{"id":1759,"date":"2021-12-31T10:32:40","date_gmt":"2021-12-31T10:32:40","guid":{"rendered":"http:\/\/www.isysnsol.com\/TMi\/?p=1759"},"modified":"2022-04-15T18:10:19","modified_gmt":"2022-04-15T18:10:19","slug":"bitcoin-mining-profitability-calculator","status":"publish","type":"post","link":"http:\/\/www.isysnsol.com\/TMi\/bitcoin-trading\/bitcoin-mining-profitability-calculator\/","title":{"rendered":"Simple &#038; Accurate &#8220;2 Clicks&#8221; Bitcoin Mining Calculator"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='float:left;margin-right:10px;' 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\" width=\"256px\" alt=\"btc mining calculator\"\/><\/p>\n<p><style>#toc background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px; .toctitle font-weight: 700;text-align: center;<\/style>\n<div id=\"toc\">\n<p class=\"toctitle\">Content<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">Profits At This Difficulty<\/a><\/li>\n<li><a href=\"#toc-1\">Bitcoin Blockchain Stats<\/a><\/li>\n<li><a href=\"#toc-2\">Electricity Cost<\/a><\/li>\n<li><a href=\"#toc-3\">Bitcoin Block Reward<\/a><\/li>\n<\/ul>\n<\/div>\n<p><h2 id=\"toc-0\">Profits At This Difficulty<\/h2>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"250px\" alt=\"btc mining calculator\"\/><\/p>\n<p><p>the calculation relies on the present &#8216;difficulty&#8217; and this value can change in the future. The greatest issue that determines your Bitcoin mining operation is the worth of Bitcoin itself. Anyone who invests in Bitcoins must <a href=\"https:\/\/beaxy.com\/exchange\/dash-btc\/\">btc mining calculator<\/a> know about the worth volatility. Bitcoin, which went from $950 to $19,500 in has been on a major downtrend in 2018. Next, you need to enter the quantity of power that your mining system consumes.<\/p>\n<\/p>\n<p><p>In all of the above eventualities, mining software is equally important. It is a technique to create new bitcoin and add components to an existing block chain.<\/p>\n<\/p>\n<p><p>It additionally has drivers for scrypt, such as GAW War Machine and ZeusMiner Units. It shows summarised and discrete information statistics of requests, accepts, rejects, hw errors, and effectivity and utility. With hardware support <a href=\"https:\/\/www.google.com\/search?q=btc mining calculator\">btc mining calculator<\/a>, the program can monitor gadget temperature. BFG miner can generate work even before the prevailing work is finishes.<\/p>\n<\/p>\n<p><h2 id=\"toc-1\">Bitcoin Blockchain Stats<\/h2>\n<\/p>\n<p><p>We counsel you enter a customized Bitcoin worth into our calculator based on what you count on the average price to be over the subsequent yr. Results are shown in CAD and based mostly on the current trade price . This supplies an idea of just how many occasions harder it&#8217;s to mine for bitcoin now than it was a decade in the past.<\/p>\n<\/p>\n<p><p>High powered specialized computer systems, used to solve the complex computational maths drawback, carry out Bitcoin mining. Mining is the method via which New bitcoins are circulated in the market. Launched in 2009, Bitcoin is a digital forex <a href=\"https:\/\/www.beaxy.com\/\">https:\/\/www.beaxy.com\/<\/a>, the world\u2019s largest cryptocurrency by market cap. The Break-Even Analysis function might help you are expecting how lengthy it&#8217;ll take to become profitable for a given setup.<\/p>\n<\/p>\n<ul>\n<li>Bitcoin mining calculators usually are not just a one-time software &#8211; they are a continuing support that Bitcoin miners need.<\/li>\n<li>It is essential to remain present in your consciousness of recent mining technologies to assist perceive the impact it may have on the problem and has energy of the network.<\/li>\n<li>Our Bitcoin mining calculator shows a precise breakdown of how each value influences the profits.<\/li>\n<li>This calculator makes use of recent knowledge to try to approximate attainable income.<\/li>\n<li>Statistics concerning the bitcoin community (problem, block count, and so on.) are obtained from blockexplorer.com.<\/li>\n<li>With any change to any of the factors &#8211; the value of Bitcoin, the value of electrical energy, or the problem\/rewards, miners have to know the impression it&#8217;ll have on their mining course of.<\/li>\n<\/ul>\n<p><p>Breaking down the obstacles of complex and confusing crypto transactions, CoinSmart offers easy solutions, learning instruments for all ranges, and 24\/7 client help. Bitcoin is mined utilizing computing rigs which embody expensive hardware. GitHub is home to over 50 million builders working together to host and review code, handle <a href=\"https:\/\/www.binance.com\/\">https:\/\/www.binance.com\/<\/a> projects, and build software together. With namecoin merged mining you may have the ability to squeeze out a little more or be capable of register a couple of .bit domains. Do you&#8217;ve a lot of experience with and like working with computer systems during lonesome nights?