{"id":1685,"date":"2022-12-05T14:18:39","date_gmt":"2022-12-05T13:18:39","guid":{"rendered":"https:\/\/www.chalupar.pub\/?p=1685"},"modified":"2023-03-20T10:57:45","modified_gmt":"2023-03-20T09:57:45","slug":"bitcoin-mining-calculator-btc-mining-calculator","status":"publish","type":"post","link":"https:\/\/www.chalupar.pub\/index.php\/2022\/12\/05\/bitcoin-mining-calculator-btc-mining-calculator\/","title":{"rendered":"Bitcoin Mining Calculator BTC Mining Calculator"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"303px\" alt=\"dollar cost\"\/><\/p>\n<p><p>Whether you are a long-term investor or short-term trader, it\u2019s best to seek professional help regarding the area of Bitcoin taxes. For federal tax purposes, all digital assets are considered property. This means that if you sell, exchange or otherwise use crypto that has increased in value, you will trigger a taxable event. Taxes should also be a consideration, but they can vary widely by country. In the U.S., the IRS treats all cryptocurrencies as capital assets.<\/p>\n<\/p>\n<div style='border: grey solid 1px;padding: 13px;'>\n<h3>Bitcoin Price History 2009 to 2022 \u2013 Forbes Advisor &#8211; Forbes<\/h3>\n<p>Bitcoin Price History 2009 to 2022 \u2013 Forbes Advisor.<\/p>\n<p>Posted: Tue, 11 Oct 2022 07:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiTmh0dHBzOi8vd3d3LmZvcmJlcy5jb20vYWR2aXNvci9pbnZlc3RpbmcvY3J5cHRvY3VycmVuY3kvYml0Y29pbi1wcmljZS1oaXN0b3J5L9IBAA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>To increase the chances of solving a Bitcoin block, you can join a pool of other miners all working together to solve a block. At this point you should determine your available power capacity in wattage at the location where you&#8217;ll be mining. Now, all Bitcoin mining is done using an ASIC Bitcoin miner as it is no longer profitable to mine with a CPU, GPU or FPGA. The Bitcoin hashrate is number of possible solutions being generated per second. I know you need the machine, a \u201cpool\u201d and all, but what happens when you win a block?<\/p>\n<\/p>\n<p><h2>www.coinbase.com<\/h2>\n<\/p>\n<p><p>Yet, the <a href=\"https:\/\/www.beaxy.com\/\">https:\/\/www.beaxy.com\/<\/a> market is highly unpredictable and sometimes the price starts rising after a long fall, due to various factors. Several indices also could indicate that the cryptocurrency market price would drop soon. The market can change its direction because of political events, network technical upgrades, or simply traders\u2019 moods. Struggling to find out how much a fraction of a Bitcoin is worth in U.S. dollars ? Cointelegraph\u2019s crypto calculator and converter tool provides an easy way to calculate the fiat currency value of certain crypto assets. It also suggests that buying Bitcoin during extreme dips can be profitable if investors are prepared to weather out short-term volatility.<\/p>\n<\/p>\n<p><p>We do not offer financial advice, advisory or brokerage services, nor do we recommend or advise individuals or to buy or sell particular stocks or securities. Performance information may have changed since the time of publication. 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. You might also be interested in knowing the price  prediction for Bitcoin Read the Bitcoin Prediction HereIf you had invested $100 in Bitcoin a week ago, the amount would have become $94.29 now.