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	<title>Cryptocurrency service Archives - PITBU88</title>
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		<title>Bitcoin ATMs 101: What to Know Before Buying Bitcoin at an ATM</title>
		<link>https://www.pitbu88.com/bitcoin-atms-101-what-to-know-before-buying/</link>
		
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		<pubDate>Fri, 09 Feb 2024 07:07:21 +0000</pubDate>
				<category><![CDATA[Cryptocurrency service]]></category>
		<guid isPermaLink="false">https://www.pitbu88.com/?p=49954</guid>

					<description><![CDATA[These items are typically priced at a significant discount to the usual market rate, luring potential buyers to get in touch. A popular option is the Coinbase crypto wallet, but you can choose from a long list of other wallets, too. The top operators of bitcoin ATMs are Bitcoin Depot (19.1% of the market share), [&#8230;]]]></description>
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<p>These items are typically priced at a significant discount to the usual market rate, luring potential buyers to get in touch. A popular option is the Coinbase crypto wallet, but you can choose from a long list of other wallets, too. The top operators of bitcoin ATMs are Bitcoin Depot (19.1% of the market share), CoinCloud (14.1%) and CoinFlip (9.7%). To date, there are 36,610 bitcoin ATMs in 77 different countries, according to data from Coin ATM Radar. Genesis Coin is the largest manufacturer of bitcoin ATMs with 15,140 machines, followed by General Bytes with 7,965 and BitAccess with 5,549.</p>
<ul>
<li>There are many Bitcoin Lightning wallets like Cashapp (US only), Wallet Of Satoshi, or Phoenix (Non-custodial).</li>
<li>For example, Arkansas recognizes MTLs from other states, making it easier for licensed VC businesses to operate.</li>
<li>The ease of use and immediate access to Bitcoin make it a worthwhile trade-off for some people.</li>
<li>These limits can vary widely, affecting how much you can buy or sell in a single transaction.</li>
<li>Compensation may impact how and where products appear on this site, including the order in which they may appear within listing categories.</li>
</ul>
<p>The content of this advertisement should not be construed as an express or implied offer, promise, or guarantee. Greetings, I am Akriti Gupta, a dynamic content writer and skilled crypto &amp; blockchain analyst, dedicated to staying <a href="https://www.topbitcoinnews.org/tuckman-s-stages-of-group-development-for-teams/">tuckman&#8217;s stages of group development for teams</a> ahead in the fast-evolving world of cryptocurrency. My expertise lies in translating complex market movements into engaging, easy-to-understand content, making me a trusted voice for both novice and seasoned crypto enthusiasts. Through my unique blend of analytical skills and content creation, I strive to shape the future of digital finance, one article at a time.</p>
<h2>&#8211; What are the AML rules and regulations?</h2>
<p>The next most successful manufacturer is General Bytes, with a close to 30% share, while Bitaccess, Coinsource and Lamassu trail follow with a 5-10% share each. Strictly Necessary Cookie should be enabled at all times so that we can save your preferences for cookie settings. Learn more about Consensus 2024, CoinDesk&#8217;s longest-running and most influential event that brings together all sides of crypto, blockchain and Web3.</p>
<h2>Preparing for a Transaction</h2>
<p>Here are some Bitcoin ATM providers, but the locations of these ATMs vary from time to time. Now, the machine might look similar to a traditional ATM, but their background functioning is different, as traditional ATMs only allow the withdrawal of cash from the provider bank. The Coinme blog has tons of useful information to keep you up to date on the latest trends in the cryptocurrency space. Learn about the basics of the blockchain, how to get started with bitcoin, or check out our helpful crypto ATM guide. There are a few things you can do to find a <a href="https://www.cryptonews.wiki/a-map-for-the-new-world-of-blockchain/">a map for the new world of blockchain</a> Bitcoin ATM that is not a scam.</p>
<h2>Safety Tips When Using Bitcoin ATMs</h2>
<p>Bitcoin ATMs are becoming increasingly popular as a means to buy and sell Bitcoin, the world’s most famous cryptocurrency. These innovative machines provide users with a fast and secure way to enter the world of digital currencies without the need for extensive knowledge or online transactions. In this guide, we will walk you through the process of using a Bitcoin ATM, from finding a machine to completing your first transaction. While this does vary based on the company operating the machine, customer safety is a primary area of focus for Coinme.</p>
