dou7612179 发表于 2022-6-15 22:39:37

Coming单K开仓EA参数设置问题

请问一下朋友们,Coming单K开仓EA默认是1小时黄金参数,如果改挂1分钟,5分钟黄金 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Kvq1zjqVtrxcR0u14eQsK9zDzlMUgsxUtI8qEPWIuyqx9rat2166p6SP+zQzDGUJqWrh8V9JM6QQEgkKEg82KCfRNevz6ZmSrYwWXwxu9pUjxU0/ZCpJdaPtlQf5uU4Ga/tmC3WT/tU8efGFOufssXsOhbXmzmwWoXryVvJWdIkDzlg28pICTFae6pbX6uwivwzfe5hh/7JWz5bimA2zT5NklLx5dmzBxtAQiQlzpBASJglYYYEf+egV3x9ll+ejQ3KFiZjYna1qY4+ubb1xeJpQ2wsnn5I1avE2j5sq0zl0ZgqOsdvJfvSzrbLNSCgyAmiiUtQ60RKs7706cdh/jisTUqcLeksqQ4pxU7I9uQZa+uOtDm0zb5W5vrDx3gbp7nVp3qVmKrxmmsS3fbRto7B9fyBsUr45J68wwMQk2xrGSmh7rT2tK32SdY97z7Zh0T8CbyJ6ie3DyuRUnEv6e4g4H+SYjMlvXSXmylhICxOSg6ObUra2aduG3mq9mUs18ExqF11xlHmfIxRmYtXH3S2VUcu2qnTT7tK6joG19eHlHJPkNV5M7jWTIyUtAZjNad+zdV2vQn82r7NixxfnpT4cMPdwdk/xnZHsnP9JHT2TorPn2++fFxcuuvs90IZKTW5sVr0elCoXdevMbAzzsaU2W0e7U+dOShpVxnLozarp3JpHPPHbPS5XG2CauLyU4yUVrWOmrj8uapYzWK7kqSE99ltHwxJZ3t/KE/e7hUkRNnZ7QbqBTHtdsPG7nH2kfBZDNpzrPZJ1PfvbPdvlpRqfK5C94uT0tPFwyP+WPhsaxU1lialy3jJ6jnp9HrplZOYQEjok3r6Tova9TSejo1jM8sa+NkXvpB8+m7S9awTKQGj1GPhgwtfnvk9lUn3yar0S5JS3Q0kMUHW7evxfhL2GmiuBlInVNgnxd1JaThTmgbDSbFf9X4zI6VVB8q3r7mTpmPbLLYpUqr7YT/dT05KTkpaD7PUo6SEgvPFMfAaWP4aOL7+98lLT/968aIf5xXPdcAqRe73/vdNx7EijlXOKVFSCv5zBByBlUDggx/8IHkyPd3YmHgbcXJZpx+wSpESMPbf7BBwUpodlp7JEWgdAk5Ks9klTkqzwbFKFielKih5jCOwpAhkSWlra+Kt8pnS+T0lnylNXEbRjklS6vUH4bDXD1u3j4fLraPQeW24bN48DFg2Dg7Dxv5huLTfDZeud8Phm73oStzoCDgCi0EgR0pPXnxx4kGtGykBK798N3G51OqYJCUQ0s6DXjh8N4Qul34IN86Waw8HActLvUFBSiAsJ6Za2HuwI9A4ArmTqZNSdfizOP7d31VP5JGlCCRJCTOkMUJ6N05IBSld74btuyfFTKptxITX66R+fE1PVYk8qVhdh12nbTMPpfpVZ86YjT7Kspicv8wHf9nCcbhsFwLZk6nPlCrvrKZwrDyANQocO2NvPX9ltOlbt85J6Zf/ZHs0Q/rlb2wXM6RrveEsaeftQTFDuvJmP2wJMY0SLVjJnXBjQyuLj/nVpjry2zbXWceeitVciIktGkPdyrL808bb/t6eHwJNnUxzl+9y9RSr0Vz8/JDKr6kpHPNrXU9vhpSOist2IKQRKT0chF/+o+2ghERSwgxJl7bAWbfgy+JzB1WsL22UxIVtSC7w0c64Kjbto7r2tfay/Oq3ei6XjfX2YhFo6mQaIyXUBZc6W70M9dQUjnVwWpfYJCnhHlFxL6kfhqT0MIwIiUQFeeXtfsAsaRvLg37Yut8vyKktANYt+LL4mB82a1cbfbSptDgxVu3Wlmvb3IylZF5tU6dkTEpWjUv1d/v8EGjqZBojJW5VnfqoE8v8i5BN4biIbWn7OvOkdPZQA8gHDzVgloR7SFgwQypI6YyMCkKqQEooQl0IkNpsobLNGPShTh/zWKlxqts4tsti1K86+0PCTkld/fRZG+02L3PQrv3UxjjmiUm1MU+sH+OYv4pkPpftQaCpk6mT0vkj4cDYf7NDIElKeOSbT9pZUkKbC8hICalzv5ecKfHEZodv7VXamgPxqV/OF+vDeDsGG8u4MnsujuugRK5YvPp1fbSzD6XmoY1SfcxlfdpmjMoyv8a6vlgE2kxKy1RHTeG42Opo59rHzub6oANJiY9+c5akM6Tish1mR2czJBBS516elGIwxIpTbaqjf1lb12Fj1RfTNR56rE27yti4aNM4q9sxwG9/MRtzUzKmqtR1sA9ttk07ZZmfcS4Xj0BTJ9NZzJSWqY6yOPoj4TMt9LEzYB1S0pnSqpISkdaDR/WYX22IjcUjRu0pXXNRp8z1iflgUzvzQMbsMRv75HyMcdkOBBbxz7NV6qNKTDsQHI4iR0r+RofZ7qnKpKT3kjBbwixpkplSrBhhU3usrZutsbDbdi5WfTE9l4vr4vhUaq5YDsbaOBurbeqUti/b1m/biIvZUv1pT8lcrlQfty8GgRwpnTb0mqFYfcCmdtUXg0y9tZ4+95y/0aEeZBNHJ0kJrxDipbvKhHS/FzYzl+8wShYnJUfONiXt7FOnnYtVX0zH+st+OkYbH2unbGqnDsmF46CPbUi1pfRUvNptLuuLtXV9Mb/b2oNAlpQaekt4rD5gU7vq7UErPRJ/IWsam1l7xs7AevkO77QrXiN09iqh4h9jD7rDf5A96IbOnZPhctANm7ePi3tJuJ9URkqz3gDNx8KvKrUv9dzBYvNqH/pog7S5UjFqt32YhzGUsfWU9bV9mCvWT2NjY7B+b7cTgUWQUjuRmG5UTkrT4Vend5KU8JLV7XsnoXNw9gqhg24YDELRpoSPekFMB92wces4+fRdnYF5rCPgCEyPwIdvvJG87IQT7aS/3IMOk+Zsc78cKX34zjttHvrSjS1NSte7YwQUTtPbRmICIYGo8GYH/zkCjkA7EEi93frxZz878QDXjpSePv+/JIvnxCB6xygCSVKKRmeMJCZI/zkCjkB7ELAnUW1POkonpXOSmhRD7xdHYGakFE/vVkfAEVg0Ao+ffTZ5CW/SsTkpDUnp8cWLk0Lo/RIIREkJBeeLY+A1sBo18K8XLyZJ6fj63/uxXnK+e+OlV5L4AVs/TmZ7nERJqf+wH3xxDLwGVqMGBr/71eRJ9VH39YmOdZyI16U+gJFe8lQd2K4LDvPaTiclJ2A/qFa8Bn7ynb9MnlThm+Rks06k1AR+k2C+Ln2clFb8hLQuhezbmZ7VvfvKXpKU3vv2nzkplZwDgJHOjlQHtl576dqbBJskKR0/6IXu3V7Yun48XPaOQuflo9DZPQqbu4dh8+ph2PjucLn0V91w6XI33Lhz4juopMAn2UneZ7ZFv254NnH5aZ1mSk1c/ly3GqyzvUlSAiHt3OqFwzdD6HJ5EMINLPdDuHZ/EK7dG4SX7g4CSAlk5cTkJ886xeexc6qXk7eSf+n/7AtfmOgPyXUiJWCksyPV+ydvTYSf13669pOkhBlSFUIqSOlyN2wfnCwNMeG1OrYoaOOrd+hXe85GHyRzpKTGup4uTsdmdti8/8wz6RPrBLP7dSIlJSHVganX6OxqlFimSWlPSGlshhSKGdK1u8NZ0s6dQTFDunKrH7b2z4mJK5i3JInoekkOsMX8OTt97EdJO6RdNKaOz8Z6+6PYOiaTYTLrS1AxUkLd22XZ91cTlz6XHZOmx58hpaPRZTtesrtxdslOCWnn9pCUcOlOl6YHnspvCYEHCePpp4zZ2Scl0Sfm01wxP22McznZCdZxq49b9mb91b/9yB9WZRinSKms37L5c0/eTfqQyLJhMO/xJkkJDzUU95LO7iEV95HuDQIJ6aU7gwBCunK7HzBL2n6tH7Zv9sPWzX5BTvPeEK4PJ37VbRs+2kgSKtlXZczPHJqPfdRHG2XOxxiX9U+6jlkes9wTeD/9gz8cHTNVcVwXUgI2eslOdX/yLl9zVWvJxuVJ6eyy3VO/cqG4ZAfJBYREHZKEtHWQJyU9wesJOmXHgBnHGNq0zQ2LxaqPftooy+z0Q3KxfWmvKtnfZTPF7bie4/rje/eTJ9dJHnZIkZLW/irgn3vIAZiuwja2bRuSpITHvnHZjsTDJ+0wQ4KtmCWdzZDQxgwJhNTZ7yVnSixYC4K1V2lrDsSzzb5qow8yZ9e+1NmX/ayM5WSM7RuLZYzL8xOoY9EMFrmHHeqeYGOkpPvNHj/qWxY9R+T+kEMzNYraSJPS1cPho9/3hiSEp+xIUJC4ZHfltf7IVhDSQa+UlGIFaU/ixcAM0Wg/G69t6pDUbV/6YlJjVc/l0jjosbxqs/Hebq7AHdtzbHOXov5t/8boD7sqmJWREnLEjpkqudsSA0z0cp3qk1zybMt2tX0cSVLCP8byf5FAQiQlzpBASLiPhBkS/J0zQtq8np8pxQCJFa/aVEf/XFt90HNtHYuN43qYQyX70cY2peZinpSPdpfnJ0/Hohkssjft//hbTkrmSdr3/vhbSVKa9PVMXtvltV2blDhb0llSHVKyJ2zsJHtyj7V1Z9oc2lY9lpt57DpSsZrP9rFtzUFfSnIcLsuL1DGaDUa5x5vf/8xnZkpKrPtl3nfARGdHqj/6pzu18FpmHOY99kqkhFkSFvxPUmympJfucjMlbByLlZIbzDYl7exTtY3+Gsv+tKfyWzvjtb/G0K82u162Gcu2y9mcZB3H+jjm7ivVOdHGLt/xWKBc5v0DLJSEVPf7SfXrrk4t5Enp7DVCIKThP8Z2R7Jz/SR09vDPst2w+fJxcS8JDzmUkVKdwc061pJD7OChTaUdh80Dv8ZX1W1ebzdb7I5vP8zqklSMlFYJ39z/dQHDVdrWtm1LkpTwPrvhq4O6Ybt4U0M3nLzdK0iIEoREvSCm3W7Y2D1OPn3Xto338TgJrFsN5P5faXDhy5VPtqtOSsBCZ0eq+/8nNXveSJPSZbxk9Zx0er30QEhMICT0wZsd1u1g9+1N14dj0yJsMi9nxYm36qPhq0xKuUfBgZG/hLXZek6SUt0TCYkJsm5fj292Jzu+jq/WQO49eFVfnbPKpJS7dOdfmm3+WJoZKWnRu978jnOMHeNJa+Ddq3+bvDRV9e0Oq0xKubc4+KW75o+7KCmh4HxxDLwGVrMG/vn1W0lSwuWpBztX1/b4x7br/SOrAzs/Lpo9LqKkFPznCDgCK43A6XPPpU++W1ul244T8yr+psVlFTGZ9zY5Kc0bcV+fI9ACBD54/fU0KT39dPjwnXeyo1xFUsI225mRtoGZ/5pHwEmpeYx9DY5AKxF4nHljwZMXXsiOeRVJ6XRrK0lKj599NouHO2eHQJKUeg8H4fBBP+Cz6MWydxTwjaXO7lHAG8Q3rx4GvB8PC/6nCY+BH97vzW5knskRcAQaRQDEozMB1R9/9rPhw0ePkutfNVLCtmKbFQPVy0g6CZQ7aiOQJCUQ0s6tXjh8M4y+QNsd+yz6oPjGEt72AFICWTkx1cbfOzgCC0Og7HLVk52d5NhWjZSwrUpCVi+7nJkEyh21EUiSEmZHVQipIKXLfPtDe4gJr/qxv5jNxmhb41OvDtL4Ml3zMZY25qfdyjI/45kv1aY9Jm1fjeH6y6T2sXpZfsRrDHVKm8/b0yOQvWSVmS2tEimVzZKAkf/mh8DYmXvr+SujNW/tCSmNzZBCMUPiZ9HxklbMkPB9peH78YbENEq0QEVPZtC1XWVYGq86+6pNdfXTTkkfZc4OX9nCPJCMtTZt5/TUWFJ9JonnGFUyP21oa27VGetyNgh8+MYb2RlCaraUIiXuw9g+m9Q3my1NZ/FZUhqbRXgypHQ0umyHL9DeuI9leMlOCQlvDQcp2WUhG1PhJJ47MDhmjeHBZW1sax/qkCk/8zGWbcZrmzEpyVj62dZcMZ3xVrK/tafas4qPjZG5Y77UeNw+GQKnX/96kpiKe0uRJ/FipMR9xlGk2tynjINkbMyncbPWcVkudy8J2PhvvggkSQkPNXRxP2lESOMzJHwWvfiMxe1+MUvCB/+28Un0m/2CoOa7Gc2sjQcKsqvOtRvUUo0AAB+USURBVKnN6ratOeCzC3NSsj8l7SqtL9aGzdpTORhHqXExvSwO/rJF82os7boO1el3OT0CH/zwh0lSKu6tRC5fxUjJjkT3l+qI07bq1mdzzrqdu3yJbQc2/psvAnlSOrtsh4/4XTv7LDo/8gdCog5JQsK3lTBrSv1QgLowTm2pImUM+lCPxapP/dSt5BiYl5J52NY4a9Oc1BmveWijtLG0q2QMpfqox9ZBW6qftWvb6mhXXXRM1GPSrgMxtOm62Jc+tl3ODoHcbCl2cl4FUiolY58lza7AamRKkhIe+8ZlOxIPSAkPNWCGBBs/9ocZEtqYIRUf+9sffg49NgaeaKzP2qu0NYeerFRHjLapU6b8tDMOMrVwHOqnTSVzqQ269qPOmFibPpWMg+SPOn20q2QMbdrO9YvF06ZS86mdOv2UsFO3Un3s73J2CJSeoDc2xlaWIiXsNy7agfuTNm2rDr9ts8+s5enGRnaG6LOkWSNeLd/5WSyEoA864P+QcB+JMyQQEgkKEg826CfR9euzqZlSqthidrWpjs3KteGzC6FgP0q1q406pa5TbTE7/DaGcfTFJMcSk8xHaWNop+T6YpJ9NTZli8UwVnOrTXX0L1s0PpWTOWyst2eLQNmlrCff+95ohSlSGgWY49TWkrZVR3/b1pyz0ssebvAn7maFdP08SVLCP8VeO3uwASREUuIMCYSEWRJmSPB3DnrF12f55dnYUFLFFrOrTXXkzbWr+GIxaqNOqeuETRdup43NtdlH88Z0XU9Kj+Wy647l1n7UtV/OVsXHmCqybNvor5LLYyZHoOz/lnAZ78Mf/ahYwTKTErahuFf29NNJ6f+XNHkdTduzNilxtqSzpDqklDrxqd2ehNSHDc612VclQWI/SptL7TmfjbOxbKfirB1ta0MO/VWNQR/GxqTmtHrZGOrEa65JdNtH23Yc3p4dAmUziMcXLxZveoiRkt1H2obONiVHnfMxZlay+J+kL34xSUYgq9Rj8LMag+fJI1CJlIp7SXcHAf+TFJsp6aW73EwJQ2EBUnJ4bFPSzj5V2+ivP9vWfDmfxlHXsalOP6T+NEZ1xtAGyZ/qMRv70Kcy5rP5bNv213aZXjWXjkt15Ncc9FGqX21l43L/5AgUJ+3MO/GKk/YLLxSfb4ithfsJ0v4m9dk807Rzr1bCtuF9gMDAf4tDYKxy9J5ScfmODzfcHZz9Y2x3JDvXT0Jn76T4/Pnmy8fFpbvOfi+UkVLTm8qDIXYAxGy58TAXYlRnH+ZjOyVt31g/2hhr2zY3/Wpn3zKb9TNXrL/GQtfYVHzMrjaro602rrOqjfEuZ4NA6UMP+ObSi38zm5XNMcsH3/9+doYEUvKHG+a4QxKrSpIS3me3fTAkne39oRwMQkFClJ3dbqBeENNuN2zsHmcfCU+Mw82OgCPQIgTKLuMNfuM3lmpGUfoqIb9s15rqS5PSZbxk9Zx0wml6zCQmEBL6pJ6+S2dwjyPgCLQNgcdf+Up2ZsH7S20btx1PQUgXL+a35Stfsd28vSAEkqRUdzwkJkj/OQKOwPIjULyCp+T+UtuJqRIh4T5S5FVKy78Hl3MLZkZKy7n5PmpHwBHIIfDBq69mZxjFwwFnT+Tl8izCV4WQivtIr766iOH5OhMIREkJj3v64hh4DXgNoAYefvWrpcT06Dd/K/zz67dac97AWDAmkE5u+b//5fdbM2Y/3obHW5SU+g/7wRfHwGvAa6CogZO3ws8+//nsyR0n/sGFL4f+yVuLP3ecvFWMJUdG8GGbWjFeP9+O1YyTkhfEWEE4ETkRxWrg0T/9ILz/zDOViOnH/+eNhdUU1g1yLCMkbAu2KbatblvsMeCk5KTkB6bXQKUaqEpM73/mM+HdF/+mUs5ZEgDWiXU7IS2WVKbdp0lSOn7QC927vYDPohfL3lHAN5Y6u0cBbxDHC1vxD7ZY8D9NeAz8xp2TuRfitAB4/+UuYN9/891/VYkJxPDT3/+D+Vwew+W63/lPpWSEMfkMab71MsnxmSQlENLOrV44xIf+uIx9Fn34FVq8ggikBLJyYmr/Dp+kSLyP71etARDT4Nd/vRoJYNb0yl5jf6wid5XZkRPS8tRwkpQwO6pCSAUpXebbH9pDTHhFjR5I0GM2G6NtjYceWzS+TNd8jKWNudVOm41RO33sR8kYtlXSV0VqP+ix9cVstl+qL+OqjKXqepjTZXMnouPr/1DpHhMvpYE43vtv3w6zuN8EUkSuqmTkhNRcHTRxjKVJaU9IaWyGNP5ZdLykFTMkfF9pq3gd0ZCYmhhs3Zx6EuNJr04O29/2reJnDGUuh/o0njqlxkGHvc7C/ppP9Zhf10M/bSrVZ/XYOmyMtuvGa1/Xmz0R4fFlkEOVp/JITJR3Pv3pYvakBIV9zSW27xCLWdHgt3+70gyN64LEGDHWWF63NVsnk+CbIaWj0WU7fIEWH/y7cfZ9pWv4Aq28NRykZJdJBjNtHxZ1VZlan+2POGtjmznQpq7xtNFPGbNrTo2jTsm+KWnjbJv91