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\" width=\"301px\" alt=\"read\"\/><\/p>\n<p><p>Choose the option convert from crypto to fiat or crypto to crypto. Crypto assets are at risk of losing substantial value within a short time period. There is no guarantee that any crypto asset will have at any time in the future certain value or market liquidity. CoinGecko provides a fundamental analysis of the crypto market.<\/p>\n<\/p>\n<p><p>Instant Buy will provide some popular amounts or you can choose your own using the window on the far right. On the left, change the cryptocurrency you\u2019re converting to BCH. BCH is a hard fork derived from bitcoin\u2019s blockchain that combines some hallmarks of the original protocol with improved speed and functionality.<\/p>\n<\/p>\n<p><h2>Cryptocurrency taxes: A guide to tax rules for Bitcoin, Ethereum and more<\/h2>\n<\/p>\n<p><p>Switch from old investments to earning high passive income on crypto without the risk of trading. Bitpanda GmbH is an Austrian-based financial technology company that offers a platform for trading cryptocurrencies. N26 has partnered with Bitpanda to offer N26 Crypto, an easy way to trade almost 200 cryptocurrencies directly from your N26 app. With N26 Crypto, you can buy and sell almost 200 coins directly within your N26 app.<\/p>\n<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"307px\" alt=\"editorial team\"\/><\/p>\n<p><p>Current coin offerings include some of the biggest cryptocurrencies by market cap, such as Bitcoin, Ethereum, Solana, and many more. Be sure to do your research on the different types of cryptocurrencies before trading crypto, as each project may have its pros and cons to consider. Crypto assets are subject to high fluctuations in value\u2014declines in value or a complete loss of the money spent are possible at any time. Past performance is not a reliable indicator of future performance. For instance, Bitcoin\u2019s value rose three times since 2020, because of a broader institutional demand.<\/p>\n<\/p>\n<p><h2>An all-in-one app<\/h2>\n<\/p>\n<p><p>In either case, you\u2019ll have to know your cost basis to make the calculation. While one of the selling points of Bitcoin, for example, has been its anonymity (or at least semi-anonymity), authorities have been playing catch-up in recent years with some success. Bankrate principal writer James F. Royal, Ph.D., covers investing and wealth management. His work has been cited by CNBC, the Washington Post, The New York Times and more.<\/p>\n<\/p>\n<p><a href=\"bitcoin price today in us dollars\"><img src='data:image\/jpeg;base64,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' alt='https:\/\/www.beaxy.com\/exchange\/btc-usd\/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='404px'\/><\/a><\/p>\n<p><p>Since this value can fluctuate due to various economic conditions, it\u2019s important for investors to be aware of the current exchange rates. Follow along below to learn more about price calculators and where to find them in the CEX.IO ecosystem. While you can find a price calculator for most cryptocurrencies, this outline will primarily focus on how to use one with bitcoin cash, but know that you can repeat the process for virtually any crypto. It\u2019s a capital gains tax \u2013 a tax on the realized change in value of the cryptocurrency. And like stock that you buy and hold, if you don\u2019t exchange the cryptocurrency for something else, you haven\u2019t realized a gain or loss.<\/p>\n<\/p>\n<p><h2>How is the value of a currency determined?<\/h2>\n<\/p>\n<p><p>To that end, it has some technical differences that allow it to <a href=\"https:\/\/www.beaxy.com\/exchange\/btc-usd\/\">crypto cash out calculator<\/a> more transactions in a shorter amount of time. This BCH converter provides quick and accurate BCH price estimates in more than 90 international currencies. Actually, that\u2019s one of the integral purposes of CoinStats \u2013 We&#8217;re actually #1 in the world by the number of integrated wallets and exchanges! By connecting your wallets and exchanges, you can receive timely calculations and alerts about your portfolio\u2019s ups and downs. And the best aspect of CoinStats is that it\u2019s completely secure and trusted by more than a million monthly active users.<\/p>\n<\/p>\n<ul>\n<li>It\u2019s a capital gains tax \u2013 a tax on the realized change in value of the cryptocurrency.<\/li>\n<li>In the list below you can see all the currencies that the application supports and can actively convert.<\/li>\n<li>CoinDesk journalists are not allowed to purchase stock outright in DCG.<\/li>\n<li>The using of crypto currency converter is not only very convenient, but also is a piece of cake.