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一个更关键的原因是国运。你相信美国国运蒸蒸日上就大胆买;你相信它走下坡路就得小心了。
我觉得值得借鉴的是80年代提高利率抗通胀的走势。大幅横盘震荡
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昨天开盘的时候,我说如果守不住4小时中轨,将去4小时下轨,当时在4544.
昨天收盘,我说大盘会在3天内再摸4637,这种可能性很大。
今天看盘,我认为再摸4637的可能性还不小。
今天关注的要点,是4597-4600,这是四小时中轨。
如果不出意外,今天应该反弹这个位置。
关键是摸到以后,能不能继续向上,还是反身再打下去,这两种可能性都有。
如果再[
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![](https://tvc-invdn-com.investing.com/data/tvc_85aea3c255eacb5662109cd760b40ec7.png)
option长线可以超过一年,那叫LEAP。
我曾经买过长线option,最终多半是失望。
股市涨涨跌跌,对于大盘而言,时间越长,越容易算出涨跌的速率,因此option的卖家占优势,买家赢率低。
而短线option有几个优点:
1.短线走势很难把握,对于散户和庄家而言,都一样难以判断,技术水平越高,获胜的几率越大。因此散户的赢率不低。
2.短线option的价格波动大,就像放大[
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这个问题是有争议的,很多人做个股赚了大钱。但我不想做个股,下面分析原因。
第一个原因:炒作option是基于技术判断,而个股的技术特征不明显。个股的基本面很重要,容易受谣言影响,不一定跟随大盘。
美股option最好的标底是spy和QQQ。IWM也可以炒,但我输多赢少。DIa买卖价差太大,我很少炒它
比较而言,我最喜欢SPY,走势非常非常有规律。
第二个原因:SPY的o[
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我每天都要对大盘重新审视和判断。每天都可以调整态度和看法。
接下来大盘直奔前高的可能性很大,任何回踩不破4533都可以买进。
大盘上涨的目标是4770-4870这个范围。
为什么会是这个范围呢?
我考察一些历史大顶,发现双顶不是标准的双顶,而是有加减1%的误差。4818加减1%,就是4770-4870。
换句话说,在抵达4770之前,牛牛不必太担心;在抵达之后要小心;如果[
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![](https://tvc-invdn-com.investing.com/data/tvc_7c5ba46941f237de27b595c566e1d83d.png)
但在周线图看,大盘继续上冲4800的可能性越来越大。
日线图
周线图
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)
2022年是甲子纪年第39个年份壬寅年
按照歌诀:
六十甲子纳音歌诀
甲子乙丑海中金;丙寅丁卯炉中火;戊辰己巳大林木;
庚午辛未路旁土;壬申癸酉剑锋金;甲戌乙亥山头火;
丙子丁丑涧下水;戊寅己卯城墙土;庚辰辛巳白蜡金;
壬午癸未杨柳木;甲申乙酉泉中水;丙戌丁亥屋上土;
戊子己丑霹雳火;庚寅辛卯松柏木;壬辰癸巳长流水;
甲午乙未沙[
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