<\/p>\n<\/p>\n<p><h2>Bitcoin Price<\/h2>\n<\/p>\n<p><p>Even if you trade or withdraw them, the reward will be calculated and credited to your CEX.IO balance at the end of the staking period. The practice shows that going with the flow is a time-honored strategy. Usually, everyday traders prefer following this approach, but they need to monitor the price charts every single minute to spot the lucrative trend.<\/p>\n<\/p>\n<div style=\"display: flex;justify-content: center;\">\n<blockquote class=\"twitter-tweet\">\n<p lang=\"en\" dir=\"ltr\">How much money would it be if Bitcoin were to reach 100k and I have 0.02630301 amount of BTC is there a formula to figure out what amount you will have a different Bitcoin prices I couldn\u2019t find a calculator online that lets you put the price of Bitcoin. <a href=\"https:\/\/twitter.com\/hashtag\/Bitcoin?src=hash&amp;ref_src=twsrc%5Etfw\">#Bitcoin<\/a> <a href=\"https:\/\/twitter.com\/search?q=%24BTC&amp;src=ctag&amp;ref_src=twsrc%5Etfw\">$BTC<\/a><\/p>\n<p>&mdash; \ud83d\udcc8 (@pataguccibanker) <a href=\"https:\/\/twitter.com\/pataguccibanker\/status\/1403518529937281028?ref_src=twsrc%5Etfw\">June 12, 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>If you want to take advantage of the potential for long-term growth in the crypto market, then yes, you should reinvest your profits. The first is by looking at the value of your holdings and comparing it with the price at which you bought them. The second way is by looking at how much money you have made or lost in fiat currency. In the Selling Crypto Price\u2019 field, enter the price of the cryptocurrency when you sold the crypto. In the \u2018Initial Crypto Price\u2019 field, enter the price of the cryptocurrency when you purchased the crypto. The system is popular among mobile wallet developers, as it appeals to newbies and gets the job done without causing confusion.<\/p>\n<\/p>\n<p><h2>Bitcoin and Cryptocurrency Calculator<\/h2>\n<\/p>\n<p><p>Once all fields have been selected press the red \u2018Calculate ROI\u2019 button to see what your investment would be worth today. However, the factors that go into supply and demand can be somewhat complicated. These include how much Bitcoin mining costs, how many other cryptocurrencies there are, regulations, internal governance, and availability. You may override the live data if you\u2019d prefer to calculate your Bitcoin profits at different prices. This can be utilized to help set \u201cstop loss and take profit\u201d orders to manage your risk. The world\u2019s biggest cryptocurrency hit an all-time high just short of $69,000 in November 2021\u2014but as of this writing, it\u2019s around $24,000.<\/p>\n<\/p>\n<p><p>If you invested $100 in Bitcoin a year ago then then your $100 would have become $54.35 now. This calculator is an easy way to see what returns you could get if you had made this or that investment decision back in the day. PK started DQYDJ in 2009 to research and discuss finance and investing and help answer financial questions. He&#8217;s expanded DQYDJ to build visualizations, calculators, and interactive tools.<\/p>\n<\/p>\n<p><h2>comments on \u201cMining Calculator\u201d<\/h2>\n<\/p>\n<p><p>Therefore, the  could vary from one platform to another, and it\u2019s important to check it on the place where you decide to trade virtual currency. For example, when trading on CEX.IO you can use our Bitcoin to USD calculator. 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\u2019 trading activity. So, keep in mind that the BTC price may vary depending on the source you check. If you want to know the profits from your BTC investment, you can also do some simple math yourself.