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	<title>Cryptocurrency exchange &#8211; UTIC</title>
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		<title>Is Bitcoin Mining Profitable In 2025? Forbes Advisor INDIA</title>
		<link>https://uticsc.com.mx/is-bitcoin-mining-profitable-in-2025-forbes-2/</link>
					<comments>https://uticsc.com.mx/is-bitcoin-mining-profitable-in-2025-forbes-2/#respond</comments>
		
		<dc:creator><![CDATA[RICARDO MEDINA MORENO]]></dc:creator>
		<pubDate>Wed, 05 Feb 2025 08:28:08 +0000</pubDate>
				<category><![CDATA[Cryptocurrency exchange]]></category>
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					<description><![CDATA[After deducting mining power costs and mining fees, the final daily Bitcoin mining profit is $14.15 Bitcoin to USD. This process requires an enormous amount of computing power, which is represented by the Bitcoin hashrate. However, cloud mining introduces critical differences, and potential advantages. Bitcoin Mining Income Electricity prices vary from one country to another [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>After deducting mining power costs and mining fees, the final daily Bitcoin mining profit is $14.15 Bitcoin to USD. This process requires an enormous amount of computing power, which is represented by the Bitcoin hashrate. However, cloud mining introduces critical differences, and potential advantages.</p>
<h2>Bitcoin Mining Income</h2>
<ul>
<li>Electricity prices vary from one country to another and it’s a critical factor in mining bitcoin.</li>
<li>Mining difficulty has an impact on the profitability of this activity.</li>
<li>The cloud company then assumes the energy costs by reflecting them in the fixed value of your contract.</li>
<li>If you want a simpler life, buying bitcoin from a crypto exchange is a simpler way to make profits.</li>
</ul>
<p>They pay out block rewards and transaction fees to miners regardless of whether the pool itself successfully mines each block. Electricity prices are a huge factor in mining bitcoin because it contributes to the overall cost of mining on your end. If all of the bitcoin you mine only goes to paying for the energy consumption, then mining is not profitable for you. In general, the revenue from mining outweighs the costs and the investment into mining hardware.</p>
<h2>Fees When Selling Bitcoin</h2>
<p>If you are planning on getting into Bitcoin mining, aside from the ASIC mining rig, you will also need additional kit depending on your situation. The main goal of FutureBit is to decentralize hashrate, they want to see a FutureBit miner in every Bitcoiner’s home and have developed a pretty nifty home miner to accomplish that. FutureBit &#8211; FutureBit is a USA based company that has developed more efficient units for home mining purposes and offers what they refer to as the FutureBit Apollo all-in-one home miner. Not to mention Bitcoin and PoW crypto are still at risk of being banned for this false narrative.</p>
<ul>
<li>When you join a pool, your odds of adding a block to the blockchain go up, but your payment is split between other miners in the pool.</li>
<li>Learn how to start investing in Web3 with beginner-friendly crypto projects and discover key opportunities in the decentralized internet space.</li>
<li>In return, miners can earn newly minted bitcoins and transaction fees.</li>
<li>Recent hashrates have reached close to 1,000 exahashes per second (EH/s).</li>
<li>The success rate of transactions done by the trading robots is very high.</li>
<li>If there are numerous copies of the blockchain on the network, it is utilized to select the most legitimate copy.</li>
</ul>
<h2>How to use the Bitcoin mining calculator?</h2>
<p>The chances of mining a single block on one rig are very unlikely. So, many bitcoin miners opt to join a mining pool to combine their collective computing power and split the profits based on the proportion of power each miner brings. One way to set up a mining rig is with an ASIC, or application-specific integrated circuit.</p>
<h2>Mining Investment</h2>
