A un certo punto la sera (fuso orario orientale) del 25 luglio 2021, è stato l'inizio di una corsa magica per Bitcoin (BTC), punteggiata da un salto del 5% a tarda notte (indicato dalla freccia gialla nel grafico sottostante). Bitcoin era nella fascia media di $ 30.000 in quel momento, ma a novembre aveva raggiunto un massimo storico di circa $ 68.000.
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)
Quell'era (storia fondamentalmente antica a questo punto) mi è tornata in testa la scorsa settimana. Bitcoin ha iniziato alle 13:00 ora orientale del 25 ottobre a $ 19.808,06, è arrivato a $ 20.176 durante l'ora ed era a $ 20.126,20 alle 14:00 ET. Anche il minimo in quell'ora è stato di $ 19.808,06, un'ora con un solo aumento.
Certo, questo movimento (ndr: quello della scorsa) non è stato grande come quello di luglio 2021, ma ha comunque fatto sollevare le sopracciglia (i lettori astuti vedranno un'altra candela del genere la mattina del 26 ottobre). Inoltre, non sto insinuando che le prestazioni passate siano indicative di risultati futuri, quindi caratterizzare quest'ora di movimento dei prezzi come l'inizio di un'altra corsa verso i massimi storici sarebbe prematuro (sebbene la storia tenda a fare rima).
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)
Ma ammettiamolo, il mercato dei bitcoin è stato piuttosto noioso e la scorsa settimana è stata tutt'altro. Non solo a causa del movimento al rialzo, ma anche perché è successo nonostante la pessima performance della scorsa settimana dei grandi titoli tecnologici.
Ricordi l'inflazione?
Cominciamo innanzitutto con la buona settimana di Bitcoin (BTC).
Il prezzo di Bitcoin potrebbe aumentare per una serie di motivi, ma qui ci sono due cose chiave che sono accadute mercoledì:
- la Bank of Canada ha sorpreso i mercati finanziari alzando i tassi di interesse di soli 50 punti base invece di 75 punti base;
- l'US Census Bureau ha riportato un calo del 10,9% nelle vendite di nuove case a settembre più o meno nello stesso periodo.
Entrambi alimentano la stessa idea: le banche centrali potrebbero rallentare gli aumenti dei tassi perché l'economia si sta raffreddando abbastanza da domare l'inflazione. I tassi in Canada sono cresciuti meno del previsto. Nel frattempo, l'inflazione statunitense è stata alimentata, in parte, da un caldo mercato immobiliare. Forse quel calo delle vendite di case inizierà a spingere la Federal Reserve statunitense verso il rallentamento dei propri aumenti dei tassi? Scopriremo cosa ha in mente la Fed durante la riunione del Federal Open Market Committee della prossima settimana .
Intanto in borsa...
Mentre Bitcoin e altre criptovalute sono aumentati vertiginosamente, la maggior parte di Big Tech ha avuto una brutta settimana. La scorsa settimana, Alphabet (GOOGL), Amazon (AMZN), Apple (AAPL), Meta Platforms (META) e Microsoft (MFST) hanno registrato utili trimestrali. Ognuna di queste aziende, ad eccezione di Apple, ha avuto un brutto momento.
Segui l'andamento di oltre 120 criptovalute in modo semplice e chiaro su BTCSentinel.com
Tra il 24 ottobre e il 28 ottobre: ??GOOGL ha perso il 6,2%, Amazon ha perso il 13,3%, Apple ha guadagnato il 4,5%, Meta ha perso il 23,5% e Microsoft ha perso il 4,8%.
Nel frattempo, Bitcoin ha guadagnato il 6,8%.
(articolo originale di George Kaloudis: “Can You Believe It? Bitcoin Looks Stable – Green, Even – as Big Tech Stocks Fall Apart”)
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Le informazioni del Sito non costituiscono sollecitazione al pubblico risparmio e non sono volte a promuovere alcuna forma di investimento o commercio, né a promuovere o collocare strumenti finanziari o servizi di investimento o prodotti/servizi bancari/finanziari.