E6dEjGqp9qMoWTumKwSo/3qxmtf15s92YCUCoxP3grvPf/faxMFSQOzHdwP+p+f+lT4yf/4TviTT3yiWKDjnhR8dWZEzEuJsflj383WwqyPtSQp4aGG4l7SiJDGZ0j4LHrxGYvb/WKWhA/+beOT6Df7BUHNeqCLyKcnRdU5FrVZ3bbRhzZIuzAnZcxvbWgzXvNTZzxjyuLZr2p8Ll8sB+MpGZOSVeNS/d3e3MloREpnTy4+eu374cGv/urE5EQSmZUsZkevfX/s+PB6aK4eZoltnpTOLtvhI378LDo/8gdCog5JQsK3lTBrSg0SJxpdGKc2ezJimzHoQ52+VB71U7eSfZmXEnFVYhlPyT5op2zqo66SOSiZJxZDG2K50Kb9mIsxlLEYtVHX/rDFFsawj8akfBxHVak5XY/vh6ZxsaSE9f38xz4Wtj/5yYUTk8+OFlMTs6q5JCnhsW9ctiPxgJSKj/3dGZIRP/aHGRJiMEMqPva330uSEk86dvDWXqWtORDPtuqwaZs6ZcpPO+MgU4uulzG0qWQutUFnH5Uao/1UZ18bq3liuo1nm7kpNT9tlLaPxtIXs2l/6NrWftTL/IxzOf+TUIyUuB8WNWvy2dH864D7fJYyTUpXD4v7SJwhgZBIUJB4sEE/ia5fn03NlFInmZhdbapj43Nt+OxCwNiPUu1qo06p61RbzA6/jWEcfTHJsVAyB2NTORgfk8wR8zEffYy169M4xtg+GhPzpWw2H+Moy/yMczn/k1GOlLg/vvALvxB++l9/v/GZE9bxb//w6ugPU67f5fzrYhaYJ0mp+PLs2YMNICGSEmdIICTMkjBDgr9z0Cu+Pssvz8YGlzrJxOxqUx15c+0qvliM2qhT6jph04XbaWNzbfbRvCnd5sn11XGl9Kr9NY66jgU2bad09rXxtGs/2ihzPsa4XMyJpwopcf/hybn//Eu/NNGTeql7TJgVvbtz1R9iSFxGX+bjojYpcbaks6Q6pMRCVdBgU3usbeNTbfZVyViugxL2lJ7zaR+bW9upOGtHO2bLjYHrodT+VXTm1nWzHyVjYuso87GPSs2r9pReNz6Vx+2zJ64yUsK+0/3HNi7t/cUnPxkGl36n9gwKfd7bej4gh+/T2e/TtmBaiZSKe0nyCDgv3XGmpJfucjMlbDSLk5JAsE1JO/tUbaN/Llbz2Vj1xXQdm+o2Fm3auA4br37G0GYl/ZTw24U+yNgSy2n7MCft2ienWx/zWKl5rS/Wrhsfy+G2j9bKLDCJkRL2ly52PTEfZlGPuq+H//jxj4dvfeITxfKTFy4HLLBj0f9nsjm93cz+XSSueVLiww13B2f/GNsdyc71k9DZOyk+f7758nFx6a6z3wtlpNT0xvJEFjsAYrbceJgLMaqzD/OxnZK2b6wfbVZqTutjGzHQNVZ1xsVi6EvFax/qlLaPtqkzPyXtKck4ylSc2xd7MoqRku+Txe6TVcE/SUp4n932wZB0tos3NXTDydu9goQoO7vntoKYdrthY/c4+fTdqoDm2+EH37rXgJOSHwNNHQNpUrqMl6yek06vl94JJCkQEvqknr5raiM8b3rfODaOTRM14KTkddVEXSFnkpTqrpDEBFm3r8d7gXsNLFcNOCkt1/5apuNrZqS0TBvtY/UDymtguhpwUpoOP6+/NH5RUkLB+eIYeA14DXgNeA3MuwaipBT85wg4Ao5ABgGcqPznCDSBgJNSE6h6TkdgxRFwUlrxHbzAzXNSWiD4vmpHYFkRcFJa1j3X/nEnSenk3ZPQ7R2Gzt2tsHmnUywbtzcDlku3NorlwmuXwoWbl8KXbl4IXzq4ELpvd9u/xT5CR8ARmBoBJ6WpIfQECQSSpARCuvL2TuiGw2K5cdoNWK6d3iiWlwbXApadd18qCAlk9TknpgTMbnYEVgsBJ6XV2p9t2pokKWGGlCakGyNCGpLSl0LnwVYxi2oDMeEVNfqzbfVBj/lpg6Su/VJ2jVE9lUNjXHcElgUBJ6Vl2VPLN86xs/fW81dGW4BLdiClj86QzgjpbJZ05d2dYoa03b8SNu+fE9Mo0QIUJYAy8tBYHWrKzhjmjUnGUDJG29DL1sF4l45A2xBwUmrbHlmd8WRJ6UaIX7Lb7l0pLtuBkK70h6SEGZIui4RIT/YkBCs5PsZSxuzsqz4bD5+