<p>Be sure to set aside a portion of your earnings for taxes based on your tax bracket. According to JMS, you will earn <a href="https://bitcoin-mining.biz/how-much-can-you-make-mining-bitcoin/" rel="nofollow noopener" target="_blank">how much can you make mining bitcoin</a> $8,602 of pure profit in a year with this Bitcoin miner. The Bitcoin difficulty continues to rise, so in time you will get less and less of Bitcoin. It also uses 6 razors to connect each video card to the PCI Express ports and invest on a new motherboard that can run all of those at the same time. But I tell you, this it is still rewarding, it just depends on your machinery.</p>
<p>For the individual running Bitcoin mining equipment, as long as the cost of your electricity is not higher than your rewards, then yes, it is worthwhile. In the early days of bitcoin, miners could use standard computers, but as more people joined the bitcoin network, mining difficulty increased. Today, you need a specialized computer (known as a mining rig) if you want a shot at earning the block reward. Even people who are part of a mining pool need the right mining hardware. Cryptocurrency mining makes billions in revenue and miners make millions of profit daily on average.</p>
<p>If you use this for gaming for 4 hours, you can allot it to mining for the remaining 20 hours. According to Jason Evangelho of Forbes, after several months the hours spend on Bitcoin mining will transform into pure profit. Whether these operations can transition into using renewable energy sources is a point of contention between proponents and opponents of crypto. Enter the information from each of the miners you&#8217;re evaluating, and find out which one might have the shortest payback period. It is possible to mine direct from the pool to an exchange, but we recommend you keep your bitcoin in a wallet where you have access to the private keys. As mining becomes more professional, it will make things even harder for DIY miners.</p>
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title="Is Bitcoin Mining Profitable In 2025? Forbes Advisor INDIA 3"></p>
<p><img decoding="async" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto" width="607px" alt="how much can you make mining bitcoin" 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" title="Is Bitcoin Mining Profitable In 2025? Forbes Advisor INDIA 4"></p>
<p>Holding onto those rewards could lead to a massive payout in the future. You can use your home computer to mine if it is an up-to-date system with the latest and fastest CPU, GPU, storage, and cooling. But home computers, regardless of how fast they are, cannot keep up with dedicated mining systems but can still generate small amounts of income. This guide doesn&#8217;t cover home computer mining because even top-of-the-line GPUs in October 2024 cannot mine Bitcoin fast enough to realistically become profitable, even in a pool. Running a Whatsminer M20S for one month will cost around $110 a month if your electricity is $0.045 kWh in somewhere like China, Russia or Kazakhstan.</p>
<h2>Mining Hardware</h2>
<p>Modern bitcoin mining sites store hundreds of ASICs in temperature-controlled rooms, but it is possible to buy and run a single machine from your home. Two common payout methods used in Bitcoin mining pools include proportional mining and the pay-per-share method. In a proportional mining payout method, miners receive rewards proportional to the amount of effort expended in finding a block.</p>
<p>As the profitability of Bitcoin mining dropped in 2022, top crypto miners’ share prices have also fallen. Fortunately, Canaccord Genuity analyst Joseph Vafi says the most efficient Bitcoin miners are still turning a significant profit on their rigs. “The genius of the system is that the difficulty mechanism automatically keeps block production running, with a new block every 10 minutes on average.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Ethereum ETH price, chart, coin profile and news</title>
		<link>https://uticsc.com.mx/ethereum-eth-price-chart-coin-profile-and-news/</link>
					<comments>https://uticsc.com.mx/ethereum-eth-price-chart-coin-profile-and-news/#respond</comments>
		
