我是一個(gè)長期持有的投資者,而不是活躍的交易者。我習(xí)慣投資于復(fù)利增長而不是短期資本收益。在2021年以前,任何形式的加密貨幣都不是我投資組合的一部分。我的大部分凈資產(chǎn)都保存在股票市場的指數(shù)基金中。我喜歡投資于具有良好現(xiàn)金流的生產(chǎn)性公司或房地產(chǎn)等不動(dòng)產(chǎn),而不是加密貨幣等金融資產(chǎn)。
隨著我逐漸開始關(guān)注比特幣以及更廣泛的加密貨幣,我認(rèn)為開放的加密貨幣作為一種可行的資產(chǎn)越來越受歡迎。這種情況在2020年發(fā)生了巨大變化。當(dāng)我進(jìn)一步了解比特幣及其所基于的區(qū)塊鏈技術(shù)時(shí),我將其更多地看作是買入并持有的長期價(jià)值投資,而不是波段交易的投機(jī)工具。
我投資比特幣有三個(gè)主要原因。首先是比特幣是一種通貨緊縮貨幣。其次,金融服務(wù)已經(jīng)興起,使我能夠?qū)⒓用芡顿Y變成創(chuàng)收資產(chǎn)。最后但并非最不重要的一點(diǎn)是,我認(rèn)為比特幣實(shí)現(xiàn)主流化采用的長期前景很樂觀。
| 比特幣——通貨膨脹世界中的通貨緊縮貨幣可用的比特幣總量是有限的。目前,大約有1850萬比特幣已被開采。但是,流通量更少,因?yàn)楹芏啾忍貛乓呀?jīng)永久丟失。如果存儲(chǔ)比特幣的硬盤丟失或損毀,這些比特幣將永遠(yuǎn)消失。同樣,如果某人丟失了比特幣的私鑰或助記詞,他將無法再找到其擁有的比特幣。
比特幣對可開采的最大數(shù)量有限制,總共只能開采2100萬個(gè)比特幣,而最后一個(gè)比特幣要到2140年才開采完畢。比特幣的這種有限性使得它隨時(shí)可以獲得購買力。比特幣是一種通貨緊縮的貨幣。與比特幣不同,我們今天使用的貨幣(稱為法定貨幣)由于通貨膨脹而失去了購買力。通貨膨脹率通常很低,通常在2%至3%之間。但是隨著2020年的全球大放水,高通貨膨脹正變得越來越現(xiàn)實(shí)。
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美聯(lián)儲(chǔ)圖表顯示M1貨幣供應(yīng)量增加
上圖顯示了美元的M1貨幣供應(yīng)量急劇增加。隨著所有這些額外的貨幣流通,我們辛苦賺來的美元購買力可能會(huì)持續(xù)下降得更多。相反,比特幣是存放現(xiàn)金以降低通貨膨脹風(fēng)險(xiǎn)的好地方。為什么要將現(xiàn)金存儲(chǔ)在美國政府有意隨時(shí)間貶值的資產(chǎn)(美元)中呢?相反,我認(rèn)為將現(xiàn)金存儲(chǔ)在比特幣中更有意義,因?yàn)樗粫?huì)遭受惡意貶值的困擾。
| 從加密貨幣投資中賺取利息我列出對比特幣投資的第二個(gè)原因是能夠?qū)⑵滢D(zhuǎn)化為創(chuàng)收資產(chǎn)。多家金融科技公司如雨后春筍般涌現(xiàn),可讓你儲(chǔ)蓄加密貨幣并從存款中賺取利息。對我來說,這比暴漲的幣價(jià)更具有吸引力。這意味著比特幣不再是投機(jī)活動(dòng)。
相反,我可以將比特幣存款并獲得比現(xiàn)金儲(chǔ)蓄賬戶更高的利率。利息通常以存入的加密貨幣支付。例如,一個(gè)存有比特幣的賬戶將支付比特幣形式的利息。如果你存入以太坊,那么將獲得以太坊支付的利息。
目前,我已經(jīng)從所存入的比特幣中賺取了不少利息,但我的回報(bào)率還包括了比特幣價(jià)格增長所增加的價(jià)值。幣本位的收益產(chǎn)生了一個(gè)積極的正反饋周期,其中再投資的利息隨著時(shí)間的推移而增加了價(jià)值,從而產(chǎn)生了更多的利息。這比股票的單純股息增長賺的更多。
| 比特幣正處于主流采用的初期我列出對比特幣投資的最終原因是,我認(rèn)為主流政府采用比特幣的可能性很高。近幾個(gè)月來,已有許多新聞報(bào)道銀行和公司采用比特幣。美國最古老的銀行BNY Mellon表示,它將開始通過其內(nèi)部系統(tǒng)持有、轉(zhuǎn)移和發(fā)行比特幣。
Square一直在購買比特幣,并已開始允許在其服務(wù)中進(jìn)行比特幣交易。特斯拉宣布已購買15億美元的比特幣時(shí)引起了全球轟動(dòng)。這些只是我在過去一年中看到的一些頭條新聞的冰山一角。我相信,未來將有更多的主權(quán)基金配置比特幣為代表的加密資產(chǎn)。
由于上述原因,我最終決定開始將股市的部分倉位轉(zhuǎn)化為比特幣。我也在購買以太坊。目前我不打算對這兩種資產(chǎn)進(jìn)行大量投資。相反,我計(jì)劃將它們用作現(xiàn)金儲(chǔ)蓄的替代方案,目前加密貨幣總計(jì)不超過我投資組合的10%。
我確信這些公司只是主流采用的開始。隨著越來越多的人采用比特幣,由于前面提到的供應(yīng)有限,需求將推高價(jià)格。在適當(dāng)?shù)臅r(shí)候,比特幣和其他加密貨幣將可以通過指數(shù)基金和ETF進(jìn)行投資,在這一點(diǎn)上,我認(rèn)為我們將看到比特幣未來的價(jià)格增長和穩(wěn)定性的提高。
作者:區(qū)塊鏈頭條V;來自鏈得得內(nèi)容開放平臺(tái)“得得號(hào)”,本文僅代表作者觀點(diǎn),不代表鏈得得官方立場凡“得得號(hào)”文章,原創(chuàng)性和內(nèi)容的真實(shí)性由投稿人保證,如果稿件因抄襲、作假等行為導(dǎo)致的法律后果,由投稿人本人負(fù)責(zé)得得號(hào)平臺(tái)發(fā)布文章,如有侵權(quán)、違規(guī)及其他不當(dāng)言論內(nèi)容,請廣大讀者監(jiān)督,一經(jīng)證實(shí),平臺(tái)會(huì)立即下線。如遇文章內(nèi)容問題,請發(fā)送至郵箱:linggeqi@chaindd.com
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