<\/li>\n<\/ul>\n<p><p>You\u2019ll create a liability if the price you realize for your cryptocurrency \u2013 the value of the good or real currency you receive \u2013 is greater than your cost basis in the cryptocurrency. So if you get more value than you put into the cryptocurrency, you\u2019ve got yourself a tax liability. If all of your crypto transactions occur on one exchange, then, gathering the information you need to report cryptocurrency on your tax return should be easy. If you have crypto transactions across several exchanges, crypto wallets or crypto credit cards, however, things may get more complicated.<\/p>\n<\/p>\n<p><p>CozShesDead.eth @CozShesDead88 Mar 25 Just did my crypto taxes with @CryptoTaxHQ and got my report summary. Highly recommend if you have not yet decided on what crypto software to use. I filed this weekend after using CryptoTaxCalculator to generate the necessary reports and am quite confident in their accuracy! On the next screen, choose the payment method you wish to use, and confirm the current exchange rates.<\/p>\n<\/p>\n<ul>\n<li>You should also consider your personal risk tolerance, how much time and energy you want to devote to monitoring your portfolio, and how much money you&#8217;re willing to lose if things go south.<\/li>\n<li>Converting crypto to fiat money is a fairly straightforward process.<\/li>\n<li>Trade your crypto in OKX&#8217;s spot market to profit from short-term price movements.<\/li>\n<li>Tax Trends Report, 2.9% of tax filers reported crypto transactions in tax year 2021 and 4.5% in the 25 to 34 age group reported crypto transactions in tax year 2021.<\/li>\n<li>However, before considering buying into a hard fork of any digital asset, it\u2019s always important to research and understand why that fork occurred.<\/li>\n<\/ul>\n<p><p>At first, it is efficiency concerning reliable and fast <a href=\"https:\/\/www.beaxy.com\/exchange\/btc-usd\/\">crypto cash out calculator<\/a>-fiat rates. This feature makes it possible to guarantee the biggest market cap tokens and altcoins in the crypto-market and not just convert the most-dominant currencies . Thanks to crypto coin converter it is easy to convert the most popular and actual DeFi-concerned tokens and altcoins (for example, Aave, Uniswap\u2019s UNI, Bitcoin Cash, etc). Cryptocurrency calculator helps to find out in what way cryptocurrencies are converted, what they give to the portfolio, and the entire essential to squeeze the maximum of cryptocurrencies. The OKX Crypto and Bitcoin Calculator support quick and fuss-free crypto conversions for over 100 crypto assets, including stablecoins.<\/p>\n<\/p>\n<p><p>In most countries you are required to record the value of the cryptocurrency in your local currency at the time of the transaction. This can be extremely time consuming to do by hand, since most exchange records do not have a reference price point, and records between exchanges are not easily compatible. While you should always account for risk before deciding to purchase crypto, sticking to more established digital assets is a common practice to help mitigate that uncertainty.<\/p>\n<\/p>\n<div style=\"display: flex;justify-content: center;\">\n<blockquote class=\"twitter-tweet\">\n<p lang=\"en\" dir=\"ltr\">If you want to keep your data private, there&#8217;s a free to use, open-source crypto tax calculator called BittyTax. Don&#8217;t forget that crypto-to-crypto trades, spending crypto, and gifting crypto (unless spouse) are also liable for capital gains tax, it&#8217;s not just when you cash out.<\/p>\n<p>&mdash; BittyTax (@bitty_tax) <a href=\"https:\/\/twitter.com\/bitty_tax\/status\/1369369522868785155?ref_src=twsrc%5Etfw\">March 9, 2021<\/a><\/p><\/blockquote>\n<p><script async src=\"https:\/\/platform.twitter.com\/widgets.js\" charset=\"utf-8\"><\/script><\/div>\n<\/p>\n<p><p>You\u2019ll need to get a report from each place a transaction occurred or track the transactions yourself. You\u2019ll have to report any gains you experience when you buy and sell cryptocurrencies to the IRS. Luckily, many cryptocurrency exchanges provide transaction reports that include all buy, sell and exchange transactions that occur in your account. While the cryptocurrency ecosystem is notorious for price volatility, a price calculator can help you track your digital assets as they contend with the whims of the market.<\/p>\n<\/p>\n<p><p>These techniques replace the need for a third party to oversee transactions. Whereas traditional currencies are issued and regulated by a central authority, many cryptocurrencies rely instead on decentralized blockchain technology to review and approve transactions. You can learn more about the basics of crypto in our beginner\u2019s guide to cryptocurrency.<\/p>\n<\/p>\n<div style='border: black solid 1px;padding: 10px;'>\n<h3>Who Is Changpeng Zhao? \u2013 Forbes Advisor &#8211; Forbes<\/h3>\n<p>Who Is Changpeng Zhao? \u2013 Forbes Advisor.