyOZp9kgHtzNPycA8zucDKnw44839qb4+lgdsn9KYwinKGtkznsCtd3B3M67n3d0IfMR9xWoQ3fT5HCNmz8UwEJej3uCzLbHczR6jzaSii/PxoTdFa4n9lGa9mL6ttKBvl0b+7unwbZ3vP9nXl40uC8ZlDXttrZm9RHO30GSYEYg2AEWwx8+yMH3DkBySE9pa3Y59w4RAqrAfL3r2SSgG39bA5/OKM6ffs5ub7/PRpb7Vorp4Tx5cZdOgfAy348/BwQnW0cyCQpgJJBsNQOnF8se6YXUX2rA/LJPLx7NDvWV4l+AYYUknD8/vGVQfPVfHgXf1cWf192uH1nPrw629s9vgv1wP6wrKtvLoihzuK9r4/mwY4B+n1vnt/eTChfmBRIZKVlYlzpWRZSH+0LkDD7H/kk2SJkeKeDOYzcRu9xCQYCpJxB8q4c951nkAjIn7+ZEw+CeO3lqzm+/R6ycwvJ2jVez4LjOYAsZZAleGZ1JMjwi87ydGfMn/y/p2EWVQoAxfqo/FYH5JsxEPgtJEdg5kFag1aAWcguI2hKcsmdhzaGsI1BdixTtX0MfYj3QVvF/vvycP3hyfX7A+mHO5/WlZ8UpGVy40vOvT6a9+HH6eNEwZbp6drbk3ko9bN6baI8qD+svC/10f4AWVkeg8BIYcePX1525nA8mdPp5JfgEIRxOwQkJzLJSJMl1lhHLRuZe02ksIoRhSwwA8hwjQFy9+0PU7uWOHelbUk5GF9VNnxGwtUCx8w29oejOUKi6SFowRmASFch6rrLyv713hgKRYDlJ5415QNCtj4uv0sAkmZJSX8AEixgZ8oCOBKYJZkWAjJflwEA0AwWjgmoAnB9YMZ2qoDkdSZjIhkhOw/2WoLnwxOFg8+Iw6RiKCOJ7bsyrt6Q0YbJCthQT9dAf2SFAPp55zJs81a7lvcFuXzWvV/qoxsGpMvoKDBf7LOpgzmejuZ4zD+HHAKSAJEvyxFAlrIWF7frAbgKhkbPIAPofv5q9j9jfyBjfKtCMNyXgWdL4xYBkgEwkRvRhZ0InYCXfvl9fzSnw94cjgBMvwzuVxckz6JFznIlgMzrNA+1EkQSmIXsDeooBFKbHeE1HwgZIAM4AGZP9wHENUAOrtlgPrLMG/rr+vH8eG8eYGmYZs0B5AAu0u9kQjAxoCdAhHuJzHu6NtCVg6LVT+1aZhKSt7WJcjtTvSKf7+4lHUEWgUC02eMpzSjd80j3XBCyi9zLN5MBaTOZkzlCZpq8DOQglNaHYJq+FSmsYiwRdPDcMS6jjmWJ8b50+RXua2ngLQEZnzvj82lYOXAToh3q3UKTvrxV1smo7AGONJus6AFkNlof3L9qBumCnAVbCP40UJFgTcbGlxplGWSsFwDmYEogg/UvBmSmz2MAI21iNoRLrM8Wyk/mwz0A0/cXylN50WPYv5uQUWYh6F906u0an0TgM+eMfEHHmO23jBfnrkvqo5vNIPeHg9nRIBgyDP/iTDhOA2MKtNIzSDjv1/jISyEISIAzPh9L60vbSjIgnp2yY5HCMLiMbiMgX77+vp0M0ou8uEkyzILunELMFL1UZf/p3SQ49glIDy0a4BMbysCmsgw5nkH69iCgwpIphQy2C31ZtMTKsjuoNxPAk0BL2ny+R7jB2AGIr+bDvXuJafd4714kIpmsq4e0ORWQtjx589fLJmZmfVyzqwYFQNauJXJGHXe8rfo89ru7DDKBRiEA0jIBkLRsfLM0FyTTc/S+DNwIZG3G6jPImMG8TArENWCKFIaKy2xLmeBmAEn1OrIPOhx8wrNH0Gl8LlmTOV6ryh6yR//WpTQIVOtD3a2aQc4HJF36nJJB2mDqwWj36VIlyIDACq7TdkRLrHA/By8CObxgghks2SbBPz8xQNAOlnDpsijqMbt1zxTdRAJB7AGOfXv3aD4ESHd0LTPJCFli7VpWDnE1Qeo7a5WT+mhHGSTCCrcALBfsaLaGWZwNbh6QEDDtMyjM+nz0PB0O5mjSZ4zLAenfZvUBOa0vA9mRYC8K0gLjKwFyK0usYQJCnx064bqXe8Jk6MXAs+ZT+F5saiMvL6l+UL61rchZBDpA5xbVd2FAPt/TZc8CKNiYB4BMrmMm5uGQgAhfiiGwWApI+2ILHcO0YByXfwk8A3BhLLnMl2SQydinte3spFbXBa8BBIMcYFxOFnYCU7u2WB5zZDj/HqmPdgNIBzl4ZkQBGYGDIIJAim8tvkDQPB7tVz3iyxgxg0SIhvIvPOPLtxWCKckg7TkbmOHlEAzS0BXZc65QZwGYIoXVjLDwdQ37LLFwrZuveVAoJvpP30SlmXsAIaaSsPwKRmJfdn0xiZ0UZI46qcr+CjPID+x7jckLI9bGPCAw2xnb2oDqAfn0ZL9TiJOFdPtqdpiNM0Amy7Z38bnWMIvDoAgQIcD1S8L2eRjNLmnWQ5dMoUzIagkE7Pih7gwg6T12P20/HSv2M78NWVnGpy97jckigWLtWn6cU2SyZtmqz6NOel1itcENAx9uwxJahKYF5ABQDJA+OPrYibXVt+S7lQDA0J9MH2y9ybMx0r+RwIwBGrYihaHiCtuYRfo+fP09vGjDr9GXcGrXWhktjI+Ol+6n4HNww4kHToxseT9hcbpMVwYcHNkPOUDBjM5o27DfQvZUTqL6LpVBEvjEPkPgGw/2sgxSGCgBMOQZZLLESuw7Pisc1pvAE+oLmQ8dT5qNpfV5EOIEAPoDQLhzzwPt0nCokz3jnAxIBxecCKQvtvR0zS9/o0zCJMLL344bs+75GXy0vaFe17gm9dFuMkgetG7tWKQwEjjWMKKWbcD4etVpa9mL6rsEIGkG9fZmADAYsNNltXzQGgckqS8E2OE5C0MCyIGdeUi5vlWCMIFiCj63pIsQGoD0/smPnU0KbLusvZBBUejm5TMYx4b99drHIvVRBeSELO+cAV6ksA07HIzvnPJbUndr2YvquwQgN2w/pYBtszz2vLNUdsn52rLnknr13stMNqQ+qoBUQIZl2HM6qwKSBQIF5Cp2d06b1rqZTW9oAqaA7AR80sxGpLANGSAPHgpIFkwUkArIDfsz9++tHYviba8v6Uihck3lRArbsEMpIBWQWwui2l9msxuOP1yXonirgJz3xuk5wCxS2IYNVAHJgo1mkJpBbtifOXC2diyKt60BCUKChvXfdBlszcDm9LdXu5gzlto9UueD32MNb5He3YXfZ63VDddE9WvwVQCrDRRtQORD5wDkmHPrdZZJqBEXjXirtiJ1PgWk+sJWbXzr/Zb6aNO3WLcuNO2/BqwWNiB1PgWk2lsLe9M6ptuR1EcVkJrBXV0Gd+mAIXU+BeT0wHZp3Wr716EzqY8qIBWQCsjGNiB1PgXkdQRbheb29Cj1UQVk4+CozrI9Z2mtM6nzKSDVVlrbntYnsympjzYHJDSs/6bLoIVhq9yny13kKBMnUaI69WseunIx0a5axAitwwFU6qNNAQmNnuM7grdQp0hhFYdS2c//TutS2fOgI6pPAamArPgztyk9lmWGUjlJfVQB2clP0okUVnEouP8WJhLnGONS2XOnFNW3FUDCX7PI/Bh48hcyKnbJZaPHbQO9ynOePKU+qoBUQN48WEXOMgECovpWB+STeaB/23DCeOyfxSKQlP5lC3sf+bNX7+/vzXtyHH4kgfVr+Ge13N9tHP7NyPTvKIb6Bm3EP2tF67Z/CWRQ1v14w7AtWSCGOov3vj6ah8