{"id":7736,"date":"2023-02-10T08:50:16","date_gmt":"2023-02-10T16:50:16","guid":{"rendered":"https:\/\/cafedantorels.com\/?p=7736"},"modified":"2023-04-25T12:41:56","modified_gmt":"2023-04-25T19:41:56","slug":"how-is-the-bitcoin-price-determined","status":"publish","type":"post","link":"https:\/\/cafedantorels.com\/how-is-the-bitcoin-price-determined\/","title":{"rendered":"How Is the Bitcoin Price Determined?"},"content":{"rendered":"<div id=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;\">\n<p class=\"toctitle\" style=\"font-weight: 700;text-align: center;\">Content<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">The world&#8217;s most popular currency tools<\/a><\/li>\n<li><a href=\"#toc-1\">How does Bitcoin mining work?<\/a><\/li>\n<\/ul>\n<\/div>\n<p>The scripting language executes the script by processing each item from left to right. Operators push or pop one or more parameters from the stack, act on them, and might push a result onto the stack. For example, OP_ADD will pop two items from the stack, add them, and push the resulting sum onto the stack. New transactions consume one or more of these outputs from the UTXO set. In some ways it helps to think of a transaction in the same way as a paper check.<br \/>\n<img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"307px\" alt=\"calculate bitcoins\"\/><br \/>\nEach node that receives a valid block will incorporate it into its blockchain, extending the blockchain by one block. If that node later sees another candidate block extending the same parent, it connects the second candidate on a secondary chain. As a result, some nodes will \u201csee\u201d one candidate block first, while other nodes will see the other candidate block and two competing versions of the blockchain will emerge. The target difficulty is closely related to the cost of electricity and the exchange rate of bitcoin vis-a-vis the currency used to pay for electricity. High-performance mining systems are about as efficient as possible with the current generation of silicon fabrication, converting electricity into hashing computation at the highest rate possible.<\/p>\n<h2 id=\"toc-0\">The world&#8217;s most popular currency tools<\/h2>\n<p>There are, however, efforts to mitigate this negative externality by seeking cleaner and green energy sources for mining operations , as well as utilizing carbon offset credits. Besides the mining machines, a mining operation also includes a variety of other valuable assets, including land, containers, buildings, cooling equipment, and more. Enter the dollar-denominated value of these assets excluding the value of the actual mining hardware. One of the first and most simple inputs is the timeframe for measuring revenue and profitability. The idea that Bitcoin incentives long-term planning is especially true in mining. Focusing on longer time periods is a more common strategy instead of mining with very short-term profit expectations. Set the range on the Braiins calculator for whatever timeframe is appropriate, between 6 and 60 months. Calculating potential Bitcoin mining profitability can be complicated. Deriving a precise number of expected mining revenue and profit requires more data inputs than most people realize.<\/p>\n<div style=\"display: flex;justify-content: center;\">\n<blockquote class=\"twitter-tweet\">\n<p lang=\"en\" dir=\"ltr\">Oh now calculate the CPI of Bitcoin for the past 8 months. Do an example like the price of gas (denominated in Bitcoin) between then and now.<\/p>\n<p>&mdash; j (@j74315998) <a href=\"https:\/\/twitter.com\/j74315998\/status\/1550652199373402114?ref_src=twsrc%5Etfw\">July 23, 2022<\/a><\/p><\/blockquote>\n<p><script async src=\"https:\/\/platform.twitter.com\/widgets.js\" charset=\"utf-8\"><\/script><\/div>\n<p>The major software setup is taken care of by the pool admin, and the members pay a small pool fee for enjoying this simplicity. Put simply, mining validates your transactions and controls whatever goes up on the blockchain. And because it\u2019s profitable, there are huge mining farms running tailored equipment earning substantial <a href=\"https:\/\/www.beaxy.com\/market\/btc\/\">https:\/\/www.beaxy.com\/market\/btc\/<\/a> money from it. Unlike stock-like exchanges and centralized Bitcoin trading websites, LocalBitcoins allows you to trade directly with another person. This makes the process customizable, lean and fast, as there is no corporate overhead. LocalBitcoins aims to support every suitable payment method its user community supports.<\/p>\n<h2 id=\"toc-1\">How does Bitcoin mining work?