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hjbiker
注册时间2011-12-08
[汇商动态]EA测试结果分析
发表于:2016-01-30 15:06只看该作者
21楼 电梯直达
电梯直达
看来很多人都看不清事情的本质。正如张翠山在另一个帖子回复:肯定很牛逼了,如果不牛逼就不发上来了。另外,从8楼的注册日期、发贴文字风格来看,似乎和楼主有双手互搏之嫌疑呀?
个性签名

韬客社区www.talkfx.co

广告
TK30+TK31帖子一樓廣告
TK30+TK31帖子一樓廣告
进击的投机君
注册时间2016-01-14
发表于:2016-01-30 15:12只看该作者
22楼
坑在曲线下方,说明是逆势加仓的ea。迟早会爆,不看也罢

点评

应该是的。不过如果他先平后面的仓就是个尖了。发表于 2016-01-31 05:22
xiyangyangch
注册时间2015-10-14
scalping
注册时间2015-01-14
发表于:2016-01-31 05:22只看该作者
24楼
进击的投机君 发表于 2016-1-30 23:12
坑在曲线下方,说明是逆势加仓的ea。迟早会爆,不看也罢
应该是的。不过如果他先平后面的仓就是个尖了。
LLivingston
注册时间2016-01-07
seaset
注册时间2008-06-07
发表于:2016-02-01 07:06只看该作者
27楼
回撤不止10%,,而且仓位太重了。。。
平凡之路
注册时间2016-01-31
积极参与奖天秤座
发表于:2016-02-01 07:20只看该作者
28楼
厉害啊!!!
个性签名

33布林行走。渐入佳境。言宜慢,心宜善。慎思明辨,事必躬亲。

开着奔驰去耕地
注册时间2015-09-30
楼主发表于:2016-02-01 08:30只看该作者
29楼
seaset 发表于 2016-2-1 15:06
回撤不止10%,,而且仓位太重了。。。
如果知道多大的本金账户,就清楚仓位重不重了。
个性签名

韬客社区www.talkfx.co

广告
论坛谏言--外汇交易不应是你投资的全部,交易外汇也不应是你生活的全部
开着奔驰去耕地
注册时间2015-09-30
楼主发表于:2016-02-01 09:35只看该作者
30楼
3.png3.png4.png4.png2.png2.png1.png1.png
个性签名

韬客社区www.talkfx.co

TerryTong
注册时间2015-12-11
水瓶座
发表于:2016-02-01 10:28只看该作者
31楼
NB,能成功盈利就不错了,EA可以用专业测试软件测试时间周期为10年的看看结果怎么样,如果还是有收益就可以实际用了。
开着奔驰去耕地
注册时间2015-09-30
楼主发表于:2016-02-01 11:02只看该作者
32楼
TerryTong 发表于 2016-2-1 18:28
NB,能成功盈利就不错了,EA可以用专业测试软件测试时间周期为10年的看看结果怎么样,如果还是有收益就可以 ...
说的对,我也希望用市场来验证,所以,希望各界朋友指教。
tiandiyiqi
注册时间2014-11-27
积极参与奖
发表于:2016-02-01 14:30来自移动端只看该作者
33楼
支持一下啊!
开着奔驰去耕地
注册时间2015-09-30
楼主发表于:2016-02-02 06:40只看该作者
34楼
自动获利出局,磅澳获利40点,磅纽获利60点。 4.png4.png2.png2.png3.jpg3.jpg1.jpg1.jpg5.png5.png
开着奔驰去耕地
注册时间2015-09-30
楼主发表于:2016-02-03 11:02只看该作者
35楼
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做两单亏一单,持平。
开着奔驰去耕地
注册时间2015-09-30
楼主发表于:2016-02-19 01:46只看该作者
37楼
跟随趋势,把握机会,控制风险,长久盈利 QQ截图20160219094403.pngQQ截图20160219094403.pngQQ截图20160219094313.pngQQ截图20160219094313.pngQQ截图20160219094326.pngQQ截图20160219094326.png
开着奔驰去耕地
注册时间2015-09-30
楼主发表于:2016-02-19 01:49只看该作者
38楼
跟随趋势,把握机会,控制风险,长久盈利 QQ截图20160219094403.pngQQ截图20160219094403.pngQQ截图20160219094313.pngQQ截图20160219094313.pngQQ截图20160219094326.pngQQ截图20160219094326.png
开着奔驰去耕地
注册时间2015-09-30
楼主发表于:2016-02-19 03:15只看该作者
39楼
泰友虔 发表于 2016-1-30 18:46
首先应该是很厉害吧!
你说的很对,中间的回撤不止10%。这个我们是有策略应对的。对于已经盈利的账户,可以放大利润,相对回撤也大一点
开着奔驰去耕地
注册时间2015-09-30
楼主发表于:2016-02-19 09:05只看该作者
40楼
跟随趋势,把握机会,控制风险,长久盈利 QQ截图20160219110525.pngQQ截图20160219110525.pngQQ截图20160219094313.pngQQ截图20160219094313.pngQQ截图20160219110155.pngQQ截图20160219110155.png
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