Hedging对冲EA v6.6版本下载及更新功能说明
EA说明：https://www.eabang.com/post/310.html
功能帮助手册：https://www.eabang.com/help/HedgingMartin/
上面的帮助手册中有每个功能的详细说明，很多功能都有视频说明和使用技巧。
下面只介绍了该版本增量的功能，可以把从低到高版本的更新记录都看一下，一方面可以更好的了解EA功能，另一方面，一些更新建议的帖子里包含了用户的交易策略。
可以关注这里的知乎号（推荐）、头条号，微信视频号这些，有各种教学，会持续更新视频，https://www.eabang.com/10.html
v6.6更新功能说明：
1、丰富了挂单开仓和加仓功能，因为最近很多朋友咨询这种策略，也很多团队在用这种挂单策略在做资管，比如这个帖子里说的挂单的策略就很详细：https://www.eabang.com/bbs/thread-8065-1-1.html，这个用户稍后会把参数发上来，各位如果有心的话可以持续关注这个帖子。
在自动面板和加仓面板的开仓设置里面，多单和空单的上方挂单和下方挂单，都增加了“挂单移动启动点数”和“挂单移动点数”。
帮助手册里已经更新了详细的说明：https://www.eabang.com/help/HedgingMartin/post/124.html
2、平仓面板的“总体止盈”里增加了“盈利金额下限”的功能。
详细说明：https://www.eabang.com/help/HedgingMartin/post/453.html
3、顺势加仓和逆势加仓里面，丰富了同时加仓另一方向订单功能，增加了挂单和其它一些条件。
详细说明请参考：https://www.eabang.com/help/HedgingMartin/post/270.html
4、“总体止盈”中的“双向订单”功能增加了订单数限制。
详细说明请移步：https://www.eabang.com/help/HedgingMartin/post/79.html
5、自动面板的“仅有一个方向订单”功能进行了优化。
详细说明：https://www.eabang.com/help/HedgingMartin/post/156.html
6、移动止盈增加ATR止盈。
详细说明：https://www.eabang.com/help/HedgingMartin/post/454.html
建议帖子：https://www.eabang.com/bbs/thread-8017-1-1.html
7、末单对冲增加了“必须盈利对冲”按钮。
详细说明：https://www.eabang.com/help/HedgingMartin/post/152.html
8、NvM增加“每笔订单最小平仓仓位”。
详细说明：https://www.eabang.com/help/HedgingMartin/post/153.html
建议帖子：https://www.eabang.com/bbs/thread-8011-1-2.html
9、反向对冲里增加了“仓位小于开启加仓”功能。
详细说明：https://www.eabang.com/help/HedgingMartin/post/455.html
建议帖子：https://www.eabang.com/bbs/thread-7919-1-2.html
10、自动面板的平仓总开关，增加了“开仓时间需大于（分钟）”的功能。
详细说明：https://www.eabang.com/help/HedgingMartin/post/402.html
建议帖子：https://www.eabang.com/bbs/thread-7937-1-2.html
11、增加了“平仓后立即开仓”的“仓位上限”功能。
详细说明：https://www.eabang.com/help/HedgingMartin/post/445.html
建议帖子：https://www.eabang.com/bbs/thread-8063-1-1.html
12、加仓间隔增加了“间隔倍率”功能。
详细说明：https://www.eabang.com/help/HedgingMartin/post/456.html
13、“品种信息”里的“单点价值”增加了自定义设置。
详细说明：https://www.eabang.com/help/HedgingMartin/post/58.html
建议帖子：https://www.eabang.com/bbs/thread-8086-1-1.html
14、“管理订单”中增加了“管理注释订单”功能。
详细说明：https://www.eabang.com/help/HedgingMartin/post/51.html
建议帖子：https://www.eabang.com/bbs/thread-8081-1-1.html
15、增加了“点差大于关闭”多单开仓和空单开仓功能。
详细说明：https://www.eabang.com/help/HedgingMartin/post/130.html
建议帖子：https://www.eabang.com/bbs/thread-8083-1-1.html
EA下载（MT5）：
EA下载（MT4）：
下载，学习~感谢下载，学习~感谢
老师请问有mt4版本下载吗？ 不能下载啊·不能下载啊·不能下载啊·
首单S1，逆势加了S2，以S2按照时间间距自动顺势又加了S3订单。
设置了双单保护损，能不能让程序也给S2和S3设置上双单保护损
目前程序是只会按位置给最上两单或最下两单设置上，能不能在双单保护损里面加一个类似保本止损里面的，按顺势加仓双单保本，按逆势加仓双单保本的功能。data:image/png;base64,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data:image/png;base64,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
很详细，试试实盘
MT5 6.6版本在哪里下载
yixiu 发表于 2025-12-15 17:37
首单S1，逆势加了S2，以S2按照时间间距自动顺势又加了S3订单。
设置了双单保护损，能不能让程序也给S2和 ...
这个有点逻辑问题。
不按最上两单，那ea也不能进到脑子里，想给哪两单就给哪两单保护啊。
下载学习EA如何使用。
感谢分享，试试