<\/p>\n<\/p>\n<p><a href=\"usd to btc\"><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='401px'\/><\/a><\/p>\n<p><p>First of all, it\u2019s the anonymity of all financial operations you make. Finally, the volatility of the crypto market can be lucrative for trading digital coins and tokens. Calculate your Bitcoin mining profitability and estimated mining rewards by LINK starting with the Bitcoin mining hashrate calculator inputs above; mining hardware, mining costs, and mining reward. Our BTC mining calculator makes it simple and easy to quickly see Bitcoin mining profitability based on hashrate, power consumption, and costs.<\/p>\n<\/p>\n<p><p>This site keeps a record of how Bitcoin transaction fees evolve over time. To calculate the dollar-cost average of your portfolio, divide the sum of total cost by the number of total assets. The asset price will often go up and down, so you may get fewer tokens for your money on some occasions.<\/p>\n<\/p>\n<p><p>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. 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 \u2014 open, close, highest, and lowest level. Notwithstanding any such relationship, no responsibility is accepted for the conduct of any third party nor the content or functionality of their websites or applications. A hyperlink to or positive reference to or review of a broker or exchange should not be understood to be an endorsement of that broker or exchange\u2019s products or services. Needs to review the security of your connection before proceeding.<\/p>\n<\/p>\n<ul>\n<li>The global clearing bank is leading a consortium of private equity firms seeking to purchase SVB&#8217;s British arm.<\/li>\n<li>Im going to invest in mining but im worried How much the income go lower in 6 month.<\/li>\n<li>Mining Revenue is shown in USD based on the exchange rate at the time of calculation.<\/li>\n<li>However, if you bought in January 2021 and sold at its peak price, you would have pocketed a 115% gain.<\/li>\n<\/ul>\n<p><p>Keeping the pace with modern technologies, CEX.IO has launched an ultimate <a href=\"https:\/\/www.beaxy.com\/exchange\/btc-usd\/\">how much bitcoin would i have calculator<\/a> to USD converter that allows users to learn the exact price of the particular quantity of crypto. The global clearing bank is leading a consortium of private equity firms seeking to purchase SVB&#8217;s British arm. Finally, the trading platform should only be chosen after careful consideration. There are numerous options in the space and current crypto regulations remain lax. If there is both Bitcoinity Data and BitFinex data, the BitFinex data takes precedence. In practice, this means the recent data all comes from BitFinex.<\/p>\n<\/p>\n<ul>\n<li>Sometimes it changed by hundreds of dollars in just a few minutes.<\/li>\n<li>Furthermore, this tool is entirely user-friendly, and you can simply enter any amount of dollar and instantly convert it to BTC, and vice versa .<\/li>\n<li>In order to use this Bitcoin profit calculator &#8211; you need to enter the amount you were willing to invest and the date you were willing to invest it at.