经测试非常不错的一个支撑阻力指标EA-MT4平台自动化EA插件
选择字号: 超大 标准 发布时间:2023-10-16 12:20 | 作者:外汇EA
需要的联系我
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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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