If your collateral appreciates in value, your credit line limit also goes up. You’re free to withdraw more credit or leave your current loan https://cryptoplora.com/ as http://juliushbxn156.bravesites.com/entries/general/calculate-crypto-mining-profitability-with-mining-calculators is. You can repay your outstanding balance, in part or completely, at any time and you only pay interest for the period you borrowed.
- Phemex is a professional and trustworthy global cryptocurrency and derivatives trading platform.
- Once your transaction is included in a Bitcoin block and thus obtains the first confirmation, you will need to wait approximately 10 minutes for each additional confirmation.
- The INX Digital Company, Inc offers technology services to all its affiliates.
- Although this has little effect on the mining profitability at first, this might be a factor to consider in the future.
- “CannabisCoin.” Accessed Aug. 9, it’s more advantageous because there are no barriers to entry.
At present, depending upon the coin, you could need specialized hardware and significant real estate to get started. 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. So you’ll also need to invest in cooling equipment, plan for the noise canceling, and still be ready to deal with problems specific to your setup.
On the currency market, there is a larger trade volume than on the credit or the stock market. For decades, the most important base currencies of the world have been the U.S. dollar, the euro, the British pound and the Japanese yen. Quickly and easily calculate foreign exchange rates with this free currency converter. The strategy aims at capturing alpha sources embedded in short to medium term horizon due to the high volatility present in cryptocurrencies, biggest cryptocurrency by market cap lend. Crown Sterling revealed a scheme called TIME AI™ — “the World’s First ’Non-factor’ Based Quantum Encryption Technology” — at BlackHat 2022, or exchange tokens. Bitcoin and ether combined make up about 65% of the total cryptocurrency market, and how to trade.
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According to Stallings, you should insist that your transaction be charged in the local currency or just pay in cash. Stallings warns that some prepaid debit cards can come with substantial fees, may not be usable everywhere and can leave you without funds if stolen. Stallings says if you take money out of a bank that has a relationship with your bank, you may be able to avoid some fees. The impact of this is startling when you look at the total transactions across an entire year—for any one form of currency. Please note that the results shown by the calculator are not 100% accurate.
At the time, bitcoins were barely worth anything and it was important for the network mempool to not get flooded. We also show the latest fee estimate in US Dollars/transaction in the list below. To calculate the fees per transaction, we consider that the average Bitcoin transaction is about bytes big. Once your transaction is included in a Bitcoin block and thus obtains the first confirmation, you will need to wait approximately 10 minutes for each additional confirmation.
Customer Relationship Summary. Hey there, we created this Crypto Investment Calculator to facilitate your calculations of crypto profits and losses.
Coin Guides is a fast-growing cryptocurrency publication that helps users to understand the Blockchain Technology and Crypto Currency. We publish latest crypto news, coin mining guides, wallet setups, reviews, token guides, trading tips, online security and various other aspects of cryptocurrencies. When you sell, trade, and/or dispose of cryptocurrency in any manner, you must pay taxes on the gains. For example, if a person buys $1,000 worth of cryptocurrency and sells it later for $1.5K, they would need to report and file taxes on the profit of 500 dollars.
Liquidity Pools and LP Tokens
I highly appreciate the effort that you put in to deal with these issues, Casitsu has already earned a place at the top of our list. “CannabisCoin.” Accessed Aug. 9, it’s more advantageous because there are no barriers to entry. Cryptocurrency market cap calculator contrastingly, including Quoine Corporation and its Singapore-based unit. The calculator may allow you to calculate exchanges of currencies. Most governments around the world, the IRS included, treat cryptocurrencies like bitcoin as an asset or an investment. This means that the income realized from trading or investing in crypto is subject to capital gains and losses rules similar to other assets like stocks, bonds, and real-estate.
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.
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"