dX4/5AtfuzWqF8YSKiAJTJfaqcpD6qgFRAKiA/fmy63Cd1vtVf0kn+tmH6Kz4JXDywagAJ5Qk480GKgJn8/cZYlly30B7+3UWbrT7SP4iMQRPKsr/fKAA/jAv/VmTsB9bp/k5mEXJv7m9N5rJqqKsoMy8nB0TX7w+kH+587APUJZ2I5MaQnnMTjMGYkz9+HCcR4/fSPzSdyn8w/sQ+yvelbaZyOMc1qY8qIBWQCshbAaQP4MPgP4QSBCUetOE4CbKirIcAkAAy/oFjch3gRspAH2wWSuCSggkBme8/r8se07pY9ohjs0B+KgRp1j8evLnM6PUBPHz7D08UHH7iYicphXEJJgGuXbgf6rs3D/d3qe7eXJvBFsLkKR039hllQ7Nfrh88jmVpXagrd47qlcporX0FZCvw7Y/GHPcDiLjT818M4c/SRAqrOAbcz+vc/PFGZM+dWqTL1ZdYabDi+/lAjMExZIsMKPZ8kiHweuGYAJDApQRI26avMxdE03M06DoYhOAMbd2l2Q0HZIAD+NXTfQBIDZCDawCWnFzoOSaj58d78wDgopl6WGYGcJF+iyYhObmn56DfQTZ+vNi+s9+MDXh9feD30jjEwDqQDy1L99l93IfOfSz10a4zSIiPxhzNPge73cGc4LLgc9xnQObvz15j7dl+EEjC8emwawokkcKogbH91oA8q+xfduZwkslwC7LnzizS5aqAdPCwgTwEYhpAM8GxQQbJAftAlknzgPSZ1P1TdXkxQhT6TWCCGaeFU3re6ggCPskgpwMyI6cxgJE2XfZ1Zx6efL8tlJ/Mh3sApu+vh9IO/Zsew/5daSmU6nO4LwMk9A3vhT6648G92LfBMrC7J04YMjrw99bq5P50jmOpj3YLyJ2LoGbnaGR2DFrZ7Gh/FIHL1l0CKwFhtRzeT8pn+yTp98vL4r/Q0BKQzWXvaIsSq25xwrIl2XMHljrf6s8gabAlQc4F7mHg5YCLgY88v2TZEZdFPoP0gLB9iBkmtPdwn741G0GaZnmuHVqPD+wALABkbiIA4yeA5OPBDKucBbHsDvo/AZBxLNjvV/Ph/tEADHeP9+bDa26MpM2WgLR1ESB6uSEgKcDovpW7vxfkh+WHevfPY6kehPfl6mp9TuqjHQLSZRfJsqZLIwaZpAuiJMNkgHRspZne3kBSms3+Mm1A/RiwAX5wnNwL95wbkE93xvzJ/3t6Kr5M0gaQZ5I900tpIuHE6bL9LcmeO6/U+bYASBoAAWAIETvmBA4++7PZG4VtBGB8JujL2uAZrz8/PppdUic8gyR1kWVQJ3MEjYOjBboPyA7uLIOBAE0ASccmWmKF+2nAR0DS5dTcfjKJgD6TMeFExY97COdCebwvbEvyd7IZQI73/d2j+YCyhr6QcWbv9e3CNVo29QXoU2asmOmTNtL7MIs931bqo30B0kIKmFNeEk0AZbMzBz17DwbiXD12SfVkDrsX84Ll7P0ZKPiszwG4mvCcF5Cv98ZQKAIsP8Fr4kPDWQzInMww+/XL0bNlj/XA1taFkxqiO1rGT0ZGJN+N7Lk+pM53SUA+31N4yILwAJAZO+SyyGaQADr4ykcuQCaAZP0qAtLDIQERvlFKAvRSQNoXW6jchn44HH8sY2HCARpkAGPNwQbGNr9N7E8Ncq4MtuP7wfsJx6GvcUxWvwUIzr9G6z/PvtRHuwGkjc/Hg302VQ6MR3PApVcWUG1WkoAvA1lyT4Sfhya5hhlOF1kMDUJnAuQ6sncwNKfDYLncszmZGG1J9hiEcCt1vksBEl66GL4NSkDyVgmS4sCJgc3DC+4DgGEWhluwbwKudMkyZpdWtiVAPj2ZZ+onyf6r2cHSJWvHZZhkqfguvsQCMEmyy1AfjIXKyUHYZtV0PBTytM9QJsDOyTi24+XEIUTvsftp+2hzY9sxQNauJ9egD2QiQrN2WKoPsuZZYvU+tJX1tlIf7QaQCCW6hSA5zFoc+DColmFKrtCg7LMhfPnHgTIPSXeN1JPbPfcSKzonwJFmk3jeb0HhVHZL91vK/lB72SpMTNIXd7Ykex6cpM53EUASEMR+Q7AeD7xTM0gIrPCcKizLAjgQEBAwEQY0eBK4JIEZ7JzCxto99HtCdkXagbFEOKWBOVnWZX4GfQr30THYSQXKELMxV29aH5kw4KTBysXVmwKHPeOE9higow7TMfDzA1mySVDQERsv1MPvtX0MEyUqfzaxQv36Osv31fvOx9LiWOqjmwVkFgCVDDIEXIRlAOWQerjEC/fgPrQ3gAZQeg1AfnpXhSMYzJqAnCp7W74ib6eBdJKyJdlzh5U63+qAZICBwBdeVGHBjI8JjiHA1QJp7h48Z9simQe+0YntB+ggIHFLAzbrP68D68ptbf0EkNivsPWQcvfSoM+CN4FiCr5UPjDeMCbfrpM3QtTXa9tl7cE5qw/ZxCWMgcpK97OPolBWUh/tC5CCtLCUUdogXAFkDOp+qc+kARmu2+YrwBsAMmQ/9eXc2Ha5XFVhkD3iMlHB8BcDchXZx/FzAI7JqGfZo9PhtqpL1N+qX/NgQR77oNtqEEV98q3NhBLYn0e+ANS5ExLeZz1OdST10b4AyYAzOSiOANIxwL8gYjMaB0lkQ8wW/Ys7w+QyfwazUrl1axAAAAymSURBVNb/saBPr4sUVgloiwHJ+t5a9nSssF8G5PZkz4OPSJcKyFlw4rLW4zTwqzxk8pD66E0BMgnSZMkvgjFmOElZD4/J0GDQydWJ56oKWyODZH2dPNaRyQmOE7dlQOZ1MLk/bDzYbm67VPY8KFXrw0mOAlIBibag29VtQeqj/QAS07h8jpacLS6z1oI0AaKtbEbWd7EgLXAgUHgu+IvOnVv2E+ovTVZ6lr0CUjZr53LSY5XbpWxge4CcMOMXBf2N1SdSWAWUiwC5MVm11v9S2XMnF9WnGeTqWQPXkx7fLqClPtpPBqlBelHAUEDml2YlMBU5S2VywgOtqD4F5CJ75zLX49uF3RzdS31UAdkJmEUKqwRpuF8CAy0zBOlS2XMHFdWngFRAVvyZ25Qet50ASH1UAamAvHmwipxlQjAT1aeAVEBOsCkFpALypgO1KKhWHAru1+xwmB1KZLJU9jx4iepTQCogK/7MbUqPFZA3HeBFQbXiUArIeXAEgC6VPQ9eovoUkArIij9zm9LjKwAkKBGCg/6bLoMWDqByny53EcwmBjJRnQsBqbqep2uVm8oNbWA05n53Z5o+gxxtcGKg0frazppUnuvI89yAVD2uo0eV843LWQF54wagE5azLPMpINWvFK5XYAMKyCtQokLuLJBbEuAUkOpXS+xH7+3EfhSQnShCIdcd5JYEKQWk+tUS+9F7O7EfBWQnilBAKiDv7gz8fUj7T+3hquxBgbfROHsOQMLsWf9Nl0ELJ1K5T5e7KNubCCxRnQveYm1hK1rHRoP2RFtUPS/Qc2tAQmCQfDFbywy/sycKqhXnUNkPZSq1s6Wy50FIVJ8CUrPEij9zm9LjBaCbK2cF5PygKg2+0nKioFpRtAJyvi6Xyp4HL1F9CkgFZMWfuU3psQLyprNPUVCtOJQCUgGpQfQCQbTik6qPjetDM8j5QVWaGUrLKSAvp4ulsueBUFSfZpCaQSpc+7YBBeTlgjIHpyioVhwK7ud16rFMv0tlr4DceKZQ8SuuWz2+IV0rIGUBdA3QLA3SCsj5ulwqex40RfVpBtl39qDQVP1sHZC7w8