<\/h2>\n<p>The Bitcoin network is supported by miners, nodes, and users, who may be retail investors, traders, or merchants. Increasingly, institutional, corporate investors are entering the Bitcoin market as well to preserve their treasuries. New bitcoin are created at a fixed rate that decreases overtime, which causes demand to outpace supply. First introduced in 2009 by Satoshi Nakamoto, Bitcoin has held the crypto market\u2019s number one spot according to market capitalization. Bitcoin paved the way for many existing altcoins in the market and marked a pivotal moment for digital payment solutions. To obtain the new target, simply multiply the existing target by the ratio of the total actual block time over the last two weeks to get the expected block time. This will adjust the target proportionally to the amount of entering or exiting computing power on the network. The goal of a miner is to take the current block\u2019s header, add a random number to it called the nonce, and calculate its hash. This numeric value of the hash must be smaller than the target value.<\/p>\n<p>We may receive payment from our affiliates for featured placement of their products or services. We may also receive payment if you click on certain links posted on our site. Finder monitors and updates our site to ensure that what we\u2019re sharing is clear, honest and current. Our information is based on independent research and may differ from what you see from a financial institution or service provider. When comparing offers or services, verify relevant information with the institution or provider&#8217;s site. Finder.com provides guides and information on a range of products and services. Because our content is not financial advice, we suggest talking with  a professional before you make any decision.<br \/>\nAs long as all nodes select the longest cumulative difficulty chain, the global bitcoin network eventually converges to a consistent state. Forks occur as temporary inconsistencies between versions of the blockchain, which are resolved by eventual reconvergence as more blocks are added to one of the forks. Note that the target difficulty is independent of the number of transactions or the value of transactions. This means that the amount of hashing power and therefore electricity expended to secure bitcoin is also entirely independent of the number of transactions. Bitcoin can scale up, achieve broader adoption, and remain secure without any increase in hashing power from today\u2019s level. The increase in hashing power represents market forces as new miners enter the market to compete for the reward. As long as enough hashing power is under the control of miners acting honestly in pursuit of the reward, it is enough to prevent \u201ctakeover\u201d attacks and, therefore, it is enough to secure bitcoin. Read more about <a href=\"https:\/\/www.beaxy.com\/buy-sell\/aleph-eth\/\">aleph token<\/a> here. If the hash is not less than the target, the miner will modify the nonce and try again.<\/p>\n<p>Bitcoin is the most valuable crypto on the market, but is still highly speculative and volatile. At the start of 2020 when the coronavirus pandemic shut down the economy, bitcoin\u2019s price started to accelerate in its upward climb. By December 2020, bitcoin\u2019s price had increased by over 300% since January. The year ended at a price of about $29,374 \u2014 the highest it had ever been. But thanks to media coverage and the steep rise in bitcoin\u2019s price, the crypto industry started to take off between 2017 and 2019. At the start of 2017, bitcoin finally broke $1,000 again and kicked off a bull run phase. Prices doubled to $2,000 in mid-May and then skyrocketed to over $19,000 by December. Bitcoin broke $1 in April 2011, entering its first mini \u201cbull run\u201d and rising by roughly 3,000% over the next three months. Bitcoin didn\u2019t bounce back in 2012, finishing the year between $13 and $14. By November 2013, bitcoin broke $1,000 \u2014 then the price dropped dramatically by December to around $530.<\/p>\n<div style='border: black dotted 1px;padding: 15px;'>\n<h3>How To Maintain Privacy When Spending Mixed Bitcoin &#8211; Bitcoin Magazine<\/h3>\n<p>How To Maintain Privacy When Spending Mixed Bitcoin.