{"id":1442,"date":"2022-10-18T07:07:48","date_gmt":"2022-10-18T07:07:48","guid":{"rendered":"https:\/\/uniquelines.co\/?p=1442"},"modified":"2023-03-15T09:11:40","modified_gmt":"2023-03-15T09:11:40","slug":"cryptocurrency-calculator-and-converter-online","status":"publish","type":"post","link":"https:\/\/uniquelines.co\/?p=1442","title":{"rendered":"Cryptocurrency Calculator and Converter Online"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"304px\" alt=\"investment fee\"\/><\/p>\n<p><p>Plan future <a href=\"https:\/\/www.beaxy.com\/\">https:\/\/www.beaxy.com\/<\/a>s or daydream about gains with the Crypto Investment Calculator by CoinStats. Cryptocurrencies have gained a reputation for being complicated, but the industry has made great progress in demystifying digital assets once and for all. Bitcoin is renowned for its volatility \u00e2\u20ac\u201d and in the past, it&#8217;s gained and lost hundreds of dollars in a matter of minutes. Thanks to our straightforward tool, you&#8217;ll never be out of the loop.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"306px\" alt=\"money\"\/><\/p>\n<p><p>For example, when trading on CEX.IO you can use our Bitcoin to USD calculator. 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. Easily and accurately calculate the recommended lot size by using live market data in real-time, account equity, risk percentage and stop loss. Say, if you can see a significant trading volume during the uptrend, this usually means that many traders are likely to support the current movement.<\/p>\n<\/p>\n<p><h2>Read the best crypto stories of the day in less than 5 minutes.<\/h2>\n<\/p>\n<p><p>Over the years, we&#8217;ve gained a reputation for continually monitoring thousands of markets. News websites and exchanges don&#8217;t always have the latest conversions, but our easy-to-use tool is automatically updated on a regular basis. Cryptocurrency adoption in the U.S. continues to rise \u00e2\u20ac\u201d and in 2019, the number of people who owned digital assets doubled.<\/p>\n<\/p>\n<p><p>CoinMarketCap is the place people go to to find accurate BTC\/USD rates, and we&#8217;re here 24\/7. Pay attention to the conditions under which you got profits and observe what triggered your loss. As a result, you can think up your own method centring on a scenario or set of circumstances in which you benefit more lose less. Many traders use candlestick charts to forecast possible price swings based on previous trends. Candlesticks are helpful in trading because they display the four most essential price points \u00e2\u20ac\u201d open, close, highest, and lowest level.<\/p>\n<\/p>\n<p><h2>Invest in ICOs carefully<\/h2>\n<\/p>\n<p><p>The goal is to reduce your exposure to <a href=\"https:\/\/www.beaxy.com\/exchange\/btc-usd\/\">crypto value calculator<\/a> volatility and help lower your purchase costs and increase your returns. Now you own digital assets and can trade, exchange or sell them as soon as the price is lucrative. This page does not make predictions, it only makes a calculation of how much the cryptocurrency would be worth if it had the same market value as Bitcoin or selected currency.<\/p>\n<\/p>\n<ul>\n<li>In this field you will type in the ISO code of the currency desired.<\/li>\n<li>Thus, we make the crypto industry easily accessible for over 4 million customers.<\/li>\n<li>Exchange-rates.org cryptocurrency exchange rate calculator can convert fiat currencies to their corresponding values in various cryptocurrencies and vice versa.<\/li>\n<li>Given Silicon Valley Bank\u00e2\u20ac\u2122s direct involvement in destabilizing USDC prices, CZ blamed banks for increasing the risks of stablecoins.<\/li>\n<li>There are two ways in which you can calculate profit or loss on cryptocurrencies.<\/li>\n<li>When you&#8217;re investing in cryptocurrency, it is essential to do your research.<\/li>\n<\/ul>\n<p><p>A cryptocurrency converter is a tool that allows you to convert any cryptocurrency into its corresponding dollar amount and vice versa. This service comes in handy in case you\u00e2\u20ac\u2122re going to keep crypto on your account for some time. Staking allows you to get extra earnings without additional efforts. Even if you trade or withdraw them, the reward will be calculated and credited to your CEX.IO balance at the end of the staking period. The practice shows that going with the flow is a time-honored strategy.<\/p>\n<\/p>\n<p><h2>Should I Reinvest My Crypto Profits?<\/h2>\n<\/p>\n<p><p>It can be refilled with either virtual currencies or fiat currencies (government-controlled money like Euros, US dollars or British pounds, etc). You will need these funds to buy and sell digital currencies at CEX.IO. So you can use our Bitcoin USD converter to keep the pace of fast-changing crypto markets and make well-informed decisions. Identifying perfect circumstances to sell crypto in order to make profit can be extremely difficult.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"301px\" alt=\"lot size\"\/><\/p>\n<p><p>Since this value can fluctuate due to various economic conditions, it\u00e2\u20ac\u2122s important for investors to be aware of the current exchange rates. The increased interest and excitement towards cryptocurrencies has resulted in an influx of new money flowing into the cryptocurrency market. However, entering into the crypto world is extremely intimidating, especially when you\u00e2\u20ac\u2122re dealing with a subject matter that is technically complex. With many making a considerable rate or return on their investments, it is vital to understand how we should value our crypto gains .