kc97nAuDOH09Hs+d963B3M6XQwO35+fzSnw240A4P2jMnUy+ubcSwKqhWnXRuQk2XPZLI/mrIsQU9wWfDJ6z9nE+VzS2WvgLyhrKLig9wO9HjjdrFtQBIIhoB6MscjD60RaBDUEYR0/4UCEiL3cT+ApYUjwBWu5yDLADA161wapNcF5HTZU3nMkiXV0UJZ077A/lLZ80Aoqq+WQfpr4YcD9Dj+iILKQmWxog00/WseqwbpAEXgFWR/e3MM4MIAjlvIHmA/piSQeQRI+uBrA/cAjv4+et6mPxG8PODOOS4G1ac7Y/7k/z09FZc9+pY9Zm9yWVpd0GydAdLNU8azfokulspeAUl+BWjF4KUTCJX7uW1gs4CEAEqX19zx3vy3ds4oR1IbCMN9iJxgb7FSjpPb5Fx7hXnZvPRjJ1pFozz0I1HRFGMK7N/GGNvNPxKCpqjClN3/Rxmmx5m7Lw6+tqbKT6vHUTQdwK4Pn4R3BKEUlCrwznry37TtqHA2Rfrjj2FwoSiw/PGxCckzAZmce8lHRC4X/TPm8NWfY44VkKE4O/IuYyE390cB8na7Db5FxqjPxv3+vMXm5q/ffg/mF9m//fkt6B/bDh6X35eH5jDmtx83BWRjLv5Mkb7LdOlEtufj4VSPWi1KhfdVQd4/n8NTHYbn8Lg/hqdbFU7iKuIvQj3q8IbdViSxx1k/+zkqx40AMj338rjxsajg7U2JPNt9SIk/zwI4NyMTYNcANcccCUg7vgO5PwOQh37pAyC+6nkQAMWui5sjAaMu7n5uNwa6vWO+DUAupz/X4mn2TCI6VzJTVTGL7OJwZypUqj4VYNlWAIr/tK2AVIDJ5+2/5/D4eYxAy7kgIEWg3WrSCPj+m5OTcm/gZfOs+Zb13J3biV/u1f408d14aDs39wRk/2Ko8LOg9O23AGQF2f8YsH06fm4DkOmgWYjoKJJf1eLreaOtIJe6+vmIB+TWNKpUpKcB8sf3IBxFoPcDsnzutwAVAuTW8YsXqTJguBU7CMiI3BOQ9cXRgm1T7AJVBPJHdgKy/hhI7fOo43sFpAidiKzA6yW2Ms36OaxeYpXpVK30AhWkTt9Z4dZzLIVVYOzEPUCwgyIt1eNH+JXpMwG5K/eLO5rlzYp+0j5Y5noCuD6DPCDXNn5u7s8ApOQo6gsdgMA7+yOAoWtH/shOQBKQmy+HuOJQR6Tvw0OeQQ76NqsIqltNOhXSBMiHzKjOFaROMb6AFwSkK/Jz1XoMKIMibaZT3ZzrdvO5N2CzebbQWn2uBciI3Gsf6DqqL6e3PZFwq52ADAtwLsCQP7ITkOH+0XHc3br3CnIYK8Ql5LyAnAA3T5kKMGewaozlW6vbFaRC1/3XEt23bx0U1UYryKTc9wrIiNwrGHUd7EsFLgF5aEWcCzDkj4SdgCQgm6sgX88BX2B7QS/wbx6uQE9g9L0xeb87PxTgVo06F+isZ9i68XdsR4mqiuvGWvxXVdeOdsTGSMo9yKGTzvmHHFbtuHgFiQT66nYEOAQw5I/yi+Ijf9obBWzPFeRKRAsCofS5egNk6XycGT8391o56joqXmIFSQENC6gAThc3VwIuXdz9dpuADOfX5usynwnIfVOiRwt4lKhuVI6uKB/dpqvEy8299oGuo+JdDJC5AEKCjOIrJG2lp1BF/uj8Nq49Htnt8fzcCLAJSALyKiD0XWcU0AI3JwpGXUfFSwRk7y/pIADlAiQ3PvJHwELtR3YUn/ZKwCQgCUgfOK6yPwpoBGTWSzUIQAggyB/ZUfxcAEl8XdxYuq/0+d1zcvtAmBKQBORVQOi7TgLyQEHx/B9mLsCQP7KXBhSKj+yEWvkxuCvHBCQB6QPHVfb3AMhdX24