![](https://finviz.com/gfx/nic2x2.gif)
第一維度:市場心態。股價處在高位,恐貪指數處在低位。市場沒有任何浮躁的心態,上漲沒商量。
第二維度:行情分析。QQQ成分股裏麵80%的股票處在牛市行情。(200天均線形成穩定的支撐)
第三維度:趨勢分析。QQQ成分股裏麵60%的股票處在上升趨勢。(50天均線趨勢向上,如有碰觸瞬即彈起)
第四維度:籌碼聚散分析。QQQ裏麵40%的個股屬於籌碼聚集狀態,20%的個股處[
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NVDA:地表最強趨勢的股票,以平均每天1%,甚至1%以上的速度向上衝刺,終點站遙遙無期。今年內翻倍應該是小菜一碟。
AAPL:王者歸來。單憑自己的股票回購都能夠讓股價再次翻倍,小散愛買不買,根本無人關注。
TSLA:股市的明日之星。一龍又畫了新大餅,如能實現,股價翻10倍,甚至100倍,都不費吹灰之力。
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![](https://publish.finviz.com/060924/NVDAd162972348i.png)
蒙牛最知名的一句話就是:TA無用。
今天俺嚐試在NVDA的K線圖上把TA所定義的所有買點標識出來,在買點買進,準確率100%,每個買點都能賺錢。TA好像有點用。
俺又嚐試在NVDA的K線圖上把TA所定義的所有賣點也都標識出來,然後在賣點反向操作----買進,準確率也是100%,在每個賣點反向做多也都能賺錢。麵對NVDA,TA----確實無用。
如此看來,TA無用基本上是對的。
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第一攻擊波曆經99天上漲27.97%。
第二攻擊波已曆經33天上漲了8.34%。按照第一攻擊波的慣例,還有66天的上漲曆程以及將近20%的漲幅。
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目前全世界AI芯片是英偉達“一個人的武林”。
那些有意無意貶低NVDA的應該先歇息一下。
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NVDA已經超越TSLA,超越AAPL。超越MSFT也是指日可待。
這樣的股票,隻能說NVDA已經封聖。任何TAFA的分析方法都不在適用於NVDA,NVDA本身自帶的規則主宰一切。做多或做空,TAFA在NVDA麵前都經不起推敲。NVDA隻服從NVDA自身。比如:一份財報就可以把股價提升20%左右。當然,未來也可能一份財報讓股價暴跌50%以上。
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BUYMORE,SAVEMORE!
這是老黃的口頭禪。意思是全球哪些高科技公司如果想省更多的錢就應該買入更多的NVDA的芯片。
BUYMORE,EARNMORE!
對我們炒股的芸芸眾生來說,買入更多的NVDA股票,就能賺到更多的金錢。
如此,老黃贏,高科技公司贏,炒股的芸芸眾生也贏----三贏。
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牛市,buydip。
熊市,sellrally。
這就是炒股硬核,其它都是浮雲。
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NVDA是最熱門的股票,是風口上的豬,是萬眾矚目的AI題材股與芯片題材股,是處在強勁上升周期第一牛股。
抓住這樣的股應該做到贏兩次:上升的時候買入做多贏一次;他日利多出盡暴跌的時候趁機做空再贏一次。
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定性分析:一般的定性分析是把K線圖分為上升趨勢與下降趨勢。雖然:“SIMPLEISBEST",但是”SIMPLESTISNOTTHEBEST"。K線圖一般由6個階段組成:築底,拉升,尋頂,築頂,陰跌,暴跌。築底階段:K線左右開弓,忽上忽下。上的時候,讓人有種要創新高的感覺,跌的時候,讓人有種要下地獄的感覺。拉升階段:延5日均線拉升,迅雷不及掩耳。很多人還在睡意朦朧中,K線[
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