Cryptocurrencies

The idea was independently rediscovered by Adam Back who developed hashcash, a proof-of-work scheme for spam control in 1997. The first proposals for distributed digital scarcity based cryptocurrencies were Wei Dai's b-money and Nick Szabo's bit gold. Hal Finney developed reusable proof of work using hashcash as its proof of work algorithm. Transferring Bitcoin from a Coinbase account to another wallet could take almost 24 hours! However, a congested network can hinder your transaction.

SoFi's transaction fee for Bitcoin is somewhat higher than others on this list. However, the overall usefulness of the platform could be a draw for many users. You can buy and sell Bitcoin, other cryptocurrencies, stocks, and options with no transaction fee.

In most cases you can open an account with the broker digitally. The broker will request a test proving you know what you are doing. Futures are only for people knowing what they are doing, for them it is great though. Here are two brokers that provide bitcoin ETNs from the Swedish market.

Other Buying Options

To better understand this mania, we need to look at why bitcoin was invented in the first place. Instead of seeing how ridiculous this is, more people start bidding up every new variety of pill , until they are some of the most “valuable” things on the planet. An investment is something that has intrinsic value, not speculative value. “People forget that at the end of the day, just like any market, it is rudimentary gambling,” Solinojov said. Sign up for a Robinhood Crypto Account to buy or sell Bitcoin commission-free. 2nd Market Capital Advisory Corporation is a Wisconsin registered investment advisor.

Nvidia is hardly the purest of cryptocurrency stocks. But in any gold rush, it pays to be the guy selling picks and shovels. Sweeter fortunes for Bitcoin and other cryptocurrencies should help boost NVDA's bottom line. Newton is a huge piece of dog shit though, when markets crash and you have fiat in the exchange ready to buy the dip, expect the exchange to be down.

  • Any saving, however, small, can lead to a significant value increase if the currency’s price continues to rise.
  • Although it may be tempting to buy the cheapest crypto coins, sometimes a coin has a low price for a reason.
  • Right now, however, most popular exchanges are not decentralized and follow laws that require users to submit identifying documentation.
  • It was a little different from our usual fare, I'll admit, but it's fun to do different every now and then.

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Withdraw EURO, CAD, USD with SEPA, EFT & Bank Wire directly to the bank account. If you’re looking for a safe, simple and quick way to purchase some Bitcoin, you definitely won’t go wrong with Coinbase. The crypto asset is scarce, sovereign, a great place to store and even grow your wealth. In fact, Bitcoin is the best performing asset in history and is well on its way to becoming the most reliable, global money ever. Although many coins are mined to increase the supply, Binance actually "burns" tokens quarterly to reduce the supply.

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"