Cryptocurrency Footprint Calculator

It also requires one crucial thing –a lot of patience, because as we said before, interest accrues over time. Move to Puerto Rico since it offers 100% exemption on capital gains. The information on this website and the links provided are for general information only and should not constitute any financial or investment advice. We strongly recommend you to conduct your own research or consult a qualified investment advisor before making any financial decisions.

  • Using below table, you can check how profitable it is to mine selected altcoins in comparison to ethereum.
  • We handle all non-exchange activity, such as onchain transactions like Airdrops, Staking, Mining, ICOs, and other DeFi activity.
  • It can lead to a steep penalty of up to $250,000 along with criminal prosecution and five years in prison.
  • 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.
  • Finding your cost basisAn important term in cryptocurrency tax is cost basis.

Jane buys $5,000 worth of Bitcoin and 18 months later sells it for $15,000. Given that she owned the asset for over 12 months, she will get a 50% CGT discount. You can choose every combination of corventing fiat money or cryptocurrency in the list. By using FlyFin’s crypto calculator, you can seek help from the CPAs who can help you figure out more ways to avoid paying taxes on crypto. Declare your crypto as income, and pay the ordinary income tax rates. All this must be reported on Form W-2, Wage, and Tax Statement.

This compensation may impact how, where and in what order products appear. Bankrate.com does not include all companies or all available products. You lock in the exchange rate at the time you load or reload it.

Crypto Profit

Hey calculate your gains or losses and generate tax reports with your data. Stock market investors aren’t the only ones who can benefit from compound interest. Thanks to the amazing trading volumes and crypto market cap in recent years, some online platforms have started to offer services that allow crypto investors to increase their crypto holdings. Their conversion rates have been based on the CoinDesk Bitcoin Price Index as well as the https://hectorkezs889.skyrock.com/3350085452-Pi-Coin.html price indices of other digital assets.

"Before you leave, call your bank and ask what it charges for cash advances abroad," Meyers says. Prepaid cards are also convenient and safe since they reduce the need to carry as much currency and because a PIN is usually required to take out funds, Stallings says. Another company offers a prepaid chip and PIN card, which allows travelers to load up on euros or pounds and use it like a debit card. They can be a good option for Americans traveling without a card using chip and PIN technology. Some charge a flat rate, others charge a percentage, and still others charge both, Meyers says.

<img src="data:image/jpeg;base64,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"