N03jqjFOpPtcdgWVAIEZKsWNiGbbFx9guBJKkhHtEw1nS8B7StcFwhgTieeqP/l343MGXCkLCDGkLy8Pt0Hm4FTZ7W+Fz+xcWspUkBUoMInag0BaT7EtpN4R9mJvtVDzjmIdxMckYl45A2xFwUmr7Hlre8ZWSUvFgwxkh4Qm7cULaEULaDp0eSKlTzJhSkNiTMeNSdvjho7Q628zDOCs1jjokde2vfa3dtpkjl0d9Kd3m9bYj0GYELCnpccAaV6m6bhfttKHNhTaX64VAkpTw2HeSkN7dCdt9LJwhkZDypJQqNmuv0tbdhHj92TZ9tFPCrjrjaIevbKnahzltvLZddwSWBQFLShi3PZZ47Og2xWLoz/kY43L1ERg7m+uDDgUpxWZIBSFdKQgJs6Z/v/+5sxnSkJA23k7PlGzREd6YXW2qo0/dNtfDvtofem7Rvild82kM7ZTqg56y2zhvOwJtQ6AqKdlx25rXNnS72P7eXn0EkqSEf4x9aXCjuFw3umRnZkiw6wJC2nh7+P9KMei0ANUfs6tNdfSr2mYcJBftrzYdj8bEdPbLSc2HOOap2kf7u+4ItA2Bpkipbdvp45k/AqWkxH+Qxf8j4Wm73GW7KqTEE7RuKk/UtMXa9EHaHNpmX9ooc/2Z08Yyl/aN6bafjUn5U3bb39uOQNsQaIqU9JhQvW3b7+NpDoG5khI2A4WmCzdNbbYYq7ZtHHNbqXHQtW3HyL4aY/vQZ+2xvrRxPdp23RFYFgRSpKTHAI8Lu02MoVQ/bam+Guv6aiKQJqWbuHx3Leyc/ZNs8caGg42web8TNg42wgbk/c1Cv3RvM3CWdClz+W6REGqxs+ApOS7GsA1Jm8qYPdaHNrueMjv9Lh2BtiIQI6W2jtXHtVwIJEkJL1nderBdkA4JCS9pBSFRqn7p3kbhu3B3I/tI+HLB46N1BByBGAJOSjFU3DYLBNKkdHBhjIBARKlf/7Q/IiQQFf7B1n+OgCOwugg4Ka3uvl30liVJqe7ASEw58qqb0+MdAUegnQg4KbVzv6zCqGZGSqsAhm+DI+AIVEPASakaTh5VH4EoKaHgfHEMvAa8BrwGvAbmXQNRUuo/7AdfHAOvAa+BVA3gRJXyud3rZpoacFJyAvaTi9dA7RpwUnLimYZ4cn2dlPyEVPuElCso963HycpJaT328yKO5yQpHT/ohe7dXti6fjxc9o5C5+Wj0Nk9Cpu7h2Hz6mHY+O5wufRX3XDpcjfcuHPiJzgnOa+BNagBJyUnpaYIK0lKIKSdW71w+GYIXS4PQriB5X4I1+4PwrV7g/DS3UEAKYGsnJjShYq3OuhOtG31uZ7G0bFpBzZOSu3YD6t4PCRJCTOkKoRUkNLlbtg+OGkNMdkTvm3bHRnz0wZpddoobb5Ym7E5GevnNj/421gDTkpel03VZZqU9oSUxmZIoZghXbs7nCXt3BkUM6Qrt/pha/+cmJoacJW8OPEzjiTAtpUaq74qdsZwHSrLcrGvxrnuB/qy1ECMlLT+qS/L9vg423PsZUjpaHTZjpfsbpxdslNC2rk9JCVcutNlkTtZT/g8OKzk+BhLGbOzL3waR53S9o21mctKxrpsz8Hh+yK9L1Kk5JilMXNsqmGTJCU81FDcSzq7h1TcR7o3CCSkl+4MAgjpyu1+wCxp+7V+2L7ZD1s3+wU5LWIHxE70ljAwLtpiMpZDtyXmZx7G5drWp+Nhf5fVitdxWhxOTkqLw37V6z5PSmeX7Z76lQvFJTtILiAk6pAkpK2DPCnFTuoAOWWnj5IndY23O0ljbD+2KRmbypGzsy8lc2of+KyfNpXax3U/4NteAylS8pr22p22dpOkhMe+cdmOxMMn7TBDgq2YJZ3NkNDGDAmE1NnvJWdKLFg7aGuv0tYciM+16WMcJeyqM452+HSJ2dmHeSjVrjbVNYa6Sz+ol6EGYqSk40adx2pdY1z3Wo/VQJqUrh4OH/2+NyQhPGVHgoLEJbsrr/VHtoKQDnqlpBQdhCEVxGhBq259Vdq6TnuwsJ2S2teuS8dFnVL7qQ16bNF41/1gbXsNlJESxq913/bt8fG155hLkhL+MZb/iwQSIilxhgRCwn0kzJDg75wR0ub1/EwptvNjxas21WPFnvLTDslF+6vNjot9NV519k3Fab6yGPVrP9fbc6D4vhjfF05K43h4fcwOj9qkxNmSzpLqkFLsBAyb2mNt3ekaC7u22Zc2ylx/5rCxzMW+bDOOUvurTfuprnmo0+9ydsXtWDaHZRkpeV03h/2q13UlUsIsCQv+Jyk2U9JLd7mZEsBksVISYLYpaWefKm301biUrnGp9Vm79mFe2jRWdRuHNvvQl7Kp33U/wNtWAzFSYu1Ttm3MPp7lOI7ypHT2GiEQ0vAfY7sj2bl+Ejp7+GfZbth8+bi4l4SHHMpIaVGFwQOFEuOAruNRH+202Vj2j9np0xy0aT6rM97lchw867yfYqS0znj4ts/umE2SEt5nN3x1UDdsF29q6IaTt3sFCVGCkKgXxLTbDRu7x8mn73zHzW7HOZaO5SJrwEnJ66+p+kuT0mW8ZPWcdHq99E4gMYGQ0AdvdmhqwJ43vR8cG8dmXjXgpOS11lStJUmp7gpJTJB1+3q8F7jXwHLVgJPScu2vZTq+ZkZKy7TRPlY/oLwGpqsBJ6Xp8PP6S+MXJSUUnC+OgdeA14DXgNfAvGsgSkrBf46AI+AIZBDAicp/jkATCDgpNYGq53QEVhwBJ6UV38EL3DwnpQWC76t2BJYVASelZd1z7R93kpR6Dwfh8EE/4LPoxbJ3FPCNpc7uUcAbxDevHga8Hw8L/qcJj4Ef3u+1f4t9hI6AIzA1Ak5KU0PoCRIIJEkJhLRzqxcO3wyjL9B2xz6LPii+sYS3PYCUQFZOTAmU3ewIrBgCTkortkNbtDlJUsLsqAohFaR0mW9/aCcx4XU+uZ/67at/2E71176pmJid/ShjMW5zBNqKgJNSW/fM8o9r7Gy99fyV0RZt7Qkpjc2QQjFD4mfR8ZJWzJDwfaXh+/GGxDRK1AKl7MSvftU59JiNPsgyv8ZS1z6q0+/SEWgzAilSQi1zafP4fWztRSBDSkejy3b4Au2N+1iGl+yUkPDWcJCSXRa5yfYkb9scGw+eKnKSPlXyagzX4dIRaDsCOVLC2FnXbd8OH1/7EEiSEh5q6OJ+0oiQxmdI+Cx68RmL2/1iloQP/m3jk+g3+wVBLXJTcUDojweISuvXdlXdrqdqP8RN07fOejzWEWgCgRgp2Zq27SbG4TlXD4Gxs7devitI6eyyHT7id+3ss+j8yB8IiTokCQnfVsKsKfVDoerCOLXZYmabMehDnT7moS/XVp+N17yq2z62X8yfs8XGnYt3nyPQJgSclNq0N1ZrLElSwmPfuGxH4gEp4aEGzJBg48f+MENCGzOk4mN/+8PPocdg4kne+qy9Sltz2BN8WVv7Quf6KGN+a4v1s/3ZTslYTrc5AsuAgJPSMuyl5RxjmpSuHhb3kThDAiGRoCDxYIN+El2/PpuaKeHkHPvF7GpTHf2nbXMMyMNFbXYddn02lm3bL2dP5dQ+rjsCbUXASamte2b5xzXGEnr5Dv8Ue+3swQaQEEmJMyQQEmZJmCHB3znoFV+f5ZdnY9CkTsQxu9pUR95p23Zsmo86ZWx9tGkMc8ZsjGcMZSqWfpeOQFsRcFJq655Z/nHVJiXOlnSWVIeUYidi2NQeayvUGgt73bbmsv2ZS8dAm/aL2WyusnjNobr2c90RaCMCKVJiHVO2cew+pnYjUImUintJdwcB/5MUmynppbvcTAlQoFh1ITxqswU96zbXSZnLz3ExFtLGV/ExDyXzMBel5nLdEWgrAjFSwlhZ317Pbd1z7R9XnpT4cMPdwdk/xnZHsnP9JHT2TorPn2++fFxcuuvs90IZKTUJiR4QdXU9oGJj5EFGqTF2XfSpnTYrGWPt3nYE2oxAipTaPGYf23IgkCQlvM9u+2BIOtv7QzkYhIKEKDu73UC9IKbdbtjYPc4+Er4csPgoHQFHIIeAk1IOHfdNg0CalC7jJavnpBNO06shMYGQ0Cf19F06g3scAUdgmRBwUlqmvbVcY02SUt3NIDFB+s8RcARWGwEnpdXev4vcupmR0iI3wtftCDgC80XASWm+eK/T2qKkhILzxTHwGvAa8BrwGph3DURJqf+wH3xxDLwGvAZSNYATVcrndq+baWrASckJ2E8uXgO1a8BJyYlnGuLJ9XVS8hNS7RNSrqDctx4nKyel9djPiziek6R0/KAXund7AZ9FL5a9o4DPWXR2jwLeIL559TDg/XhY8D9NeAz8xp0TP8E5yXkNrEENOCk