<p>Here’s what you should know about them if you’ve ever considered using one. Buying solana (SOL) is straightforward, but with numerous crypto exchanges on the market, it&#8217;s crucial potential investors consider other key factors before making a purchase&#8230;. Federal laws, including FinCEN guidelines, require Bitcoin ATM operators to register as Money Services Businesses (MSBs) and report suspicious transactions.</p>
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<h2>Step 1: Creating a Wallet</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="/Users/d.tretiak/Library/Application Support/scm-next-plus/content_cache/672e86d3cffade839920e4fb/cache/how to use bitcoin atm/images/how_to_use_bitcoin_atm_(1).jpg" width="451px" alt="how to use bitcoin atm"/></p>
<p>Cryptocurrency prices are highly volatile, so timing your purchase or sale can <a href="https://www.bitcoin-mining.biz/add-class-to-clicked-element-using-javascript/">add class to clicked element using javascript</a> affect the value of your investment. However, predicting the market perfectly is impossible, so focus on your personal financial goals rather than trying to time the market. Your newly created wallet will generate a unique bitcoin address to which the ATM will send your purchased coins after the transaction is confirmed and completed. Today, Coinme is excited to announce the addition of over 22,000 ATM locations where users can instantly pick up cash for their crypto. Today, Coinme is launching the ability to send and receive USDC on the Stellar network in the Coinme wallet. Stellar USDC provides users with a fast, cheap, and easy-to-use alternative to other USDC enabled blockchains.</p>
<p>In 2022, CoinFlip launched CoinFlip Ventures, an investment group offering coaching, funding, and networking support to early-stage crypto and web3 projects. CoinFlip was founded in 2015 by Daniel Polotsky, Kris Dayrit, Alan Gurevich, and Ben Weiss. To learn more about CoinFlip and how to get started on your digital currency journey, visit Bitcoin ATM regulations and compliance refer to the legal requirements operators must follow to ensure their machines are safe, secure, and not used for illegal activities.</p>
<p>First, you can use the Coinme ATM Locator to search for Bitcoin ATMs that are operated by Coinme. Coinme was the first licensed Bitcoin ATM operator in the United States in 2014. Fortunately, Coinme locations are found in your local and trusted neighborhood grocery stores. The truth is, a Bitcoin ATM is still sort of a novelty and not something you’ll find on every corner. While it&#8217;s possible that you live near one, it’s also possible that it may be out of service, or simply charge exorbitant fees, similar to how regular cash ATMs can be.</p>
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		<post-id xmlns="com-wordpress:feed-additions:1">49954</post-id>	</item>
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		<title>The Bitcoin Halving Explained: Why It Matters For Investors</title>
		<link>https://www.pitbu88.com/the-bitcoin-halving-explained-why-it-matters-for/</link>
		
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		<pubDate>Fri, 26 Aug 2022 12:44:38 +0000</pubDate>
				<category><![CDATA[Cryptocurrency service]]></category>
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					<description><![CDATA[The Bitcoin halving, also known as “the halvening,” is the name for one of the most hotly anticipated recurring events in Bitcoin’s history. Bitcoin halving is when the reward for Bitcoin mining is cut in half. “One of the most important features of Bitcoin is its limited supply and issuance mechanism,” says Bruce Fenton, CEO [&#8230;]]]></description>
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<p>The Bitcoin halving, also known as “the halvening,” is the name for one of the most hotly anticipated recurring events in Bitcoin’s history. Bitcoin halving is when the reward for Bitcoin mining is cut in half. “One of the most important features of Bitcoin is its limited supply and issuance mechanism,” says Bruce Fenton, CEO of fintech company Chainstone Labs. Erika Rasure is globally-recognized as a leading consumer economics subject matter expert, researcher, and educator. She is a financial therapist and transformational coach, with a special interest in helping women learn how to invest. Sign up for an account in minutes to purchase Bitcoin with 20-plus fiat currencies, using a credit/debit card, or bank transfer.</p>
<h2>Investor Considerations</h2>
<p>The rally was driven both by speculation surrounding the impact of the halving and by investors seeking alternative assets in response to the COVID-19 crisis and stock market volatility. Bitcoin BTC distinguishes itself from conventional, central bank regulated currencies by operating on a fixed supply. Specifically, only 21 million bitcoins will ever exist, with just under 2 million yet to be mined. This scarcity is managed through a mechanism known as &#8220;halving,&#8221; designed to curb inflation and increase the asset&#8217;s value over time.</p>