<\/li>\n<\/ul>\n<p><p>The \u201cblocks\u201d menu basically shows how quickly transactions will get included into blocks depending on the fee, while the \u201cgraphs\u201d menu highlights transaction size\/weight statistics. Bitcoin fees are a fascinating component of the network\u2019s game theory and an indispensable element without which the whole project\u2019s economic sustainability becomes questionable. The fees shown at the historic charts and tables are in US dollars per transaction and in satoshis per byte. After the first confirmation, the waiting time for each additional confirmation is completely independent of the transaction fee you paid. 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.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"308px\" alt=\"coin\"\/><\/p>\n<p><p>Again, these percentages are entirely dependent on each trader&#8217;s individual goals. With CEX.IO Loans, you can easily get fiat currencies such as USD or EUR against your digital assets. The loans range in price from $500 to $500,000, and the repayment terms vary from a week to a year. We have a plethora of other metrics that can inform you about the price of Bitcoin. You can easily assess the shifts of cryptocurrency markets available on CEX.IO on a Trade page.<\/p>\n<\/p>\n<div style='border: black solid 1px;padding: 10px;'>\n<h3>Should You Invest In Crypto? \u2013 Forbes Advisor &#8211; Forbes<\/h3>\n<p>Should You Invest In Crypto? \u2013 Forbes Advisor.<\/p>\n<p>Posted: Thu, 16 Feb 2023 08:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiVGh0dHBzOi8vd3d3LmZvcmJlcy5jb20vYWR2aXNvci9pbnZlc3RpbmcvY3J5cHRvY3VycmVuY3kvc2hvdWxkLXlvdS1pbnZlc3QtaW4tY3J5cHRvL9IBAA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>Whether you are a long-term investor or short-term trader, it\u2019s best to seek professional help regarding the area of Bitcoin taxes. For federal tax purposes, all digital assets are considered property. This means that if you sell, exchange or otherwise use crypto that has increased in value, you will trigger a taxable event. Taxes should [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_et_pb_use_builder":"","_et_pb_old_content":"","_et_gb_content_width":"","inline_featured_image":false,"footnotes":""},"categories":[10],"tags":[],"class_list":["post-1685","post","type-post","status-publish","format-standard","hentry","category-crypto-news"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v27.4 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Bitcoin Mining Calculator BTC Mining Calculator - Chalup\u00e1r Penzi\u00f3n &amp; Re\u0161taur\u00e1cia<\/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:\/\/www.chalupar.pub\/index.php\/2022\/12\/05\/bitcoin-mining-calculator-btc-mining-calculator\/\" \/>\n<meta property=\"og:locale\" content=\"sk_SK\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Bitcoin Mining Calculator BTC Mining Calculator - Chalup\u00e1r Penzi\u00f3n &amp; Re\u0161taur\u00e1cia\" \/>\n<meta property=\"og:description\" content=\"Whether you are a long-term investor or short-term trader, it\u2019s best to seek professional help regarding the area of Bitcoin taxes. For federal tax purposes, all digital assets are considered property. This means that if you sell, exchange or otherwise use crypto that has increased in value, you will trigger a taxable event. Taxes should [&hellip;]\" \/>\n<meta property=\"og:url\" content=\"https:\/\/www.chalupar.pub\/index.php\/2022\/12\/05\/bitcoin-mining-calculator-btc-mining-calculator\/\" \/>\n<meta property=\"og:site_name\" content=\"Chalup\u00e1r Penzi\u00f3n &amp; Re\u0161taur\u00e1cia\" \/>\n<meta property=\"article:published_time\" content=\"2022-12-05T13:18:39+00:00\" \/>\n<meta