<\/p>\n<p>Posted: Thu, 05 Jan 2023 08:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiTmh0dHBzOi8vd3d3LmZvcmJlcy5jb20vYWR2aXNvci9pbnZlc3RpbmcvY3J5cHRvY3VycmVuY3kvd2hvLWlzLWNoYW5ncGVuZy16aGFvL9IBAA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>Bankrate.com is an independent, advertising-supported publisher and comparison service. We are compensated in exchange for placement of sponsored products and, services, or by you clicking on certain links posted on our site. Therefore, this compensation may impact how, where and  in what order products appear within listing categories, except where prohibited by law for our mortgage, home equity and other home lending products. While we strive to provide a wide range offers, Bankrate does not include information about every financial or credit product or service.<\/p>\n<\/p>\n<p><p>Just reach out to or via the in-app chat support feature and we will get you sorted. BTC Just did my crypto taxes with @CryptoTaxHQ and got my report summary. Other apps fail to handle the complexity of on-chain transactions required for accurate tax reports. Bitcoin cash is a Peer-to-Peer payment system and a hard fork from the original bitcoin blockchain. Though it utilizes the same Proof-of-Work consensus framework and hard cap of 21 million coins in total, Bitcoin Cash is built on larger blocks allowing for faster and cheaper transactions. One of the most important factors is whether you&#8217;re investing for long-term gains or short-term ones.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>What is the fee for cashing out cryptocurrency?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>The downside of selling from your crypto wallet is fees. Third-party exchanges and fiat gateways typically charge fees from 3% to 5% for converting crypto into cash, which is high.<\/p>\n<\/div><\/div>\n<\/div>\n<p><p>There are many reasons to convert your crypto into fiat currency. If you want to buy a home or a car or even invest in a company that only accepts cash, you need to find a way to get your hands on some fiat money. Yep, wallets and exchanges provide you APIs which if you use to connect to various tools created to calculate your crypto profits and losses, you will get results automatically. Just make sure to connect your portfolio to verified tools which will guarantee accuracy and security. The BitcoinCash mining information is updated continually with the current block mining information.<\/p>\n<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"307px\" alt=\"fiat\"\/><\/p>\n<p><p>Generally, the IRS <a href=\"https:\/\/www.beaxy.com\/\">https:\/\/www.beaxy.com\/<\/a>es cryptocurrency like property and investments, not currency. This means all transactions, from selling coins to using cryptos for purchases, are subject to the same tax treatment as other capital gains and losses. In addition, with the premium account, you can also convert between multiple bitcoins, cryptocurrencies, and virtual exchange rates at the same time. Struggling to find out how much a fraction of a Bitcoin is worth in U.S. dollars ?<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>How do I cash out 100k crypto?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>To sum it up, cashing out larger amount of bitcoin via exchanges goes as follows: Choose an exchange that allows fiat currency and sign up an account if you don&apos;t have one. Verify your account and deposit bitcoin. Then, choose the payout method (best is to go with bank wire or SEPA) and request a withdrawal.<\/p>\n<\/div><\/div>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>Choose the option convert from crypto to fiat or crypto to crypto. Crypto assets are at risk of losing substantial value within a short time period. There is no guarantee that any crypto asset will have at any time in&hellip;&nbsp;<a href=\"https:\/\/cftpl.ifpam-formations.com\/index.php\/bitcoin-cryptocurrency-calculator-and-converter\/\" class=\"more-link\">Read More<\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"om_disable_all_campaigns":false,"_monsterinsights_skip_tracking":false,"_monsterinsights_sitenote_active":false,"_monsterinsights_sitenote_note":"","_monsterinsights_sitenote_category":0},"categories":[26],"tags":[],"_links":{"self":[{"href":"https:\/\/cftpl.ifpam-formations.com\/index.php\/wp-json\/wp\/v2\/posts\/2217"}],"collection":[{"href":"https:\/\/cftpl.ifpam-formations.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/cftpl.ifpam-formations.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/cftpl.ifpam-formations.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/cftpl.ifpam-formations.com\/index.php\/wp-json\/wp\/v2\/comments?post=2217"}],"version-history":[{"count":1,"href":"https:\/\/cftpl.ifpam-formations.com\/index.php\/wp-json\/wp\/v2\/posts\/2217\/revisions"}],"predecessor-version":[{"id":2218,"href":"https:\/\/cftpl.ifpam-formations.com\/index.php\/wp-json\/wp\/v2\/posts\/2217\/revisions\/2218"}],"wp:attachment":[{"href":"https:\/\/cftpl.ifpam-formations.com\/index.php\/wp-json\/wp\/v2\/media?parent=2217"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/cftpl.ifpam-formations.com\/index.php\/wp-json\/wp\/v2\/categories?post=2217"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/cftpl.ifpam-formations.com\/index.php\/wp-json\/wp\/v2\/tags?post=2217"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}