ben5463
发表于 2019-7-17 17:19
不顶不行。。。。。。。。。。。。好帖。
蔡浪子
发表于 2019-7-17 23:07
森焱焱 发表于 2019-7-2 09:25
看了很多帖子,终于找到关于角度线运用的极品好帖。
http://bbs.macd.cn/forum.php?mod=viewt ...
用我的方法换你的方法如何?如果你愿意,我会在接下来每次的操作前提前告知,以示点位确实是可以被提前知道的!误差通常在一个点范围附近,止损大部分情况只要三个点,今年到现在盈利差不多五十万了,如果没意愿就算了
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
蔡浪子
发表于 2019-7-17 23:12
森焱焱 发表于 2019-7-2 09:25
看了很多帖子,终于找到关于角度线运用的极品好帖。
http://bbs.macd.cn/forum.php?mod=viewt ...
如图今日的挂单操作,虽然差一个点没有成交
森焱焱
发表于 2019-7-18 00:09
蔡浪子 发表于 2019-7-17 23:07
用我的方法换你的方法如何?如果你愿意,我会在接下来每次的操作前提前告知,以示点位确实是可以被提前知 ...
不明白你的意思,你可以加我的QQ2504924622,我们详细了解一下。
你也可以留下你的号,我来加你也行的,这都很正常。
森焱焱
发表于 2019-7-18 00:13
小野马 发表于 2015-8-2 17:29
HEHE ,那个帖子貌似对 2007年到2010年有效,到今年可就是 谬误很多,(196周后重到19600,感觉有机械的东西 ...
你这个方法是错误的。角度线,是从来对任何时候有效,尤其是对上证综指,创业指数,有时简直就是精确。
当然个股有很多情况,有时重组成了完全不同的股票,那波动率就可能变化,也可能维持,这都看具体的情况。
另外,角度线,上涨与下跌的角度线,其实都表示一种倍率关系,涨跌过程中,同样都是有用的。不存在没用的情况。
实际中涨跌过程中,支撑压力都有明显体现,但也有很多突破的例子,这与涨的过程与跌的过程无关。
森焱焱
发表于 2019-7-18 00:28
珂珂123 发表于 2019-3-25 23:14
波动率这个翻译有问题,他会把人往歧义上引,而抓不住真正的本质
波动率的翻译,也没有问题,说有问题的,是自己不明白。
虎牙直播
发表于 2019-7-18 08:50
有悟性{:7_317:}
蔡浪子
发表于 2019-7-18 09:59
森焱焱 发表于 2019-7-18 00:09
不明白你的意思,你可以加我的QQ2504924622,我们详细了解一下。
你也可以留下你的号,我来加你也行的, ...
if主连3769做多
森焱焱
发表于 2019-7-18 10:21
蔡浪子 发表于 2019-7-18 09:59
if主连3769做多
IF主连,现在是不能够做多的,它在一个回调的趋势中。
它的波动率是非常明确的,而且从这个品种的走势看,它在1月份的低点起点,是太急了一点的,本来应该在2月产生。
由这里就可以知道了,我说的,这一轮反弹,有明显的管理层操纵引导的迹象,这个走势就是一个明证。
观察市场运动协调与不协调的关系,市场运动背后的秘密,是显而易见的。
你还是加我的QQ号2504924622联系吧。
蔡浪子
发表于 2019-7-18 10:44
森焱焱 发表于 2019-7-18 10:21
IF主连,现在是不能够做多的,它在一个回调的趋势中。
它的波动率是非常明确的,而且从这个品种的走势 ...
拿两个交易日,下周二平仓
蔡浪子
发表于 2019-7-19 09:57
森焱焱 发表于 2019-7-18 10:21
IF主连,现在是不能够做多的,它在一个回调的趋势中。
它的波动率是非常明确的,而且从这个品种的走势 ...
昨天预测的点位,都是提前说的,不存在马后炮,(这次是0.1个点都不差)
森焱焱
发表于 2019-7-19 11:36
蔡浪子 发表于 2019-7-19 09:57
昨天预测的点位,都是提前说的,不存在马后炮,(这次是0.1个点都不差)
没说短线不能做多,但选的点位,还有趋势,并没有意义。在一个回调趋势中,老想抓住那点小利,这是很吃力不讨好的交易,也需要很高的保证金来作保证。昨天最低是到了3755,这个风险并不小。当然,大资金例外。
这一次你虽然赚到了,但下一次呢?