<\/p>\n<p>Posted: Mon, 25 Jul 2022 12:00:00 GMT [<a href='https:\/\/bitcoinmagazine.com\/guides\/how-to-spend-mixed-bitcoin-privately' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p>A cryptographic hash function is a mathematical function that, simply put, takes any input and maps it to a fixed-size string. As Bitcoin approaches mainstream adoption and recognition, its fundamental security model, characterized as mining, is being put under the spotlight and scrutinized more and more everyday. Note that you are not able to put a P2SH inside a P2SH redeem script, because the P2SH specification is not recursive. You are also still not able to use OP_RETURN in a redeem script because OP_RETURN cannot be redeemed by definition. Let\u2019s look at Mohammed\u2019s company, the complex multi-signature script, and the resulting P2SH scripts. Or any combination of two signatures from the private keys corresponding to the three listed public keys. Figures 5-3 and 5-4 show a step-by-step execution of the combined script, which will prove this is a valid transaction. In Example 5-3, we show the use of a \u201cgreedy\u201d algorithm to select from available UTXO in order to make a specific payment amount.<\/p>\n<h2 id=\"toc-3\">How much Bitcoin could you already have?\u200b<\/h2>\n<p>The first miner to find this output and publish the block to the network receives a reward in the form of transaction fees and the creation of new Bitcoin. Most transactions include transaction fees, which compensate the bitcoin miners for securing the network. Mining and the fees and rewards collected by miners are discussed in more detail in Chapter 8. This section examines how transaction fees are included in a typical transaction. However, if you are constructing transactions programmatically, or using a command-line interface, you must manually account for and include these fees.<br \/>\n<a href=\"https:\/\/www.beaxy.com\/\"><img src='data:image\/jpeg;base64,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' alt='https:\/\/www.beaxy.com\/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='405px'\/><\/a><br \/>\nMulti-signature scripts are one of the most common uses of bitcoin\u2019s advanced scripting capabilities and are a very powerful feature. Mohammed\u2019s company uses a multi-signature script for all customer payments, known in accounting terms as \u201caccounts receivable,\u201d or AR. A multi-signature scheme like that offers corporate governance controls and protects against theft, embezzlement, or loss. In this case, the condition is whether the unlocking script has a valid signature from the two private keys that correspond to two of the three public keys set as an encumbrance. Bitcoin clients validate transactions by executing a script, written in a Forth-like scripting language. Both the locking script placed on a UTXO and the unlocking script that usually contains a signature are written in this scripting language. When a transaction is validated, the unlocking script in each input is executed alongside the corresponding locking script to see if it satisfies the spending condition. Imagine a shopper buying a $1.50 beverage, reaching into her wallet and trying to find a combination of coins and bank notes to cover the $1.50 cost.<\/p>\n<h2 id=\"toc-4\">How does mining help secure Bitcoin?<\/h2>\n<p>With all the other fields filled, the block header is now complete and the process of mining can begin. The goal is now to find a value for the nonce that results in a block header hash that is less than the difficulty target. The mining node will need to test billions or trillions of nonce values before a nonce is found that satisfies the requirement. Any transactions left in the memory pool, after the block is filled, will remain in the pool for inclusion in the next block. As transactions remain in the memory pool, their inputs \u201cage,\u201d as the UTXO they spend get deeper into the blockchain with new blocks added on top. Because a transaction\u2019s priority depends on the age of its inputs, transactions remaining in the pool will age and therefore increase in priority. Eventually a transaction without fees might reach a high enough priority to be included in the block for free. By evoking the extraction of precious metals, it focuses our attention on the reward for mining, the new bitcoins in each block.<\/p>\n<p>The pool players will achieve the easier pool target much more often, earning them shares very regularly, even when they don\u2019t achieve the harder target of winning the game. Every now and then, one of the pool players will throw a combined dice throw of less than four and the pool wins. Then, the earnings can be distributed to the pool players based on the shares they earned. Even though the target of eight-or-less wasn\u2019t winning, it was a fair way to measure dice throws for the players, and it occasionally produces a less-than-four throw.