持心若水
发表于 2021-4-18 16:55:35
支持下
478454515156131
发表于 2021-4-25 16:45:08
{:1_186:}
刘中玄
发表于 2021-4-28 17:40:35
支持下
西蒙
发表于 2021-4-29 17:19:51
支持下
wang1xiao2gang3
发表于 2021-4-29 19:05:41
我有
wang1xiao2gang3
发表于 2021-4-29 19:17:16
指标太多了,没时间找。要一个个看
wang1xiao2gang3
发表于 2021-4-29 22:17:18
本帖最后由 wang1xiao2gang3 于 2021-4-29 22:40 编辑
我有 ,翻了下指标库找到了,一模样,颜色改下就完data:image/png;base64,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全一样了,没有源码。
davidgw2046
发表于 2021-4-30 08:15:02
建议别当真。。。。。
wang1xiao2gang3
发表于 2021-4-30 17:28:39
没有谁根据一个指标就100%胜率的,这个有漂移。但是比器很多指标来说已经好很多了
youguang
发表于 2021-5-3 18:42:55
支持下