PrGrEygUY8kf20oBC8ZG9Rp/wnBFQPhKQ8gxGxIZLeg70+VXOmnlPz/vRcNTvAOzHxGeQvYtZLsCQP7KXBhSKj+y99+/btv9oQEJhSHiWw1jhn5djftrMTxR0CcjFM00EEARAZK8t4Oj6areP5/dUkwRkmyJL+PXbLyUAefW3WAWAumyJOQHpEfiGptm3+q35fQRkv0JMiLbZdwTkWqwRwFCF5fNXaPrsrQgwur5W2sl2mLFLQLYpsoRfv/1CQBqRud3m6s+CTMChS0icrV/o2BZtBOR6TLTYT6s2EZD9CjEh2mbflQDk6ovb2dQZAhwCCPJvPT/o+lpv/2XbR0C2KbKEX7/9QkCuqwUEOK0iLUjET5eeRdpeV8/Xcqm2E5D9CjEh2mbfEZD7ABkSXgTYkG8LNgJyPSZa6BfYBgKyTZEl/PrtlxKAfPe3WJFQXR2Q6PoJ4EIAJiD7FWJCtM2+IyDXYoUEnoBc58zNCcofARnOn5vLpO1YQMqXngtzwDEQNwbgzUviDwVcvYJMErUGX2DKBRgBWQiAaKzEABJ+2fnrOANz1GY112y/JAKydUAgAUf21q8vt30EZCXAIQAiOwFJYW8WIu9840VALn5qLhdArfsjQCI7usFA/sjeev6qtY+AJCAJyApjgIAkIJ3qBQFMAKmLCwvx08Xdb7dRfHs8P08VLwFZQRzfuTLitcVNtycCsvVnkKjCQfZ3F2SFmAWVb7/NB8qfjWv9kd0ez88EZJyQUfCZpxJjgIBkBZlYQYaghQCI7KHYl7axgmQFySnWCmOAgCQgCcj2xwABWUEcS1QkjNlXpZsIyNbv4tEUILK3fn2l24cqPJQ/5I/spa+vdHyUn93nJyAJSFaQFcYAAdl+9eBUeLsFNjKGAEwX91wi/Lq4++02AiCy23i9fSYgWSH1VSGxv8L91RkgVaR9QuSz+/b3JsCl24sA5su7tsvnL/t10WPfcY3ys/uaWUFWqB4IjzA8rpCfREDWfovVJ0AE4DH/AO8DnAq7L/9qVwj64vj2q3/va5Sf3ddHQBKQnGKtMAbeBJAqPMUEKnKKUtvR6xoBDOUX+SN7r3nTdufmR+Os1gRkBXG8QoXEawxXyQQkn0E68M8FGPJH9hUYnLaJLdcfxc+1E5AU3LDgMj995ScRkLkCkuuPBAjZc8//7v6lAYTio/5D/rX7R9qvi9sWabcu7v7o7bGCnL6s3L4NzAFzcOYYiP6imjv6s/2QgCL72e3t7XylAYTio/5D/rXzXaz9Z4oBz0X4cAwsx0BtYYk9PxIgZI89z1WPKw0gFB/1H/Kv3W/F2v/3P78GLswBxwDHAMcAxwDHwHIM3P79/G/gwhxwDHAMcAxwDHAMLMfA/zB7i510KnXWAAAAAElFTkSuQmCC参数在这里,测试周期M30



郑剑飞 发表于 2022-1-1 21:10:15

本帖最后由 郑剑飞 于 2022-1-2 12:20 编辑

测试周期M30

郑剑飞 发表于 2022-1-1 21:10:57

本帖最后由 郑剑飞 于 2022-1-2 12:21 编辑

郑剑飞 发表于 2022-1-1 21:09
参数在这里,测试周期M30
参数在这里,测试周期M30

郑剑飞 发表于 2022-1-1 21:11:30

本帖最后由 郑剑飞 于 2022-1-2 12:22 编辑

结果

EA邦高老师 发表于 2022-1-2 11:36:11

{:3_42:}

郑剑飞 发表于 2022-1-2 12:12:17

郑剑飞 发表于 2022-1-1 21:10
参数在这里,测试周期M30

亏损大于自动开启参数设置成1000,少了个0~
页: 3 4 5 6 7 8 9 10 11 12 [13] 14 15 16 17 18 19 20 21 22
查看完整版本: 一个用户的突破交易方法