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https://www.zerohedge.com/crypto/complete-graphic-history-bitcoin-bubble2013年cycle:<$200=>$1,0002017年cycle:$1,000=>$20,0002021年cycle:$20,000=>$68,0002024年cycle:<$40,000=>?如果每个cycle持续3年,本轮从2023年开始算,那么到2026年才会结束。我个人认为本轮是机构分配1%-3%到比特币的过程。这个过程需要时间(不是每个基金都会很快跟进。肯定先是一小部分基金首先试探,N年后比特币市场更为成熟...[
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如果用TA术语说,就是bearishengulfing.高开低走一根阴线。量很大。说明有些机构获利了结。这种日内的大幅震荡大概率提示最近数月的强劲涨势可能告一段落。今后会进入调整阶段。
但是NVDA的故事仍然是刚刚开始。调整是好事不是坏事。挤出一些空气其实更健康。所以这个时候再想赚快钱恐怕有些困难。但是今后会出现对长线投资人来说比较好的入点。长线投资人不要失去[
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)
我估价很多50岁左右的人没见过。60岁的人大概见过,但是当时未必有那么多钱参与。所以现在都是道听途说。
但是咱还在上学,没钱参与。所以也没经过那种波澜壮阔。但是研究了一些数据,我发现如果在未来一两年股市震荡形成当年那样的泡沫,那么现在那些做空的人都不知道自己在承担怎样的风险(无知者无畏,呵呵)。
下面就给几个例子。
QCOM,1999年一年的涨[
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![](https://bbs.wenxuecity.com/include/editor/ckeditor/plugins/smiley/images/wxc/006.gif)
最近看完了《漫长的季节》这个剧。颇有感触。主人公虽然历经各种磨难,最终的感悟却是要向前看,别回头。
其实股市也是一样。我看很多人把今天的股市和历史对比。或者今年还是用去年的公式去分析股市。如此只能跟着股市屁股后面,各种的不适应。
其实股市每年都有个主题。比如
2022年,主题是联储会升息。市场关心的是升到什么地方。是3,4还是5.
2023年,[
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![](/upload/album/2b/e8/06/41d0254355781VgWBjTo.png)
AftergappedupafterERatJun2023,NVDAmovedsidewaysfor7months.Ittradededbetween$380to$490duringtheconsolidationperiod.
ItbrokeoutinJan2024.Thenmovedstraightup.
Ithinkitmightreachintermidatetoptoday.Wemightseesimilarsidewaymovementforafewweeksormonthstodigestthismonstergain.
Ifonestockmovesup,thenmovessideways,thenmovesupagain,thenmovesideways...Ingeneralyouwillwanttoholdthestocktight(youcantr...[
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![](/upload/album/5a/28/ff/b2ab5d33564229TkBn0Y.png)
今年是丰收年。Nasdaq今年的表现是从.com泡沫以来最好的一年。大家收成都不错,可喜可贺。那些错过的人也别着急。机会可能随之而来。
有几个原因显示,市场急需回调以消化今年的涨幅。
1.Negativediverging:虽然指数上涨但是RSI和其它指标是减弱的趋势
2.价格离50天线过远。根据均线理论,价格回归均线就象地心引力,它一定会在某个时候发生
3.成交量暗示,大钱可能[
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![](/upload/album/2f/64/aa/5eb54dc35117FCTbTx6r.png)
但是这些方法都是反人性的。花街说“Youbuywhenthereisbloodonthestreetevenitisyourownblood".道理很简单,但是多数人做不到。所以对多数人来讲,DCA是唯一可行方法。但是很多时候事情不是100%or0%两个选择。大部队抄不到,小部队还是可以的。以下几种情况出现,抄底成功率比较大。1.CNBC在extendedhours播出特别节目"Marketintumoil"。2.AAIIbullishsentimentatextremelevel。3.FearIndexatextremelev[
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![](/upload/album/4a/20/9e/f48a499e9491n5l20JWg.png)
今天最大的新闻是:BillAckmancoveredhisshortsagainUStreasurys.
https://www.cnbc.com/2023/10/23/bill-ackman-covers-bet-against-treasurys-says-too-much-risk-in-the-world-to-bet-against-bonds.html
这个新闻很可能导致针对政府债的市场情绪发生改变。大鱼都收手,一众小鱼们很可能都跟着。另外在技术上TLT已经出现positivediverging.虽然不能100%肯定这里就是底,但是risk/reward确实大大倾向于反弹的方向。
...[
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![](/upload/album/41/bc/dc/affca4a19182vyWLh16n.png)
粗略的比较了一下SPY和几个ETF。SCHD/JEPI/SOVL等等expenseratio高。这些ETF由于年头短,所以还不能比较长线的表现。但是5年projectedperformance其实差不多。红利会高一点。但是最大的优势是控制maxdrawdown%.SPY最大是-55%.确实有点大。这些ETF的设计主要是针对drawdown。就是用期权来控制向下的风险。虽然控制了drawdown,就很可能会付出牺牲涨幅的代价(保护机制也有火耗和成本)。高分红也[
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Highyield其实不是很多人理解的高分红的股票就是highyield.很多高分红的股票要不处于公司经营危机中,要不在玩庞氏游戏(用你的本金给前面的人分红),要不十几年没有任何成长,要不经营模式已经陈旧(很快就会降低或取消分红),要不就是玩高风险游戏(玩期权)。这些高分红的股票都有巨大风险。不但高分红不可持续,而且会让你损失不少的本金。
那么到底什么才是[
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