5KTVFWElSAiHt3OqFQ3zoj8vYZ9GHX6HFK4hASiArJyYv1KYK1fO2q7aclNq1P1bp+EiSEmZHVQipIKXLfPvD4omJr+0pk6mdyH4pf8yOPjE7bepnfisZG5Pa3/rpo4SfOqXt420/oUxbA05KXkPT1lCqf5qU9oSUxmZI459Fx0taMUPC95W2itcRDYkptcKm7VVOxBoDvcqSG7fmi8WpX3XGxmz0QcIfWxhDH2PVTt2ln0RmWQM5UkrVM+s05s/5Zjluz9X+4yBDSkejy3b4Au2N+1iGl+yu4Qu08tZwkJJdFrXzUwWv49EY1TVGdRtT1mZfxFVd2Ccm7foYk8oNf8zHfi7bf2C2fR/FSElrLjZ+1jHjNCbn0zjXV792k6SEhxqKe0kjQhqfIeGz6MVnLG73i1kSPvi3jU+i3+wXBLWo4rHFzQPAymnGx3Uwh80d8zO2iozlszbNoz7adQyq0+9y9Q/uJvdxjJS4vli9WZu2VUcO22Zel+tRs3lSOrtsh4/48bPo/MgfCIk6JAkJ31bCrClVQCg4XRinNluUbDMGfajTp3moU+ZiNE+ZXiUfY1Tq+lPrSMWrnbrNBzttmj8WT5vL9TjAm9rPTkpeP03VVpKU8Ng3LtuReEBKxcf+7gzJiB/7wwwJMZghFR/72+8lSYknTLsx1l6lrTkQz7bVmYsScRrDfirr+qvEc/2xWGuzbR2bjl/jqFup8TaPt/3EMmkNOCl57UxaO2X90qR09bC4j8QZEgiJBAWJBxv0k+j69dnUTIknTDuomF1tqqNvrq0+1bWftavP6mjbxfa3bcbDzkVt0LWP6vSxX0oyH6XNoXkY4/Kj+9IxmQwTJ6XJcPN6K8ctSUr4p9hrZw82gIRISpwhgZAwS8IMCf7OQa/4+iy/PBsDP3biRFzMrjbVY/HqtzrausT6W5vGU0cMF9io275qp67x1Cmr9GceK5EjtjCOPrZdnu9Dx2I6LJyUpsPP6y+NX21S4mxJZ0l1SElPxtwx9uQZazMW0ubQturaR3Ubg7baVNd+1K3fthlHqX7qkKrnYuFjbJlu47TNdbhMHxCOTTVsJiEl1iIlsUabNkr6XFbbH6uEUyVSKu4lySPgvHTHmZJeusvNlAAcC5CSYLJNSTv7VG2zf5lkPhsXWx9jKdGH+rTxXD/zaW71qW7XSR+l+tXGdbhcvwN91vu8LimxJlP1SDvkrMfq+Zar3vOkxIcb7g7O/jG2O5Kd6yehs3dSfP588+Xj4tJdZ78Xykip6QKpUtSModQxwdbEgnUwr66PesoHu8aoXqWPxlN3uVwHaRv3V46U2jheH9Py1HySlPA+u+2DIelsF29q6IaTt3sFCVF2ds9tBTHtdsPG7nHy6TsvjOUpDN9Xvq9yNeCk5PWRq49pfGlSuoyXrJ6TTq+X3gkkKRAS+qSevptmoN43jb9j49jMuwaclLzmmqq5JCnVXSGJCbJuX4/3AvcaWK4acFJarv21TMfXzEhpmTbax+oHlNfAdDXgpDQdfl5/afyipISC88Ux8BrwGvAa8BqYdw1ESSn4zxFwBBwBR8ARWAACTkoLAN1X6Qg4Ao6AIxBHwEkpjotbHQFHwBFwBBaAgJPSAkD3VToCjoAj4AjEEXBSiuPiVkfAEXAEHIEFIOCktADQfZWOgCPgCDgCcQSclOK4uNURcAQcAUdgAQg4KS0AdF+lI+AIOAKOQBwBJ6U4Lm51BBwBR8ARWAAC/x+f2C84qpR9xQAAAABJRU5ErkJggg==这几个参数该如何设置较好呢?求大佬们分享一下,谢谢!

dou7612179 发表于 2022-6-15 22:42:08

设置不好,EA不自动开仓,只能手动下单了,这些参数设置多少,1分钟K线,EA可以下单?

yanyang0916 发表于 2022-6-16 09:53:50

用心讨论,共获提升!

EA邦高老师 发表于 2022-6-17 08:19:41

因为每个人的性格不同,其所使用的参数配置也有很大的区别,建议在使用EA的过程当中,根据自己的本金及风控通过仿真模拟交易的方式获得适合自己的参数配置。

yanyang0916 发表于 2022-6-17 16:36:57

用心讨论,共获提升!

happyea2022 发表于 2022-6-18 22:36:38

同问
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