Browse a variety of coin offerings in one of the largest multi-cryptocurrency exchanges and pay in cryptocurrency. Copy the trades of leading https://cryptoplora.com/ cryptocurrency investors on this unique social investment platform. Non-US residents can read our review of eToro's global site here.
- But that’s not enough, the excessive heat will degrade your miners way too fast, and the constant humming of the machines will be a nightmare for the workers and the neighbors alike.
- The most effective way to minimize your crypto capital gains tax is to own the asset for over 12 months, as this will give you a 50% discount.
- With over 1000 altcoins supporting 33 different currencies, you can instantly convert between dozens of different currencies.
- According to a May 2021 survey, 51% of Americans who own cryptocurrency bought it for the first time within the last 12 months.
Since we are talking about the price change, it does not matter whether the price of the assets goes up or down, as you would still be better off holding the assets instead. To convert between any bitcoin, currency, exchange rate and virtual currency you can think of, download BitConvert - Bitcoin Convert right now and start using it. Compare Bitcoin mining profit and BTC mining reward verses other popular cryptocurrencies like; Ethereum, Litecoin, ZCash, Monero, and more. ZenLedger is the leading software focused on cryptocurrency tax management and accounting.
We are not responsible for any loss caused by any information provided directly or indirectly on this website. The most common way of converting HANDY to BTC is by using a Crypto Exchange or a P2P (person-to-person) exchange platform like LocalBitcoins, etc. You can also use our Handy price table above to check the latest Handy price in major fiat and crypto currencies.
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To sell or trade your Satoshi, you can use an exchange that accommodates bitcoin. Execute multiple trade types with no fees on cryptocurrency and wire transfer deposits on this exchange. Research all aspects of a cryptocurrency before you invest your very real dollars to find one that best fits your interest. Crypto conversion calculator – reliable assistant of a trader. Crypto conversion calculator is a convenient tool for receiving the information on a correlation of digital money.
In addition, every halving event risks the miner’s exodus or death spiral. This starts with miners abandoning the network due to the reduced block reward, pushing the coin’s value down. Subsequently, others follow suit, leading that crypto to a death spiral. These are called halving events which reduce the coins going into circulation.
Therefore, based on the crypto price change and the accrued interest, you’ll make your final judgment. The process is no different from investing in the stock market or creating a savings account but instead of depositing fiat currency, you stake crypto. Use the cryptocurrency tax calculator to figure out the type of tax deductions you can claim. The process of calculating your crypto taxes can seem complicated, which is why it is better to rely on an A.I-powered crypto tax calculator like FlyFin. Taking a deep dive into these platforms has given us a clear picture of the different features that these sites have to offer. Each investor has the opportunity to choose the platform that they prefer.
Cryptocurrency’s popularity continues to rise as coins such as Bitcoin, Ethereum, and alternate coins like Dogecoin and Shiba Inu continue to see their prices trend higher and higher. However, PREEV is limited in the number of cryptocurrencies that they convert as well as the number of currencies that they can convert them into. They are currently converting Bitcoin, Litecoin, and Dogecoin into several other currencies. In that case, those with several types of crypto will not receive much help from PREEV. Currently, these platforms offer the best conversion and calculation services for crypto users and are, therefore, the ones that you should consider in 2022.
Convert all coins with best cryptocurrency converter
"Many options carry extraordinary hidden fees, and some places are just more difficult to negotiate since they are more cash-based than the typical American is used to," Stallings says. The problems that are solved to extract bitcoins are so complex that they require massive amounts of computing power; thus, electricity. On top of that, it has been noted that given the relatively short lifespan of most dedicated machines, crypto mining can generate quite a lot of electro-waste. Finding your cost basisAn important term in cryptocurrency tax is cost basis. It refers http://daltoncfyd547.jigsy.com/entries/general/crypto-profit to the original value of an asset for tax purposes. It’s very important to keep detailed records of your trades, as it can be difficult to retroactively find and fill in the missing data that may be inflating your gains.
The flexible one allows you to withdraw your funds whenever you want but the interest rate might be lower because it can change over time. BlockFi has offered the best interest rate on the market since the very beginning. At the onset of the COVID-19 pandemic and Bitcoin’s crash,BlockFi has unexpectedly raised its interest ratesto address the new market changes and show its customers that the company has their back.
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"