<h2>Every four years, the amount of Bitcoin awarded to miners is halved, an event known as the Bitcoin halving.</h2>
<p>Many have come to interpret that statement as a sign of Nakamoto’s political beliefs and goals. If widely adopted, Bitcoin could potentially reduce the power banks and governments have over monetary policy, including bailouts of struggling institutions. As shown with the block reward, no central entity can create bitcoin outside of the strict schedule. In 2009, the system rewarded successful miners with 50 bitcoin every 10 minutes.</p>
<p>Every four years, bitcoin&#8217;s mining rewards are slashed in half, a feature embedded in its algorithm. This reduction aims to maintain the asset&#8217;s scarcity and, consequently, its value. The reward, or subsidy, for mining, started out at 50 BTC per block when bitcoin was released in 2009.</p>
<p>Those blocks of transactions are added roughly every 10 minutes, and the Bitcoin code dictates that the reward for miners is reduced by half after every 210,000 blocks are created. That happens roughly every four years in periods that are often accompanied by heightened bitcoin price volatility. That said, each subsequent halving has had a smaller impact on bitcoin’s inflation schedule. With about 94% of all bitcoin already mined, future issuance represents a small fraction of the circulating supply, potentially reducing the comparison to historical halving events.</p>
<ul>
<li>There is no guarantee that any strategies discussed will be effective.</li>
<li>Following the second halving in 2016, Bitcoin’s price surged from around $US650 to nearly $US20,000 by the end of 2017.</li>
<li>With the increased access and popularity of Bitcoin, the halving event of 2024 arguably received more public interest and media coverage than any prior halving event.</li>
<li>On this date, the block mining reward will drop from 6.25 BTC to 3.125 BTC per block.</li>
</ul>
<p>Over time, the impact of each halving will diminish as the block reward approaches zero. Indeed, price data shows that historically, Bitcoin does increase in value after each halving, thereby helping miners recover lost earnings. However, just because something has happened in the past doesn’t mean it’s guaranteed to do so in the future. Higher prices would be an incentive for miners to keep processing bitcoin transactions. At the moment, bitcoin has an inflation rate of less than 2%, which will decrease with further halvings, says David Weisberger, <a href="https://www.topbitcoinnews.org/top-11-data-mining-techniques-of-2022/">top 11 data mining techniques of 2022</a> CEO of trading platform CoinRoutes. Since there is a set supply of bitcoin at any given point, the currency’s inflation rate is relatively easy to calculate.</p>
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<p>Moreover, bitcoin has been around since only 2009, so a sample size of just three prior halvings makes it difficult to place confidence in the accuracy of this narrative. As the rate of bitcoin supply gets cut in half during a halving, traders often invest in anticipation of price increases. However, past performance is not necessarily indicative of future outcomes.According to a Credit Suisse Global Wealth Report, there are 59.4 million millionaires globally as at the end of 2022. If all of these millionaires wanted to own a whole bitcoin, it would be impossible due to the fixed supply cap of 21 million. As the available supply dwindles, especially with mechanisms like bitcoin&#8217;s &#8220;halving,&#8221; this scarcity becomes even more pronounced, making it increasingly challenging for every millionaire to own an entire bitcoin.</p>
<h2>Premium Investing Services</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="/Users/d.tretiak/Library/Application Support/scm-next-plus/content_cache/672e86d3cffade839920e4fb/cache/what is a bitcoin halving/images/what_is_a_bitcoin_halving_(2).jpeg" width="455px" alt="what is a bitcoin halving"/></p>
<p>For people using bitcoin to buy goods or services, or holding the coins as an investment, <a href="https://www.cryptonews.wiki/san-leon-energy-plc-pumps-out-cash-as-it-looks-for/">san leon energy plc pumps out cash as it looks for next opportunity</a> nothing will change. But miners will see the value of the rewards they earn drop significantly. The next bitcoin halving is expected some time around 19 April and will reduce miner rewards to 3.125 coins. The rewards will continue to diminish before disappearing entirely after 21 million coins have been created, somewhere around the year 2140.</p>