<\/p>\n<\/p>\n<p><h2>Satoshi\/Bitcoin Price<\/h2>\n<\/p>\n<p><p>So, keep in mind that the BTC price may vary depending on the source you check. Struggling to find out how much a fraction of a Bitcoin is worth in U.S. dollars ? Cointelegraph\u00e2\u20ac\u2122s crypto calculator and converter tool provides an easy way to calculate the fiat currency value of certain crypto assets. CoinDesk is an independent operating subsidiary of Digital Currency Group, which invests in cryptocurrencies and blockchain startups. CoinDesk journalists are not allowed to purchase stock outright in DCG. Easily calculate profits, or losses, the value in money and pips for trading position by using live market data, trade direction and the number of lots traded.<\/p>\n<\/p>\n<div style='border: black solid 1px;padding: 12px;'>\n<h3>Bitcoin Profit Calculator \u00e2\u20ac\u201c Forbes Advisor &#8211; Forbes<\/h3>\n<p>Bitcoin Profit Calculator \u00e2\u20ac\u201c Forbes Advisor.<\/p>\n<p>Posted: Tue, 21 Feb 2023 08:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiUmh0dHBzOi8vd3d3LmZvcmJlcy5jb20vYWR2aXNvci9pbnZlc3RpbmcvY3J5cHRvY3VycmVuY3kvYml0Y29pbi1wcm9maXQtY2FsY3VsYXRvci_SAQA?oc=5' rel=\"nofollow\">source<\/a>]\n<\/div>\n<p><p>Thus, we make the DOGE crypto industry easily accessible for over 4 million customers. For instance, you can buy Ethereum with credit card via either a web version or mobile app. Using below table, you can check how profitable it is to mine selected altcoins in comparison to ethereum classic. Please note that calculations are based on mean values, therefore your final results may vary. For best results fill all fields with your hash rate and power consumption. All information\/data provided on our website is only for general information.<\/p>\n<\/p>\n<p><p>You would feel ecstatic to have doubled your initial investment, or a return of a 100%. When intending to convert a specific amount of Bitcoins to dollars or any other currency, it is essential to have the proper tools at hand. Each crypto exchange shows the different values of digital currencies based on the users\u00e2\u20ac\u2122 trading activity.<\/p>\n<\/p>\n<ul>\n<li>Comparing prices across exchanges helps guarantee you&#8217;ll get the best deal, as some platforms offer a better deal than others.<\/li>\n<li>By keeping these seven tips in mind, you can set yourself up for success as a crypto investor.<\/li>\n<li>Take time to learn about the team, product, and community behind each project before deciding where to invest.<\/li>\n<li>You can convert between BTC, ETH, USDT and USD using this crypto converter.<\/li>\n<\/ul>\n<p><p>In addition to tracking price, volume and ETH market capitalisation, CoinGecko tracks community growth, open-source code development, major events and on-chain metrics. You should take your time researching projects before investing in them so that you know what they do and how they operate, as well as the team behind them. You should also create a portfolio of different coins or tokens so that if one project performs poorly, there will be others that still have the potential for growth. There are two ways in which you can calculate profit or loss on cryptocurrencies. In the cards you will see your investment amount, coin amount based on how much you invested, profit\/loss, investment fee and total amount. When the profit\/loss number is green means profit, when red it&#8217;s loss.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>Will Shiba Inu reach $1?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Despite its impressive performance in the past couple of years, Shiba Inu is very unlikely to reach &#x24;1 or 50 cents because its circulating token supply is simply too large. However, that doesn&apos;t mean that Shiba Inu doesn&apos;t have a lot of upside potential.<\/p>\n<\/div><\/div>\n<\/div>\n<p><p>After downloading the CEX.IO mobile <a href=\"https:\/\/www.beaxy.com\/exchange\/btc-usd\/\">crypto value calculator<\/a> and signing in with your CEX.IO account, you can buy crypto. Approximately 125 VCs and investors signed a statement supporting Silicon Valley Bank to limit the fallout of the bank\u00e2\u20ac\u2122s collapse and the subsequent impact on tech companies. Crypto assets are at risk of losing substantial value within a short time period.<\/p>\n<\/p>\n<p><a href=\"solo mining litecoins\"><img src='data:image\/jpeg;base64,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alt='https:\/\/www.beaxy.com\/cryptocurrency-reviews\/how-to-mine-litecoin\/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='404px'\/><\/a><\/p>\n<p><p>With a population of 328.2 million, America is a massive and largely untapped market. Ever since Bitcoin launched in 2009, its value has often been conveyed in U.S. dollars. Comparing prices across exchanges helps guarantee you&#8217;ll get the best deal, as some platforms offer a better deal than others. This service offers users an Annual Percentage Yield of up to 20% on 19 different digital currencies, and the ability to transfer funds in and out of their CEX.IO accounts without limitations. Technical analysis helps to trade on crypto and traditional markets effectively. So it will be a nice idea to study some chart patterns and variations.