头皮,一次一单,止损止盈,稳定,可复利(源码去bug)- 能赚钱的外汇EA
选择字号: 超大 标准 发布时间:2023-07-10 12:36 | 作者:外汇EA
传说中的头皮神源码,也是热帖
(【暴利神器:刷单王】花钱买的破解版,免费分享。商业级盈利超级强的刷单EA,实盘一天不到盈利10多倍!的EA源码)
但是加载过程中发现有的单子没有止损价,导致盈利情况下无法进行移动止盈,或者亏损情况下无法止损,因此进行了修改,欢迎各位老铁进行测试修改,并相互探讨使用经验,附图为本人再次修改后挂GBPUSD的统计,通过一个多月测试来看,100USD可挂,模拟盘和实盘基本一致,运气好的话不到一个月可翻倍。
注意:统计表格为附件源码的基础上再次修改的结果(头皮,一次一单,止损止盈,稳定,可复利)
![](data:image/png;base64,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)
--------☆★☆★☆--------
① 小编建议:
→ 本EA未经测试,请自行回测或挂盘测试,不对因使用本网而造成的损失承担任何责任,据此入市,风险自担!
★ EA一般测试流程: 1、用历史回测简单验证EA策略的可行性,大致确定想使用的EA,EA的交易品种和应用于哪个时间周期,找到一款或几款自己喜欢的EA和参数。2、用模拟盘试用一段时间。 3、认为可以稳定盈利之后再实盘。
② 小编说说:
→ EA只是人的策略的程序化,程序化以后可以由电脑自动交易,EA不是洪水猛兽,也不是能让你躺着赚钱的神器,它只是个工具! 从博弈论的角度,你的盈利是别人的亏损,你的亏损是别人的盈利,如果存在一种大家都能盈利的策略,那大家都盈利,谁亏损呢,如果没人亏损,你赚的又是谁的钱呢。
→ 由于人和人之间的性格不同,即便使用同样的EA,由于设置的参数不一样,用出来的效果也不一样,我们建议你根据自己的性格,找到适合自己的EA或是EA组合,并设置适合自己的参数,人跟EA磨合好之后,盈利便会开花结果。
★ 建议根据自己的性格选择EA,适合自己的EA就是最好的EA。在具体使用方面,可以考虑用多款不同策略的EA,并根据你的交易理念和经验自行设置参数,每个EA交易多个品种,每个EA在每个品种上只承担一丁点风险,这样能在增加收益的同时,分散风险,以达到持续稳定盈利的目的。
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