National Philanthropic Trusts requires an affidavit and documentation about how donors acquired their crypto. That’s extra work, but the firm accepts other hard-to-sell gifts including partnerships in hedge funds; real estate; art work, even antique furniture. To liquidate the holdings, National Philanthropic Trust trades on several exchanges, including Kraken, Coinbase, Circle Financial, and Genesis. But there’s an upside to the big gains in Bitcoin and other currencies--you can donate your profitable crypto as you would any asset that’s grown in value. In any case, this gave us a backdoor way of investing but with the instant liquidity of a listed ETF,” said Gocke, who is based in Swarthmore. However, their fund is buying shares in the underlying software building block to cryptocurrencies, known as blockchain.
- Cryptocurrency is taxed as property, and as such, any profits will be taxed as capital gains.
- We offer a range of advanced order types, including trailing and guaranteed stop losses, partial closure, market orders and boundary orders on every trade, so you have the flexibility to trade your way.
- The company now reports that 98% of customer assets are held offline, which may decrease the risk of future hacks.
- Today, Bitcoin has become one of the most valuable cryptocurrencies in the industry with its value surpassing even that of gold.
Finally, don’t assume that an exchange is available in your country, or even state, just because you can access its website. Many state and federal governments are still figuring out how exactly they want to treat cryptocurrencies paperscrypto.com from a legal and tax standpoint. If you’re just getting started with cryptocurrency, look for an easy-to-use platform with plenty of educational resources to help you understand this complex, rapidly developing market.
The results provide some preliminary evidence that cryptocurrency prices may not follow a purely random wandering process. In particular, the experiments showed that LSTM is more suitable when classifying cryptocurrency data with high volatility. The paper proposes an approach, study or framework that targets optimised efficiency or accuracy of cryptocurrency trading. Blockchain is a digital ledger of economic https://www.paperscrypto.com/ transactions http://paperscrypto.com/ that can be used to record not just financial transactions, but any object with an intrinsic value . In its simplest form, a Blockchain is a series of immutable data records with timestamps, which are managed by a cluster of machines that do not belong to any single entity. Each of these data blocks is protected by cryptographic principle and bound to each other in a chain (cf. Fig.3 for the workflow).
Q2 What Was The Very First Cryptocurrency?
“We’re constantly exploring these, especially exchanges that can support different tokens” such as Bitcoin and Monero. The Boston-based investment giant Fidelity plans to launch a Bitcoin ETF as well. Trading in cryptocurrencies comes with its advantages and drawbacks. However, it's always good to have some knowledge of the subject beforehand. System response and access times may vary due to market conditions, system performance, and other factors. This is not an offer or solicitation in any jurisdiction where Firstrade is not authorized to conduct securities transaction.
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"