<\/p>\n<\/p>\n<p><p>In order to secure and validation transactions &#8211; Bitcoin miners are continuously making an attempt to unravel the subsequent Bitcoin block. Mining OS The most superior <a href=\"https:\/\/beaxy.com\/exchange\/dash-btc\/\">btc mining calculator<\/a> open source crypto mining OS out there. In the United States, the average electrical energy price is around $0.12 cents per kilowatt-hour.<\/p>\n<\/p>\n<p><p>It is straightforward to install moreover it routinely detects mining rigs and adds them to the dashboard. Satoshi labs give incentives to hitch their slush mining pool to generate income off of Braiins Os. Besides that this mining software enables the user to control a number of mining rigs from the telephone <a href=\"https:\/\/beaxy.com\/exchange\/dash-btc\/\">https:\/\/beaxy.com\/exchange\/dash-btc\/<\/a>. Hashr8 mining software has overcome the inefficiencies of other mining methods like the issues associated to managing a number of mining units, additionally sustaining a gradual mining performance. They provide computing energy to the network and obtain in Bitcoins.<\/p>\n<\/p>\n<p><p>You might have the ability to save heating costs when it\u2019s cold outside. Some bragging \/ measuring error and extensive overclocking of the cards is involved here. Note ClockTweak, a win32 command line overclocking\/underclocking tool powered by bitcoinX. You should pay mining pool charges from near nothing as much as three% relying on the pool.<\/p>\n<\/p>\n<p><h2 id=\"toc-2\">Electricity Cost<\/h2>\n<\/p>\n<p><p>Asia&#8217;s electrical energy is especially low-cost, which is why China is house to many mining operations. Even if you spend money on a specialized mining ASIC which can price thousands of dollars, your possibilities of successfully validating a block on your own are slim.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"250px\" alt=\"btc mining calculator\"\/><\/p>\n<p><p>Consider making Diff Change smaller or turning off Dynamic Difficulty. coins the diff change can typically be inaccurate due to a wildly fluctuating difficulty. Assuming you\u2019re using the Antminer S17 on June 2019 it will take 531 days to mine a full Bitcoin with the Antminer S17. Some values (e.g. the change price) are updated routinely with the most recent community stats.<\/p>\n<\/p>\n<p><h2 id=\"toc-3\">Bitcoin Block Reward<\/h2>\n<\/p>\n<p><p>ASICs&#8217; impression on Bitcoin aside, you will need to decide your ROI timeline earlier than investing. The additional components beneath are largely responsible for determining your ROI interval <a href=\"https:\/\/www.investing.com\/\">https:\/\/www.investing.com\/<\/a>. Some appear to believe they may be capable of stop their 9-to-5 job after investing in a few Bitcoin miners \u2013 sadly, that is not necessarily the case.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Profits At This Difficulty Bitcoin Blockchain Stats Electricity Cost Bitcoin Block Reward Profits At This Difficulty the calculation relies on the present &#8216;difficulty&#8217; and this value can change in &#8230;<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"content-type":"","footnotes":""},"categories":[47],"tags":[],"class_list":["post-1759","post","type-post","status-publish","format-standard","hentry","category-bitcoin-trading"],"_links":{"self":[{"href":"http:\/\/www.isysnsol.com\/TMi\/wp-json\/wp\/v2\/posts\/1759"}],"collection":[{"href":"http:\/\/www.isysnsol.com\/TMi\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.isysnsol.com\/TMi\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.isysnsol.com\/TMi\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"http:\/\/www.isysnsol.com\/TMi\/wp-json\/wp\/v2\/comments?post=1759"}],"version-history":[{"count":1,"href":"http:\/\/www.isysnsol.com\/TMi\/wp-json\/wp\/v2\/posts\/1759\/revisions"}],"predecessor-version":[{"id":1760,"href":"http:\/\/www.isysnsol.com\/TMi\/wp-json\/wp\/v2\/posts\/1759\/revisions\/1760"}],"wp:attachment":[{"href":"http:\/\/www.isysnsol.com\/TMi\/wp-json\/wp\/v2\/media?parent=1759"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.isysnsol.com\/TMi\/wp-json\/wp\/v2\/categories?post=1759"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.isysnsol.com\/TMi\/wp-json\/wp\/v2\/tags?post=1759"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}