<h2>Should nations try to ban bitcoin because of its environmental impact?</h2>
<p>Satoshi Nakamoto, the creator of Bitcoin, programmed the halving into Bitcoin’s core code with the intention of creating scarcity over time (more on that later). The Bitcoin halving refers to an event that takes place about every four years and reduces the block reward by 50%. This lowers the supply of bitcoins entering the market, which increases scarcity and can act to raise its price if market conditions remain the same. The impact of Bitcoin halving on its price is a topic of much speculation.</p>
<p>The somewhat predictable nature of Bitcoin halvings was designed so that it’s not a major shock to the network, experts say. The reward, or subsidy, for mining, started out at 50 BTC per block when Bitcoin was released in 2009. The term “halving” as it relates to Bitcoin concerns how many tokens are rewarded—the amount is <a href="https://www.bitcoin-mining.biz/6-ways-to-get-free-bitcoin-in-2021-guide/">6 ways to get free bitcoin in 2021 guide</a> cut in half.</p>
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		<post-id xmlns="com-wordpress:feed-additions:1">49950</post-id>	</item>
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		<title>Live This coin EmaratCoin EMAR Live price Crypto Currencies</title>
		<link>https://www.pitbu88.com/live-this-coin-emaratcoin-emar-live-price-crypto/</link>
		
		<dc:creator><![CDATA[editor]]></dc:creator>
		<pubDate>Mon, 07 Mar 2022 14:46:55 +0000</pubDate>
				<category><![CDATA[Cryptocurrency service]]></category>
		<guid isPermaLink="false">https://www.pitbu88.com/?p=49857</guid>

					<description><![CDATA[The first breakout use was for art, with projects like CryptoPunks and Bored Ape Yacht Club gaining large followings. We also list all of the top NFT collections available, including the related NFT coins and tokens.. We collect latest sale and transaction data, plus upcoming NFT collection launches onchain. NFTs are a new and innovative [&#8230;]]]></description>
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" width="609px" alt="emar coin"/></p>
<p><p>The first breakout use was for art, with projects like CryptoPunks and Bored Ape Yacht Club gaining large followings. We also  list all of the top NFT collections available, including the related NFT coins and tokens.. We collect latest sale and transaction data, plus upcoming NFT collection launches onchain. NFTs are a new and innovative part of the crypto ecosystem that have the potential to change and update many business models for the Web 3 world.</p>
</p>
<p><h2>We Provide Live and Historic Crypto Charts for Free</h2>
</p>
<ol>
<li>As mentioned above, we have a due diligence process that we apply to new coins before they are listed.</li>
<li>It combines non-fungible tokens (NFT), in-game crypto tokens, decentralized finance (DeFi) elements and sometimes even metaverse applications.</li>
<li>The world of crypto now contains many coins and tokens that we feel unable to verify.</li>
<li>Play-to-earn (P2E) games, also known as GameFi, has emerged as an extremely popular category in the crypto space.</li>
<li>The volume of all stable coins is now $185.95B, which is 91.78% of the total crypto market 24-hour volume.</li>
</ol>
<p><p>This platform is underpinned by peer-to-peer technology, allowing users to engage directly without the need for intermediaries, enhancing the security and efficiency of transactions. Emercoin distinguishes itself through its innovative approach to blockchain technology. It offers a flexible and adaptable blockchain, which supports a wide range of applications beyond simple transactions. Emercoin employs a multifaceted approach to security, integrating several mechanisms to safeguard its network and users. At its core, Emercoin utilizes a combination of Proof-of-Work (PoW) and Proof-of-Stake (PoS) consensus algorithms.</p>
</p>
<p><h2>What is the emar token?</h2>
</p>
<p><div style='text-align:center'><iframe width='562' height='313' src='https://www.youtube.com/embed/GlU315q39mM' frameborder='0' alt='emar coin' allowfullscreen></iframe></div>
</p>
<p><p>Emercoin has experienced several significant milestones that have contributed to its development and recognition in the cryptocurrency space. Notably, its journey includes strategic partnerships and technological advancements, which have played a crucial role in its evolution. A smart contract enables multiple scripts to engage with each other using clearly defined rules, to execute on tasks which can become a coded form of a contract. They have revolutionized the digital asset space because they have enabled decentralized exchanges, decentralized finance, ICOs, IDOs and much more. A huge proportion of the value created and stored in cryptocurrency is enabled by smart contracts. The total crypto market volume over the last 24 hours is $202.61B, which makes a 23.27% decrease.</p>