<\/p>\n<\/p>\n<p><p>It also performs the reverse operation, taking a currency value as an input and converting it into the corresponding value for a given token. Each time you want to buy or sell Bitcoin, it\u00e2\u20ac\u2122s a good idea to have a close look at its market rate. CEX.IO Bitcoin exchange offers you a handy price chart allowing you to discover current and historical rates of virtual currencies. Namely, you can observe all the most popular markets, among which BTC to GBP, BTC to USD, and BTC to EUR. Some resources collect and show an average rate from all crypto exchanges. Therefore, the price could vary from one platform to another, and it\u00e2\u20ac\u2122s important to check it on the place where you decide to trade virtual currency.<\/p>\n<\/p>\n<p><p>One of the most important things to remember is that realizing crypto gains is far from being a hard science. Everyone has different goals, so the optimal exit strategy could differ significantly depending on each individual. For example, a trader may sell a part of the position when it profits 20% to 25%.<\/p>\n<\/p>\n<div style=\"display: flex;justify-content: center;\">\n<blockquote class=\"twitter-tweet\">\n<p lang=\"en\" dir=\"ltr\">I read that if a user stakes the ACTA token it will have an APR of 15%, and has a calculator telling us what the profit is. So, how do they make the value of their tokens increase, and not by keeping them? If our assets are blocked, can we lose due to a falling market?<\/p>\n<p>&mdash; Aluna \u00f0\u0178\u2022\u00b9 (@alunanadaindah) <a href=\"https:\/\/twitter.com\/alunanadaindah\/status\/1523865044383309825?ref_src=twsrc%5Etfw\">May 10, 2022<\/a><\/p><\/blockquote>\n<p><script async src=\"https:\/\/platform.twitter.com\/widgets.js\" charset=\"utf-8\"><\/script><\/div>\n<\/p>\n<p><p>The rates displayed by the calculator represent market exchange rates, and are provided for informational and estimation purposes only. They do not include any conversion fees or other charges applicable to a conversion or other transaction. The calculator may allow you to calculate exchanges of currencies currently not available through Coinmama. The calculation by the calculator shall not be binding upon New Bit Ventures in the execution of transactions. The currency conversion calculator will help you figure out how much your money is worth in different currencies, based on the current bid\/ask exchange rate.<\/p>\n<\/p>\n<div style=\"display: flex;justify-content: center;\">\n<blockquote class=\"twitter-tweet\">\n<p lang=\"en\" dir=\"ltr\">Is there a calculator to see usd value or eth value easily when buying or selling?<\/p>\n<p>&mdash; Steve Build.hbar (@steveb_crypto) <a href=\"https:\/\/twitter.com\/steveb_crypto\/status\/1525136602808336390?ref_src=twsrc%5Etfw\">May 13, 2022<\/a><\/p><\/blockquote>\n<p><script async src=\"https:\/\/platform.twitter.com\/widgets.js\" charset=\"utf-8\"><\/script><\/div>\n<\/p>\n<p><p>In the \u00e2\u20ac\u02dcInitial Crypto Price\u00e2\u20ac\u2122 field, enter the price of the cryptocurrency when you purchased the crypto. However, if you apply basic fundamental and common sense and you stick to the good projects, you&#8217;ll find that crypto isn&#8217;t overwhelming as you thought. To calculate the dollar-cost average of your portfolio, divide the sum of total cost by the number of total assets. How much could your crypto be worth if you had regularly bought a small amount over time?<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Plan future https:\/\/www.beaxy.com\/s or daydream about gains with the Crypto Investment Calculator by CoinStats. Cryptocurrencies have gained a reputation for being complicated, but the industry has made great progress in demystifying digital assets once and for all. Bitcoin is renowned for its volatility \u00e2\u20ac\u201d and in the past, it&#8217;s gained and lost hundreds of dollars [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_monsterinsights_skip_tracking":false,"_monsterinsights_sitenote_active":false,"_monsterinsights_sitenote_note":"","_monsterinsights_sitenote_category":0,"footnotes":""},"categories":[31],"tags":[],"class_list":["post-1442","post","type-post","status-publish","format-standard","hentry","category-crypto-news"],"aioseo_notices":[],"_links":{"self":[{"href":"https:\/\/uniquelines.co\/index.php?rest_route=\/wp\/v2\/posts\/1442","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/uniquelines.co\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/uniquelines.co\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/uniquelines.co\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/uniquelines.co\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=1442"}],"version-history":[{"count":1,"href":"https:\/\/uniquelines.co\/index.php?rest_route=\/wp\/v2\/posts\/1442\/revisions"}],"predecessor-version":[{"id":1443,"href":"https:\/\/uniquelines.co\/index.php?rest_route=\/wp\/v2\/posts\/1442\/revisions\/1443"}],"wp:attachment":[{"href":"https:\/\/uniquelines.co\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=1442"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/uniquelines.co\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=1442"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/uniquelines.co\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=1442"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}