property=\"article:modified_time\" content=\"2023-03-20T09:57:45+00:00\" \/>\n<meta name=\"author\" content=\"Chalupar\" \/>\n<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\n<meta name=\"twitter:label1\" content=\"Autor\" \/>\n\t<meta name=\"twitter:data1\" content=\"Chalupar\" \/>\n\t<meta name=\"twitter:label2\" content=\"Predpokladan\u00fd \u010das \u010d\u00edtania\" \/>\n\t<meta name=\"twitter:data2\" content=\"5 min\u00fat\" \/>\n<script type=\"application\/ld+json\" class=\"yoast-schema-graph\">{\"@context\":\"https:\\\/\\\/schema.org\",\"@graph\":[{\"@type\":\"Article\",\"@id\":\"https:\\\/\\\/www.chalupar.pub\\\/index.php\\\/2022\\\/12\\\/05\\\/bitcoin-mining-calculator-btc-mining-calculator\\\/#article\",\"isPartOf\":{\"@id\":\"https:\\\/\\\/www.chalupar.pub\\\/index.php\\\/2022\\\/12\\\/05\\\/bitcoin-mining-calculator-btc-mining-calculator\\\/\"},\"author\":{\"name\":\"Chalupar\",\"@id\":\"https:\\\/\\\/www.chalupar.pub\\\/#\\\/schema\\\/person\\\/309d159cea8abf9a6b922c3ad81c182e\"},\"headline\":\"Bitcoin Mining Calculator BTC Mining Calculator\",\"datePublished\":\"2022-12-05T13:18:39+00:00\",\"dateModified\":\"2023-03-20T09:57:45+00:00\",\"mainEntityOfPage\":{\"@id\":\"https:\\\/\\\/www.chalupar.pub\\\/index.php\\\/2022\\\/12\\\/05\\\/bitcoin-mining-calculator-btc-mining-calculator\\\/\"},\"wordCount\":958,\"commentCount\":0,\"articleSection\":[\"Crypto News\"],\"inLanguage\":\"sk-SK\",\"potentialAction\":[{\"@type\":\"CommentAction\",\"name\":\"Comment\",\"target\":[\"https:\\\/\\\/www.chalupar.pub\\\/index.php\\\/2022\\\/12\\\/05\\\/bitcoin-mining-calculator-btc-mining-calculator\\\/#respond\"]}]},{\"@type\":\"WebPage\",\"@id\":\"https:\\\/\\\/www.chalupar.pub\\\/index.php\\\/2022\\\/12\\\/05\\\/bitcoin-mining-calculator-btc-mining-calculator\\\/\",\"url\":\"https:\\\/\\\/www.chalupar.pub\\\/index.php\\\/2022\\\/12\\\/05\\\/bitcoin-mining-calculator-btc-mining-calculator\\\/\",\"name\":\"Bitcoin Mining Calculator BTC Mining Calculator - Chalup\u00e1r Penzi\u00f3n &amp; Re\u0161taur\u00e1cia\",\"isPartOf\":{\"@id\":\"https:\\\/\\\/www.chalupar.pub\\\/#website\"},\"datePublished\":\"2022-12-05T13:18:39+00:00\",\"dateModified\":\"2023-03-20T09:57:45+00:00\",\"author\":{\"@id\":\"https:\\\/\\\/www.chalupar.pub\\\/#\\\/schema\\\/person\\\/309d159cea8abf9a6b922c3ad81c182e\"},\"breadcrumb\":{\"@id\":\"https:\\\/\\\/www.chalupar.pub\\\/index.php\\\/2022\\\/12\\\/05\\\/bitcoin-mining-calculator-btc-mining-calculator\\\/#breadcrumb\"},\"inLanguage\":\"sk-SK\",\"potentialAction\":[{\"@type\":\"ReadAction\",\"target\":[\"https:\\\/\\\/www.chalupar.pub\\\/index.php\\\/2022\\\/12\\\/05\\\/bitcoin-mining-calculator-btc-mining-calculator\\\/\"]}]},{\"@type\":\"BreadcrumbList\",\"@id\":\"https:\\\/\\\/www.chalupar.pub\\\/index.php\\\/2022\\\/12\\\/05\\\/bitcoin-mining-calculator-btc-mining-calculator\\\/#breadcrumb\",\"itemListElement\":[{\"@type\":\"ListItem\",\"position\":1,\"name\":\"Domovsk\u00e1 str\u00e1nka\",\"item\":\"https:\\\/\\\/www.chalupar.pub\\\/\"},{\"@type\":\"ListItem\",\"position\":2,\"name\":\"Bitcoin Mining Calculator BTC Mining Calculator\"}]},{\"@type\":\"WebSite\",\"@id\":\"https:\\\/\\\/www.chalupar.pub\\\/#website\",\"url\":\"https:\\\/\\\/www.chalupar.pub\\\/\",\"name\":\"Chalup\u00e1r Penzi\u00f3n &amp; Re\u0161taur\u00e1cia\",\"description\":\"Pizza, Coffee, Beer &amp; More\",\"potentialAction\":[{\"@type\":\"SearchAction\",\"target\":{\"@type\":\"EntryPoint\",\"urlTemplate\":\"https:\\\/\\\/www.chalupar.pub\\\/?s={search_term_string}\"},\"query-input\":{\"@type\":\"PropertyValueSpecification\",\"valueRequired\":true,\"valueName\":\"search_term_string\"}}],\"inLanguage\":\"sk-SK\"},{\"@type\":\"Person\",\"@id\":\"https:\\\/\\\/www.chalupar.pub\\\/#\\\/schema\\\/person\\\/309d159cea8abf9a6b922c3ad81c182e\",\"name\":\"Chalupar\",\"image\":{\"@type\":\"ImageObject\",\"inLanguage\":\"sk-SK\",\"@id\":\"https:\\\/\\\/secure.gravatar.com\\\/avatar\\\/7ad36d8288affd7f3655f3a89335689c51e02b5c225fab458b9d149de7a66482?s=96&d=mm&r=g\",\"url\":\"https:\\\/\\\/secure.gravatar.com\\\/avatar\\\/7ad36d8288affd7f3655f3a89335689c51e02b5c225fab458b9d149de7a66482?s=96&d=mm&r=g\",\"contentUrl\":\"https:\\\/\\\/secure.gravatar.com\\\/avatar\\\/7ad36d8288affd7f3655f3a89335689c51e02b5c225fab458b9d149de7a66482?s=96&d=mm&r=g\",\"caption\":\"Chalupar\"},\"sameAs\":[\"https:\\\/\\\/www.chalupar.pub\"],\"url\":\"https:\\\/\\\/www.chalupar.pub\\\/index.php\\\/author\\\/chalupar\\\/\"}]}<\/script>\n<!-- \/ Yoast SEO plugin. -->","yoast_head_json":{"title":"Bitcoin Mining Calculator BTC Mining Calculator - Chalup\u00e1r Penzi\u00f3n &amp; Re\u0161taur\u00e1cia","robots":{"index":"index","follow":"follow","max-snippet":"max-snippet:-1","max-image-preview":"max-image-preview:large","max-video-preview":"max-video-preview:-1"},"canonical":"https:\/\/www.chalupar.pub\/index.php\/2022\/12\/05\/bitcoin-mining-calculator-btc-mining-calculator\/","og_locale":"sk_SK","og_type":"article","og_title":"Bitcoin Mining Calculator BTC Mining Calculator - Chalup\u00e1r Penzi\u00f3n &amp; Re\u0161taur\u00e1cia","og_description":"Whether you are a long-term investor or short-term trader, it\u2019s best to seek professional help regarding the area of Bitcoin taxes. For federal tax purposes, all digital assets are considered property. This means that if you sell, exchange or otherwise use crypto that has increased in value, you will trigger a taxable event. Taxes should [&hellip;]","og_url":"https:\/\/www.chalupar.pub\/index.php\/2022\/12\/05\/bitcoin-mining-calculator-btc-mining-calculator\/","og_site_name":"Chalup\u00e1r Penzi\u00f3n &amp; Re\u0161taur\u00e1cia","article_published_time":"2022-12-05T13:18:39+00:00","article_modified_time":"2023-03-20T09:57:45+00:00","author":"Chalupar","twitter_card":"summary_large_image","twitter_misc":{"Autor":"Chalupar","Predpokladan\u00fd \u010das \u010d\u00edtania":"5 min\u00fat"},"schema":{"@context":"https:\/\/schema.org","@graph":[{"@type":"Article","@id":"https:\/\/www.chalupar.pub\/index.php\/2022\/12\/05\/bitcoin-mining-calculator-btc-mining-calculator\/#article","isPartOf":{"@id":"https:\/\/www.chalupar.pub\/index.php\/2022\/12\/05\/bitcoin-mining-calculator-btc-mining-calculator\/"},"author":{"name":"Chalupar","@id":"https:\/\/www.chalupar.pub\/#\/schema\/person\/309d159cea8abf9a6b922c3ad81c182e"},"headline":"Bitcoin Mining Calculator BTC Mining Calculator","datePublished":"2022-12-05T13:18:39+00:00","dateModified":"2023-03-20T09:57:45+00:00","mainEntityOfPage":{"@id":"https:\/\/www.chalupar.pub\/index.php\/2022\/12\/05\/bitcoin-mining-calculator-btc-mining-calculator\/"},"wordCount":958,"commentCount":0,"articleSection":["Crypto News"],"inLanguage":"sk-SK","potentialAction":[{"@type":"CommentAction","name":"Comment","target":["https:\/\/www.chalupar.pub\/index.php\/2022\/12\/05\/bitcoin-mining-calculator-btc-mining-calculator\/#respond"]}]},{"@type":"WebPage","@id":"https:\/\/www.chalupar.pub\/index.php\/2022\/12\/05\/bitcoin-mining-calculator-btc-mining-calculator\/","url":"https:\/\/www.chalupar.pub\/index.php\/2022\/12\/05\/bitcoin-mining-calculator-btc-mining-calculator\/","name":"Bitcoin