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模式与速度
注册时间2018-08-17
[讨论]谈谈我的成功交易的方法
楼主发表于:2020-02-18 05:19只看该作者
43楼 电梯直达
电梯直达
ivwugeypm 发表于 2020-2-17 19:21
楼主,你离场的细节和波段的选择方面能不能分享一下
很简单的一张图,前低也是你加仓的位置,前单加仓止损破前低平掉所有仓位data:image/png;base64,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
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
模式与速度
注册时间2018-08-17
楼主发表于:2020-02-18 05:26只看该作者
44楼
ivwugeypm 发表于 2020-2-17 19:21
楼主,你离场的细节和波段的选择方面能不能分享一下
35楼讲过了
模式与速度
注册时间2018-08-17
楼主发表于:2020-02-18 05:46只看该作者
45楼
投机策略不是简单的资金管理的概念,可以叫做头寸管理,重在开仓后的过程控制。止损为 底线,小周期趋势破坏为平仓目标,开仓后价格位于底线和目标之间运行时,需要很强的过程控制能力 才能将投机策略贯彻到底, 市场哲学主要决定开仓机会及目标,依据是市场价格波动特征。开仓可以定义 为用头寸触摸趋势运行的边界,成功则持有,失败则于底线处退
模式与速度
注册时间2018-08-17
楼主发表于:2020-02-18 05:58只看该作者
47楼
转折点开仓只是我个人交易体系下的必然要求,追求佳盈损比,然后用经验来提高胜算。 你的理解方向是对的,但要注意,W和D的次级别不一定机械地设定为 H4,应该把 H1 和 H4 周期协同作为日线的次级别来分析(熟练以后开仓点甚至可以精确到 M15) ,具体市况不同, 应对视角随之不同。
模式与速度
注册时间2018-08-17
楼主发表于:2020-02-18 06:03只看该作者
48楼
就拿这波黄金来说,没有任何隐瞒了,老底都都兜出来了,黄金w波段,4小时出现拐点,再去找30分钟找4小时启动点大概是40点左右的风险。 30分钟的4小时拐点.png4小时拐点.png黄金W波段.png

点评

4H回调到什么程度,才开始用小周期去博4h的拐点呢。发表于 2021-05-11 08:23
行情没有走出来之前是基于什么理由是去博黄金W波段的?M30的入场位置复盘来看至少会有两次打到平保吧。发表于 2020-02-18 08:44
模式与速度
注册时间2018-08-17
楼主发表于:2020-02-18 06:04只看该作者
49楼
看看最近的澳元,欧元你做到了吗?
鱼塘
注册时间2018-01-02
发表于:2020-02-18 06:41只看该作者
50楼
感谢分享
水墨江南
注册时间2012-07-13
发表于:2020-02-18 06:43只看该作者
51楼
楼主很用心emoji-image
个性签名

韬客社区www.talkfx.co

圣斗士
注册时间2008-03-30
水墨江南
注册时间2012-07-13
发表于:2020-02-18 07:06只看该作者
53楼
楼主能不能说说加仓策略的运用啊?
ivwugeypm
注册时间2014-11-05
发表于:2020-02-18 08:44只看该作者
54楼
模式与速度 发表于 2020-2-18 14:03
就拿这波黄金来说,没有任何隐瞒了,老底都都兜出来了,黄金w波段,4小时出现拐点,再去找30分钟找4小时启 ...
行情没有走出来之前是基于什么理由是去博黄金W波段的?M30的入场位置复盘来看至少会有两次打到平保吧。
蔡尼奥
注册时间2009-03-06
发表于:2020-02-18 11:56只看该作者
55楼
早上的回复没看见了,别拿技术说事的帖子12年的我还保存有,好像还有q群聊天记录
模式与速度
注册时间2018-08-17
楼主发表于:2020-02-18 12:09只看该作者
56楼
本帖最后由 模式与速度 于 2020-2-18 20:14 编辑 删除
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
模式与速度
注册时间2018-08-17
楼主发表于:2020-02-18 12:12只看该作者
57楼
本帖最后由 模式与速度 于 2020-2-18 20:18 编辑 删除
个性签名

韬客社区www.talkfx.co

模式与速度
注册时间2018-08-17
楼主发表于:2020-02-18 12:16只看该作者
58楼
ivwugeypm 发表于 2020-2-18 16:44
行情没有走出来之前是基于什么理由是去博黄金W波段的?M30的入场位置复盘来看至少会有两次打到平保吧。
兄台理解错了,再去看看45楼。在30分钟找4小时波段拐点只是为了降低成本,止损点在没突破4小时前高之前依然放在30分钟前低:红线“,首先要明白要操作波段是w,4小时回调才是加仓的位置。所以为什么要被平保?举个例子:操作4小时波段,在15-30分钟是趋势破前低为止损点,为什么要在1分钟才涨了些然后还没跌破30分钟前低就要拉平保还没破前低趋势就结束了吗?

点评

明白了,谢谢楼主,原来是在H4回调的时候加仓,我复盘时理解为M30回调就加仓,然后均价平保,这样格局太小了自然容易平保。发表于 2020-02-18 12:26
模式与速度
注册时间2018-08-17
楼主发表于:2020-02-18 12:19只看该作者
59楼
因为本人文字表述不好所以就转载了些,也有修改过的怕很多朋友会错其中含义。
ivwugeypm
注册时间2014-11-05
发表于:2020-02-18 12:26只看该作者
60楼
模式与速度 发表于 2020-2-18 20:16
兄台理解错了,再去看看45楼。在30分钟找4小时波段拐点只是为了降低成本,止损点在没突破4小时前高之前依 ...
明白了,谢谢楼主,原来是在H4回调的时候加仓,我复盘时理解为M30回调就加仓,然后均价平保,这样格局太小了自然容易平保。
模式与速度
注册时间2018-08-17
楼主发表于:2020-02-18 13:03只看该作者
61楼
已经没什么可讲的了,最后送给大家一句话:会买的是徒弟,会卖的是师傅,会休息的是祖师爷。
jianjia
注册时间2018-11-12
发表于:2020-02-18 13:52只看该作者
62楼
关键在所做级别的主升行情加仓。:lol
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