</p>
<p><p>It combines non-fungible tokens (NFT), in-game crypto tokens, decentralized finance (DeFi) elements and sometimes even metaverse applications. Players have an opportunity to generate revenue by giving their time (and sometimes capital) and playing these games. Emar Ecosystem is transforming the way assets and money grow in the market with our unique decentralized projects enabling simple and secure trading						experience.</p>
</p>
<p><p>The total volume in DeFi is currently $8.12B, 4.01% of the total crypto market 24-hour volume. The volume of all stable coins is now $185.95B, which is 91.78% of the total crypto market 24-hour volume. The core of Emercoin&#8217;s functionality is its open-source software, known as Emercoin Core, which facilitates the operation of its digital currency, EMC. This software is a critical component of the Emercoin ecosystem, providing the necessary tools for users to mine EMC, manage transactions, and contribute to the network&#8217;s security and resilience. Play-to-earn (P2E) games, also known as GameFi, has emerged as an extremely popular category in the crypto space.</p>
</p>
<p><h2>Today&#8217;s Cryptocurrency Prices by Market Cap</h2>
</p>
<p><p>In summary, Emercoin is positioned as a versatile blockchain platform with a wide range of applications from financial transactions to secure data storage, decentralized DNS, and beyond. As with any digital currency or blockchain technology, individuals should conduct thorough research to understand the risks and benefits before engaging with or investing in these technologies. Emercoin, a digital currency, is designed for a variety of applications beyond just financial transactions. It incorporates innovative blockchain technology to offer instant payments, which is a fundamental feature for any digital currency. However, its utility extends into more complex functionalities such as storing information securely on the blockchain.</p>
</p>
<p><p>We do not cover every chain, but at the time of writing we track the top 70 crypto chains, which means that we list more than 97% of all tokens. Here at CoinMarketCap, we work very hard to ensure that all the relevant and up-to-date information about cryptocurrencies, coins and tokens can be located in one easily discoverable place. From the very first day, the goal was for the site to be the number one location online for crypto market data, and we work hard to empower our users with our unbiased and accurate information. They can be used as art, a way to share QR codes, ticketing and many more things.</p>
</p>
<p><h2>Emercoin community</h2>
</p>
<p><p>Since it is open source, it is possible for other people to use the majority of the code, make a few changes and then launch their own separate currency. Some of these coins are very similar to Bitcoin, with just one or two amended features (such as Litecoin), while others are very different, with varying models of security, issuance and governance. However, they all share the same moniker — every coin issued after Bitcoin is considered to be an altcoin. We receive updated cryptocurrency prices directly from many exchanges based on their pairs.</p>
</p>
<p><p>At Emarcentral, we are focused on providing maximum value to the emar Coin through diversified global business investments, innovative projects, and millionaire raffles. Additionally, Emercoin has introduced an Auxiliary-Proof-of-Work (AuxPoW) system. This system permits the network to accept work done by miners of other cryptocurrencies, further diversifying and strengthening its security framework. By leveraging the computational work done across different blockchains, Emercoin enhances its resilience against attacks. The purpose of EmaratCoin is to serve as a consumer-oriented digital-age payment system specially&nbsp;focused on the Middle East and Asia. <a href="https://cryptolisting.org/coin/emar/trade">emar coin</a> This game was extremely popular in developing countries like The Philippines, due to the level of income they could earn.</p>
</p>
<p><img decoding="async" 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" width="605px" alt="emar coin"/></p>
<p><p>These alliances have been instrumental in  enhancing the utility and adoption of Emercoin&#8217;s blockchain technology. By joining forces with other entities, Emercoin has expanded its reach and application, demonstrating the versatility and potential of its platform. For users seeking an extra layer of security for their assets, Emercoin supports the use of hardware wallets.</p>
</p>
<p><div style='text-align:center'><iframe width='561' height='315' src='https://www.youtube.com/embed/wOLO4P91zPA' frameborder='0' alt='emar coin' allowfullscreen></iframe></div></p>
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