Crypto naysayers are often quick to point out the lack of real-world value of many blockchains. That’s certainly not the case with Algorand, however, which is already powering the digital currency of the Marshall Islands, the first of its kind in the world. And aside from Bitcoin and Ethereum, we only have two crypto tokens with a market cap in the top ten. The movement of old fiat-money is the biggest obstacle in the flow of Bitcoin trading. If you use a slow and expensive payment channel, your acquisition of your Bitcoin is slow and expensive.
- As crypto prices https://fortunetelleroracle.com/credit-score-improvement-tips/crypto-is-winning-and-bitcoin-diehards-are-furious-about-it-519987 fluctuate like crazy, we really really really recommend not to use leverage.
- Most recently, Bitcoin’s valuation has increased more than 763% in just one year, easily outpacing traditional gains in the stock market.
- BlockFi is a cryptocurrency platform that’s licensed and regulated in the U.S.
- Regardless of how you came by your coins, any transaction in the cryptocurrency is reportable to the IRS at tax time.
I'll probably get a bunch of hate mail from people that hate it, who can't believe I put a hedge fund manager, much less one talking about Bitcoin, on the podcast. But I got hate mail when I put a professional cyclist on the podcast, too. Because nothing is permanent in the crypto world https://bitcointimesmedia.com/ as far as I'm concerned. Even though the crypto space is probably going to expand over time, the individual names are going to be like lighting a match. They go up and then they go down and they go to zero or near zero over time. I think that's going to be the course of most of them.
You can also buy Bitcoin through other financial and brokerage accounts, such as Robinhood, SoFi, and the Cash app from Square. Investing in Bitcoin through these services is similar to buying stock with a brokerage account. Hopefully, they’ll add US-based ACH payments as a funding method, though electronic transfers in the U.S. wouldn’t allow for instant purchases with this funding method.
Pros And Cons Of Bitcoin
That said, the price action on this crypto has been breathtaking. In the past year, the price has exploded to $581. If you do choose to invest in it, it should be only with the thinnest slice in your portfolio. It’s also a lightweight when it comes to market capitalization, which is just under $7 billion.
The exchange has been around since 2014 and enables its users to buy Bitcoin and 10+ other cryptocurrencies very easily. Further, unlike Coinbase, depositing funds on eToro is always completely free. That said, it’s important to note that eToro does charge a fixed $5 fee if you wish to make a withdrawal in fiat currency. Cryptoassets are highly volatile unregulated investment products. To buy more cryptocurrencies, Binance is the best exchange, and one of the biggest in the world.
What Types Of Cryptocurrencies Are There?
Software wallets are encrypted applications kept on a computer or mobile device. Each wallet has a public key which is the address you send your coins to, and a private key which is required to access the wallet and send coins from it. Software wallets can be backed up, and a recovery phrase can be used to access them if you lose the key. If you lose both the key and the recovery phrase you will not be able to access the wallet. Popular software wallets include Electrum, Exodus and Jaxx.
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"