Cryptocurrency Market News

Anything from a celebrity tweet to new federal regulation can send prices spiraling. While the crypto market has had a slight rebound since the crash earlier in the lenincoin month, some experts are warning the worst may be yet to come — and bitcoin’s price could drop even further. Nowadays, Gold and silver are being accepted as tokenized real-world assets by blockchain-based platforms. Defining crypto, digital assets and the future of finance for financial advisors.

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"