<\/p>\n<ul>\n<li>Although this theory is a popular way to justify inflation amongst central bankers, it does not appear to always hold true and is considered controversial amongst economists.<\/li>\n<li>The live price of Bitcoin is $ 21,889.90 per (BTC \/ USD) today with a current market cap of $ 418.16B USD.<\/li>\n<li>One additional potential risk from the growth of Bitcoin mining is the increasing energy usage required by the computer systems running the mining algorithms.<\/li>\n<li>An application-specific integrated circuit miner is a computerized device designed for the sole purpose of mining a cryptocurrency.<\/li>\n<li>We are not under any obligation to update or correct any information provided herein.<\/li>\n<li>A majority of users can also put pressure for some changes to be adopted.<\/li>\n<\/ul>\n<p>Although most locking scripts refer to a bitcoin address or public key, thereby requiring proof of ownership to spend the funds, the script does not have to be that complex. Any combination of locking and unlocking scripts that results in a TRUE value is valid. The simple arithmetic we used as an example of the scripting language is also a valid locking script that can be used to lock a transaction output. First, a transaction needs to be delivered to the bitcoin network so that it can be propagated and included in the blockchain. In essence,  a bitcoin transaction is just 300 to 400 bytes of data and has to reach any one of tens of thousands of bitcoin nodes.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>Can crypto be converted to US dollar?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>If you want to actually convert bitcoin to dollars, deposit them in a digital marketplace and sell them to an interested buyer. The digital marketplace will quickly and easily convert your bitcoins to dollars and transfer them to a debit card, bank account, or digital wallet of your choice.<\/p>\n<\/div><\/div>\n<\/div>\n<p>A new merkle root and subsequently new block header are calculated, and the nonce is iterated over once again. Please note that all of this data in the block header is compressed into 80 bytes using a notation called little-endian, making the transfer of block headers between nodes a trivially efficient process. For the purposes of this explanation, we\u2019ll ignore this compression and assume data is in its original form. If a malicious actor were to try and change the contents of a transaction in a block, its hash would be changed. This change of a hash would be propagated up the transaction\u2019s merkle tree until the hash of the root is changed. Any node can then quickly catch this malicious act by comparing the root of the changed block\u2019s merkle tree to that of a valid block\u2019s merkle tree. Satoshi Nakamoto proposed the only known solution at the time to solving this validation problem in a consensus-oriented system. This competition enables the property of decentralization to emerge and thrive organically within the ecosystem.<\/p>\n<p>For example, this is a technique used in CoinJoin transactions where multiple parties join transactions together to protect their privacy. Transaction fees are collected by the miner who mines the block that records the transaction on the blockchain. The sequence number is used to override a transaction prior to the expiration of the transaction locktime, which is a feature that is currently disabled in bitcoin. Most transactions set this value to the maximum integer value and it is ignored by the bitcoin network. If the transaction has a nonzero locktime, at least one of its inputs must have a sequence number below 0xFFFFFFFF in order to enable locktime. Once a bitcoin transaction is sent to any node connected to the bitcoin network, the transaction will be validated by that node. If valid, that node will propagate it to the other nodes to which it is connected, and a success message will be returned synchronously to the originator.<\/p>\n<p>If you have losses on Bitcoin or any other cryptocurrency, make sure you declare them on your tax return and see if you can reduce your tax liability. But with crypto you might not receive one \u2014 part of the reason many people have no idea they\u2019re liable for crypto taxes. The federal government will begin requiring crypto brokers to send these forms in 2023. NerdWallet, Inc. is an independent publisher and comparison service, not an investment advisor. Its articles, interactive tools and other content are provided to you for free, as self-help tools and for informational purposes only. NerdWallet does not and cannot guarantee the accuracy or applicability of any information in regard to your individual circumstances. Examples are hypothetical, and we encourage you to seek personalized advice from qualified professionals regarding specific investment issues. Our estimates are based on past market performance, and past performance is not a guarantee of future performance. So this was a very brief article about crypto mining profitability and the factors affecting it.