你这样交易的技术依据何在?
蔡浪子
发表于 2019-7-19 11:59
森焱焱 发表于 2019-7-19 11:36
没说短线不能做多,但选的点位,还有趋势,并没有意义。在一个回调趋势中,老想抓住那点小利,这是很吃力 ...
绝对不是蝇头小利,我可以连续公开操作,十次差不多对八次,半年五十多万利润,当然其实再努力学习学习可以更高准确率!风险也很小的 ,我的止损一般是三个点到五个点,我认为这就是江恩大师讲的波动法则!类似于江恩大师公开的那两百多次连续的操作!但我不知道你所说的波动率是什么?好像你也可以精确到点位,这个确实是存在的!今天期货到了一个阻力位,但不是这波高点,所以我只会平仓IF1907的合约,因为今天交割,08的合约我会到下周二才平仓!
森焱焱
发表于 2019-7-19 12:54
本帖最后由 森焱焱 于 2019-7-19 13:00 编辑
蔡浪子 发表于 2019-7-19 11:59
绝对不是蝇头小利,我可以连续公开操作,十次差不多对八次,半年五十多万利润,当然其实再努力学习学习可 ...
我相信你确实有某种技术的。
但是这样的交易方式,风险还是很大的。
比方有很多时候,短线市场中,該反弹的不反弹,直接下杀的太多了,有时逼空上涨不回调的也太多了。
你这种技术,为什么不去做黄金现货?这种技术,短线交易的话,在黄金交易中非常适用。
我的技术,就是江恩的成方的技术,正方形而已。用于判断趋势很正确。
短线交易,确实话很让人疲劳的。
但如果在一个主要趋势中,做短线的投机交易,则胜率大大增加,即使失误,也终究会转头回来。比方这个合约,迟早也是要跌下来的,这样做空单的风险不大,做多单,容易有风险。
我的技术,上证指数的每一个波段,我不说小波段了,只要是中级以上的波段,都是准确的,误差很小。不追求精确的情况下,用于判断趋势的终结或者趋势的变化,是十成准确率,特别是大资金,就放心建好仓位不用管了。只要你不拿到象长生生物那样的股票,还有那种过度操纵的股票,基本没有风险,风险都是短线的。而且我对于所有的转折点判断,全部都是根源于同一种方法,不会这个点这样解释,那个点那样解释,这就是易学中的万物有数,万物有度。
另外还有一种技术,是我在2005年大牛市发明的,不断总结后,对每一个波段都有准确的方法来判断,因而在2008年市场下跌过程中,对每一波的反弹起点,终点,都判断得非常准。在2015年这种明显管理层操纵的行情中,也明确判断出每一波段,都是很直接了当的技术。
蔡浪子
发表于 2019-7-19 13:51
森焱焱 发表于 2019-7-19 12:54
我相信你确实有某种技术的。
但是这样的交易方式,风险还是很大的。
比方有很多时候,短线市场中,該反 ...
可以做短线!但我做的是波段,因为我还需要时间学习,1月4号到4月份的波段我拿到了!黄金不如股指期货来钱。我基本上只计算上证指数跟股指期货这两个品种!走专业化路线
森焱焱
发表于 2019-7-19 14:16
蔡浪子 发表于 2019-7-19 13:51
可以做短线!但我做的是波段,因为我还需要时间学习,1月4号到4月份的波段我拿到了!黄金不如股指期货来 ...
股指期货,好象是以沪深300指数来作标的的吧,这个与上证指数有时有分歧的,当然趋势类似。
我研究的是上证综指、沪深300与深圳絿指,创业综指。
有兴趣就加我的QQ交流吧。
蔡浪子
发表于 2019-7-19 14:22
森焱焱 发表于 2019-7-19 14:16
股指期货,好象是以沪深300指数来作标的的吧,这个与上证指数有时有分歧的,当然趋势类似。
我研究的 ...
好,我开始以为是上证,后面才知道是沪深300的期货!所以我又要多计算一个品种了