Cryptocurrencies

To check rates and terms Stilt may be able offer you a soft credit inquiry that will be made. However, if you choose to accept a Stilt loan offer, a hard inquiry from one or more of the consumer reporting agencies will be required. It requires expertise and significant upfront and ongoing investment. Thirdly, you can participate in the blockchain system by mining or receiving coin rewards for work done in the system.

Because cryptocurrency is relatively new, its risks are less understood. It's more difficult to assess compared with other investments. However, we do know, historically, it’s acted with considerable volatility. These are publicly traded companies which individually buy and hold cryptocurrency. Buying shares of their stocks provides you with indirect exposure. Cryptocurrency is an internet-based medium of exchange which uses cryptographic functions to conduct financial transactions.

What you own is a key that allows you to move a record or a unit of measure from one person to another without a trusted third party. Virtual Assistant is Fidelity’s automated natural language search engine to help you find information on the Fidelity.com site. As with any search engine, we ask that you not input personal or account information. Information that you input is not stored or reviewed for any purpose other than to provide search results. Responses provided by the virtual assistant are to help you navigate Fidelity.com and, as with any Internet search engine, you should review the results carefully.

If you plan to participate, do your research, and invest conservatively to start. In addition, transactions require a two-factor authentication process. For instance, you might be asked to enter a username and password to start a transaction. Then, you might have to enter an authentication code sent via text to your personal cell phone. If you want to spend cryptocurrency at a retailer that doesn’t accept it directly, you can use a cryptocurrency debit card, such as BitPay in the US. In April 2021, Swiss insurer AXA announced that it had begun accepting Bitcoin as a mode of payment for all its lines of insurance except life insurance .

— you value the peer-to-peer aspect of transactions, their security, and confidentiality. — that currency should be decentralized and under full control of the people who use it. And will likely replace the traditional fiat money — if this happens, you want to be educated, prepared, and experienced.

Given the amount of attention that cryptocurrency has been receiving over the last few years, it has unfortunately piqued the interest of attackers. In light of that, it’s a far more secure option to use cold storage as a means of storing your money. Without carefully backing up private keys, and seed words you could permanently lose your cryptocurrency investment. If you want to learn more about how to safely invest in CeFi and DeFi exchanges, our Crypto Investment School course has a comprehensive curriculum taught by crypto investors who’ve got real-world experience. You, as a potential investor, will learn everything you need to know about the cryptocurrency and the value that it’s bringing into the ecosystem.

not The Decoupling We https://arthurgptd031.shutterfly.com/40 Wanted, Crypto Investor Says As Bitcoin Slumps, Stocks Rise Can Digital Assets Make A Comeback In 2022?

Luckily, you’re at Kriptomat, where buying and selling crypto is as easy as buying clothing or booking a trip online. Commodity-related products, including futures, carry a high level of risk and are not suitable for all investors. Blake started investing in bitcoin and the cryptocurrency ethereum in January.

The Rule Builder is a drag-and-drop interface that allows traders to easily create and backtest trading bots without writing any code. It’s very easy to use, comes with pre-defined trading strategies and takes just one click of the button to start live trading. Your public key, on the other hand, is derived from the private key through a hash and everyone else can see it.

  • But beware that complexity can exist with crypto taxes, such as if you are actively trading and making many crypto trades.
  • We do not include the universe of companies or financial offers that may be available to you.
  • Algo also bills itself as not merely carbon neutral, but carbon negative, which it achieves through low emissions and donations to ClimateTrade in order to offset climate change.
  • In order to participate, a user must comply with all eligibility requirements and make a qualifying purchase with their Stock-Back® Card.

Maximize your profits with accrued interest and long-term value change of your assets. Giving you the option of investing your Australian Self Managed Super Fund in cryptocurrency, our automated portfolio management makes it a breeze. Bamboo has helped me build wealth through investments that have massively outperformed the market, especially this year! And I’ve barely done anything since it’s mostly through round up investing. While O’Neil meant it for the stock market, the same principle can be applied to taking crypto profits, too. Because the crypto market is completely independent of external laws and control, price swings between exchanges are relatively common.

The investment team at Stash built these portfolios with the goal of optimizing risk-adjusted returns. This is achieved by utilizing the diversification benefits highlighted by modern portfolio theory. The portfolios aim to optimize returns given a user’s overall risk profile. Diversification and asset allocation do not guarantee a profit, nor do they eliminate the risk of loss of principal. Stash does not guarantee any level of performance or that any client will avoid losses in the client’s account.

It’s also worth mentioning that Fantom uses the Ethereum Virtual Machine in the backend, meaning that anything built on the Ethereum network should essentially be interoperable on the Fantom network . 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. The rewards, which add up 24/7, are usually paid out as crypto tokens that can be harvested. Those harvested coins can be invested back into the liquidity pool and added to the yield farm for bigger and faster rewards, or can be withdrawn and converted to cash.

Cold Wallets

Every unit of a cryptocurrency, the “coin,” is the product of a created “block” . Any number of miners attack the puzzle at the same time, and the miner who solves it first adds a “block” to the “blockchain” that evidences the investmentalk.com coins the winner received for the solution. Blockchain puzzles get solved about every 10 minutes, and the difficulty level and coins won for each new puzzle are dependent on the number of miners who attempted the previous one.

The third in our series of educational reports dealt with the many – even surprising – uses for cryptocurrencies today. Please see “Cryptocurrencies and the next digital era”, November 2021. Another important consideration is that internet adoption, https://investmentalk.com/ once it hit its inflection point in the mid-to-late 1990s, rose at a faster rate than the other advanced technologies seen in Chart 3. We have noticed similar accelerated trends in more recent digital inventions, such as smart phones and WiFi.

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"