<\/p>\n<p>We continually strive to provide consumers with the expert advice and tools needed to succeed throughout life\u2019s financial journey. Our goal is to give you the best advice to help you make smart personal finance decisions. We follow strict guidelines to ensure that our editorial content is not influenced by advertisers. Our editorial team receives no direct compensation from advertisers, and our content is thoroughly fact-checked to ensure accuracy. So, whether you\u2019re reading an article or a review, you can trust that you\u2019re getting credible and dependable information. Our mission is to provide readers with accurate and unbiased information, and we have editorial standards in place to ensure that happens. Our editors and reporters thoroughly fact-check editorial content to ensure the information you\u2019re reading is accurate. We maintain a firewall between our advertisers and our editorial team. Our editorial team does not receive direct compensation from our advertisers.<\/p>\n<div style='border: grey dotted 1px;padding: 14px;'>\n<h3>This Luxury Residential \u2018Crypto Building\u2019 Will Have a Bitcoin Mining Farm in the Basement &#8211; CryptoGlobe<\/h3>\n<p>This Luxury Residential \u2018Crypto Building\u2019 Will Have a Bitcoin Mining Farm in the Basement.<\/p>\n<p>Posted: Sun, 24 Jul 2022 15:53:58 GMT [<a href='https:\/\/www.cryptoglobe.com\/latest\/2022\/07\/this-luxury-residential-crypto-building-will-have-a-bitcoin-mining-farm-in-the-basement\/' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p>Similarly, LTC mining yearly outputs with similar variables would be CAD 68.47 million (~53.46 million USD). With this calculator, the Bitcoin mining profit turned out to be 4,188.49 CAD (3,285.91 USD). I have searched a lot and came to only one point-Bitcoin Maximalism. CryptoCompare is the best and the easiest one to predict the mining income of a few notable cryptocurrencies. So, we\u2019ll go along with the mighty Bitcoin and the Litecoin and see how the factors affect the mining profitability of these two. Hardware, software, and all the calculations are done specifically for a single coin. That can lead to a world with the coding guys having an unfair advantage over ordinary people. These are computer currencies that a skilled programmer can develop with some lines of code.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content The world&#8217;s most popular currency tools How does Bitcoin mining work? The scripting language executes the script by processing each item from left to right. Operators push or pop one or more parameters from the stack, act on them, and might push a result onto the stack. For example, OP_ADD will pop two items [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"site-sidebar-layout":"default","site-content-layout":"","ast-site-content-layout":"","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"","ast-breadcrumbs-content":"","ast-featured-img":"","footer-sml-layout":"","theme-transparent-header-meta":"","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"default","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"wds_primary_category":0,"footnotes":""},"categories":[17],"tags":[],"class_list":["post-7736","post","type-post","status-publish","format-standard","hentry","category-bitcoin-news"],"_links":{"self":[{"href":"https:\/\/cafedantorels.com\/wp-json\/wp\/v2\/posts\/7736"}],"collection":[{"href":"https:\/\/cafedantorels.com\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/cafedantorels.com\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/cafedantorels.com\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/cafedantorels.com\/wp-json\/wp\/v2\/comments?post=7736"}],"version-history":[{"count":0,"href":"https:\/\/cafedantorels.com\/wp-json\/wp\/v2\/posts\/7736\/revisions"}],"wp:attachment":[{"href":"https:\/\/cafedantorels.com\/wp-json\/wp\/v2\/media?parent=7736"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/cafedantorels.com\/wp-json\/wp\/v2\/categories?post=7736"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/cafedantorels.com\/wp-json\/wp\/v2\/tags?post=7736"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}