Crypto Community With 70% Historical Accuracy Sets Shib Price For May 31, 2022

It had next to no value until the coin was taken up by Reddit, from which its value increased tenfold. Shiba Inu coin was recently minted on the Robinhood crypto website, which is expected to drive up demand for the coin. While some analysts are expecting its failure, some cryptobros are already heralding the coin and the new Dogecoin, the memecoin that blew up last year. Bitcoin Chart shows Bitcoin price movements with various time options to predict trends and prices of Bitcoin asset. Break down barriers, then educate, excite, and enrich everyday people on our digital asset platform. The Shiba Inu coin—not to be confused with dogecoin, which also is a homage to the Japanese dog breed—is surging in value.

Dogtime.com says "Shiba Inu will come when he feels like it — or not. He's been described as stubborn, but freethinking is probably a more positive way to characterize him." Access unmatched financial data, news and content in a highly-customised workflow experience on desktop, web and mobile. "This makes it closer to a collectible market than a currency market, and as http://messiahsnct631.iamarrows.com/bitcoin-buyer-app-review-2022 such determining value with traditional analysis seems impossible." An initial coin offering is an unregulated means by which funds are raised for a new cryptocurrency venture. Dogecoin is a peer-to-peer, open-source cryptocurrency that is categorized as an altcoin. It is widely considered to be an alternative to Dogecoin and is touted as "the Dogecoin killer" by its supporters, a community known as the SHIBArmy.

Shib Price Statistics

Who knows if Elon Musk will post another promotional Tweet for his favorite meme coin and if Shiba tokens will see massive gains shortly after. What’s more realistic, though, is Shiba Inu taking over Dogecoin. The Shiba Inu price skyrocketed nearly 50% in the past 24 hours and its increased trading volume in the so-called "whale wallets" somewhat explains that huge cryptowatcher.info jump. Other meme-based cryptocurrencies like SHIB rival dogecoin have also registered gains in recent days. The fear of missing out, or FOMO, of the shib price hike makes investing tempting. Although shiba inu has made some people quite rich, it may also lead to substantial losses, based on the trajectory the community and market sentiment takes in the future.

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"