Mining Calculator BTC Mining Calculator - Chalup\u00e1r Penzi\u00f3n &amp; Re\u0161taur\u00e1cia","isPartOf":{"@id":"https:\/\/www.chalupar.pub\/#website"},"datePublished":"2022-12-05T13:18:39+00:00","dateModified":"2023-03-20T09:57:45+00:00","author":{"@id":"https:\/\/www.chalupar.pub\/#\/schema\/person\/309d159cea8abf9a6b922c3ad81c182e"},"breadcrumb":{"@id":"https:\/\/www.chalupar.pub\/index.php\/2022\/12\/05\/bitcoin-mining-calculator-btc-mining-calculator\/#breadcrumb"},"inLanguage":"sk-SK","potentialAction":[{"@type":"ReadAction","target":["https:\/\/www.chalupar.pub\/index.php\/2022\/12\/05\/bitcoin-mining-calculator-btc-mining-calculator\/"]}]},{"@type":"BreadcrumbList","@id":"https:\/\/www.chalupar.pub\/index.php\/2022\/12\/05\/bitcoin-mining-calculator-btc-mining-calculator\/#breadcrumb","itemListElement":[{"@type":"ListItem","position":1,"name":"Domovsk\u00e1 str\u00e1nka","item":"https:\/\/www.chalupar.pub\/"},{"@type":"ListItem","position":2,"name":"Bitcoin Mining Calculator BTC Mining Calculator"}]},{"@type":"WebSite","@id":"https:\/\/www.chalupar.pub\/#website","url":"https:\/\/www.chalupar.pub\/","name":"Chalup\u00e1r Penzi\u00f3n &amp; Re\u0161taur\u00e1cia","description":"Pizza, Coffee, Beer &amp; More","potentialAction":[{"@type":"SearchAction","target":{"@type":"EntryPoint","urlTemplate":"https:\/\/www.chalupar.pub\/?s={search_term_string}"},"query-input":{"@type":"PropertyValueSpecification","valueRequired":true,"valueName":"search_term_string"}}],"inLanguage":"sk-SK"},{"@type":"Person","@id":"https:\/\/www.chalupar.pub\/#\/schema\/person\/309d159cea8abf9a6b922c3ad81c182e","name":"Chalupar","image":{"@type":"ImageObject","inLanguage":"sk-SK","@id":"https:\/\/secure.gravatar.com\/avatar\/7ad36d8288affd7f3655f3a89335689c51e02b5c225fab458b9d149de7a66482?s=96&d=mm&r=g","url":"https:\/\/secure.gravatar.com\/avatar\/7ad36d8288affd7f3655f3a89335689c51e02b5c225fab458b9d149de7a66482?s=96&d=mm&r=g","contentUrl":"https:\/\/secure.gravatar.com\/avatar\/7ad36d8288affd7f3655f3a89335689c51e02b5c225fab458b9d149de7a66482?s=96&d=mm&r=g","caption":"Chalupar"},"sameAs":["https:\/\/www.chalupar.pub"],"url":"https:\/\/www.chalupar.pub\/index.php\/author\/chalupar\/"}]}},"_links":{"self":[{"href":"https:\/\/www.chalupar.pub\/index.php\/wp-json\/wp\/v2\/posts\/1685","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.chalupar.pub\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.chalupar.pub\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.chalupar.pub\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/www.chalupar.pub\/index.php\/wp-json\/wp\/v2\/comments?post=1685"}],"version-history":[{"count":1,"href":"https:\/\/www.chalupar.pub\/index.php\/wp-json\/wp\/v2\/posts\/1685\/revisions"}],"predecessor-version":[{"id":1686,"href":"https:\/\/www.chalupar.pub\/index.php\/wp-json\/wp\/v2\/posts\/1685\/revisions\/1686"}],"wp:attachment":[{"href":"https:\/\/www.chalupar.pub\/index.php\/wp-json\/wp\/v2\/media?parent=1685"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.chalupar.pub\/index.php\/wp-json\/wp\/v2\/categories?post=1685"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.chalupar.pub\/index.php\/wp-json\/wp\/v2\/tags?post=1685"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}