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.
- It should be noted that the recipients of the value of $600 should report their income even if they do not receive a Form 1099-MISC.
- Buy cryptocurrency in your IRA, 401-k, or other retirement plans.
- This way, the Markets Insider currency calculator allows you to search for historical exchange rates.
- Modern technology utilizes sophisticated currency exchange mechanisms http://spencerobij130.theglensecret.com/pi-coin and systems to exchange currencies between digital accounts rather than physically.
- That’s why it’s important to only put in what you’re comfortable with losing.
- If the same coin’s value remains stable at $1 and if the circulating supply increases to 2 million then its total market cap is $2,000,000.
Conversion rates are based on CoinDesk’s Bitcoin Price Index and the price indices of other digital assets. World currency prices are based on rates obtained via Open Exchange Rates. World currency prices and crypto conversion rates of our Bitcoin calculator are based on the rates obtained via Currency Freaks. The rates displayed represent market exchange rates provided for informational and estimation purposes only. ZenLedger’s Cryptocurrency and Bitcoin calculator converts your crypto investments to fiat currencies by using up-to-date exchange rates, going up to six decimal places. Cost can still be an issue even in crypto mining-friendly states with rich energy sources, which means that positive and negative shocks have different effects on gold prices in terms of magnitude.
When global capital searches for the best place to make a return, strong economies are usually a good choice. As a result, an influx of capital into a certain economy will increase the buying power of that economy's currency. Forex—The foreign exchange market is a global, decentralized, over-the-counter market for the trading of currencies and is the largest market in the world . This market is a necessity because one unit of currency very rarely equals exactly one unit of another currency.
How to Buy Bitcoin Instantly with Prepaid Card Guide
Moving money carries cost—and not just the fee on your transaction or the value of your payment. If there is one thing that can be said about Bitcoin mining, it is a polarizing topic. On the one hand, we have Canada making moves towards using it to provide heat to its cities. On the other, there is China’s increasing pressure on stopping the practice altogether.
Compute total return, annualized return plus a summary of profitable and unprofitable returns for cryptocurrencies supported byAlpha Vantage. CFDs and other derivatives are complex instruments and come with a high risk of losing money rapidly due to leverage. You should consider whether you understand how an investment works and whether you can afford to take the high risk of losing your money. After you check either of these resources to make sure that your transaction will not get stuck in the mempool, you are ready to manually set your Bitcoin fees. Unconfirmed Transaction Count on Johoe's Bitcoin Mempool Statistics Another valuable and well-reputed resource is Johoe’s Bitcoin Mempool Statistics. The website features a collection of graphs that will help you better understand what’s going on with Bitcoin fees and unconfirmed transactions.
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"