去年只杀到月线下轨连季度线2793都没碰到然后折返向上。这是大牛市
未来的要点是杀上月线中轨4225
上不去还要折腾一旦冲过去锐不可当直奔新高
qqq的反弹潜力巨大
纯属瞎扯
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道指最强,已经冲过月线中轨,重新回到牛市。
QQQ最弱,但它反弹起来最有潜力!看好它。有可能迅速上摸302
SPX居于中间,不温不火。先上摸4150再说
当然,这不是说短线两三天内。短线震荡很正常
以上数据纯属个人猜测
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![](https://tvc-invdn-com.investing.com/data/tvc_9f1782b8d1e2a94e62c83861b3c76bc5.png)
要点:目前位置有一道压力线,如果突破了将会去4330附近的压力线。或如果再突破了4300,那就彻底翻转,要奔新高了。
对牛牛有利的地方:1.中轨开始向上弯曲,这是想要翻转的信号。
2.MACD突破向上,同样是上涨的信号。
有积极信号不等于必然向上突破,只是牛牛很有希望。
股市不可知。
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![](https://tvc-invdn-com.investing.com/data/tvc_309ac85430ef4fbf168762a475ae88cc.png)
我重点关注的是周线MACD呈现出双底结构。右侧比左侧略高。
SPX股价是不标准的双底,右侧比左侧低
昨天回踩到周线中轨拉起,这是牛市走法
接下来要面临两道粉红色而压力线。
如果继续反弹,股价抵达4200以上,布林中轨和下轨向上弯曲,那就是周线级别的牛市了。
熊熊的机会在两道粉红线向下杀,尤其是趁SPX反弹到4246-4310点之间,做一个局部双顶杀下去。
如[
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![](https://tvc-invdn-com.investing.com/data/tvc_3b17ed24b029b55d33480e86351517fc.png)
这是日线图,短线有三种可能。做熊做牛,任选一条。我选择B或者C。
而在越线图上,8月9月连续两根阴棒,目前的十月是螺旋桨,但还没到月底,最后10天杀下去变成红彤彤的阴柱完全有可能。月线图连续拉五六根阴柱,就到明年春天了。
这次下跌,到目前为止,缺乏酣畅淋漓的暴跌。没有暴跌,就很难见底。11月初又有联储会议,压力很快又要来了。
纯属瞎说,股市[
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)
目前有两种可能,一个是08级别的大跌,一个是没有08级别的大跌。如果是后者,这里就是历史大底。归根结底要看10月份的加息进度。只要联储稍微宽松一点儿,股市就跌不下去。美股还是很强的[
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这一波下跌的时间和幅度够够了。该有一个反弹了。反弹是为了修真技术指标。偏离太远需要回归。
花姐的记忆像鱼一样短暂,不见棺材不掉泪。上一次的加息变成历史,下一次的加息会议在11月1-2号,因此股市有个短暂喘息的机会。要等到10月下旬,才会重新感受到压力。
趁此机会,来个反弹很正常。反弹到3900的可能性大于70%。到3800的可能性超过95%。
极限能摸到4200-[
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08年的大c浪下跌持续了9个月才做底
其中有一个月的绿柱还有十字星但主体下跌趋势不改
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