		<dc:creator><![CDATA[RICARDO MEDINA MORENO]]></dc:creator>
		<pubDate>Wed, 06 Apr 2022 16:45:34 +0000</pubDate>
				<category><![CDATA[Cryptocurrency exchange]]></category>
		<guid isPermaLink="false">https://uticsc.com.mx/?p=8882</guid>

					<description><![CDATA[Content ETH Market Cap Are there any other ways to invest in Ethereum? ETH Dollar-Cost Averaging G token exchanged, Ethereum offered a whole new digital ecosystem with almost limitless potential. The sections above have represented a deep analysis into our Ethereum price prediction for the years ahead. Presented below are some critical areas of note [&#8230;]]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px">
<p class="toctitle" style="font-weight: 700;text-align: center">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">ETH Market Cap</a></li>
<li><a href="#toc-1">Are there any other ways to invest in Ethereum?</a></li>
<li><a href="#toc-2">ETH Dollar-Cost Averaging</a></li>
</ul>
</div>
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" width="253px" alt="ethereum" title="Ethereum ETH price, chart, coin profile and news 8"></p>
<p>G token exchanged, Ethereum offered a whole new digital ecosystem with almost limitless potential. The sections above have represented a deep analysis into our Ethereum price prediction for the years ahead. Presented below are some critical areas of note  that ETH investors may wish to keep their eyes on going forward. There are many experts who are more bullish of Ethereum maximalists predicting a much higher price for ETH, with a huge prediction that the coin could reach up to $100,000 in the next decade.</p>
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" width="257px" alt="security" title="Ethereum ETH price, chart, coin profile and news 9"></p>
<p><a href="https://www.tokenexus.com/ethereum-price-history/" rel="nofollow noopener" target="_blank">Ethereum Price History</a>er’s price quickly rises after  the launch of a more stable version of the protocol . As a result, the cryptocurrency reached a serious milestone of $15 per coin for the first time. The cryptocurrency climbs even higher to $21 on the success of the DAO project, a pioneer of the coming ICO era.</p>
<h2 id="toc-0">ETH Market Cap</h2>
<p>Another function of the <a href="https://www.tokenexus.com/" rel="nofollow noopener" target="_blank">https://www.tokenexus.com/</a> network, is running so-called smart contracts. A smart contract is a programmed contract, which is automatically executed when the terms and conditions are met. This offers endless possibilities, and a lot is expected from Ethereum in the years to come.</p>
<ul>
<li>As the demand for more decentralized services continues to grow, Ethereum will benefit from the success of the altcoins which run on its platform.</li>
<li>Learn more about Ethereum’s price history, how it works, and how to invest.</li>
<li>In simple terms; it&#8217;s based on blockchain technology which enables application developers to pay fees and for services.</li>
<li>Ethereum has its programming language called Solidity that allows developing these ĐApps.</li>
<li>During the first five years of its existence, the platform has made massive progress, and is currently running about 2,000 dApps.</li>
</ul>
<p>Ether is as safe as any currency market– but, as with many instruments offered by Admirals, it can have moments of high volatility, which adds to its intrigue with traders of course. It is always recommended that traders use volatility protection settings, as they can help to minimise risk while trading. You can speculate on this volatility by trading CFDs on cryptocurrencies with Admirals, such as ETH vs USD, ETH vs EUR, or with digital currency cross pairings. To reiterate the basics, Ethereum is an open-source platform based on blockchain technology, which enables developers to build and release decentralised applications. It is most well-known for its cryptocurrency, Ether, but it is much more than that. It also powers applications which are available to anyone who wants to use them &#8211; it&#8217;s the world&#8217;s programmable blockchain, if you will.</p>
<h2 id="toc-1">Are there any other ways to invest in Ethereum?</h2>
<p>Ethereum has contributed significantly to the developments and innovations surrounding cryptocurrencies. It is responsible for setting several standards that are used by supporting and competing ecosystems. As a result, both the technology that underpins Ethereum and ETH itself have gained an impressive level of traction as well as dominance throughout the cryptocurrency world.</p>
<p><img decoding="async" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto" 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" width="257px" alt="crypto market" title="Ethereum ETH price, chart, coin profile and news 10"></p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Buy Crypto with Credit Card &#038; Debit Card Easy Instant Delivery &#038; No Hidden Fees</title>
		<link>https://uticsc.com.mx/buy-crypto-with-credit-card-debit-card-easy/</link>
					<comments>https://uticsc.com.mx/buy-crypto-with-credit-card-debit-card-easy/#respond</comments>
		
		<dc:creator><![CDATA[RICARDO MEDINA MORENO]]></dc:creator>
		<pubDate>Fri, 26 Mar 2021 14:03:02 +0000</pubDate>
				<category><![CDATA[Cryptocurrency exchange]]></category>
		<guid isPermaLink="false">https://uticsc.com.mx/?p=8720</guid>

					<description><![CDATA[MoonPay follows&#160;strict security measures&#160;to ensure you have a safe&#160;Bitcoin&#160;purchase. While the price of Bitcoin has run high quickly, it still carries serious risks that make it not suitable for everyone. Those looking for conservative investments or who cannot afford to lose money should consider avoiding Bitcoin or trading only with an amount they are willing [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class="wp-post-image" style="display: block;margin-left:auto;margin-right:auto" src="https://forexbitcoin.info/wp-content/uploads/2020/02/20.jpg" width="305px" alt="How to buy bitcoin fast" title="Buy Crypto with Credit Card &amp; Debit Card Easy Instant Delivery &amp; No Hidden Fees 13"></p>
<p>MoonPay follows&nbsp;strict security measures&nbsp;to ensure you have a safe&nbsp;Bitcoin&nbsp;purchase. While the price of Bitcoin has run high quickly, it still carries serious risks that make it not suitable for everyone. Those looking for conservative investments or who cannot afford to lose money should consider avoiding Bitcoin or trading only with an amount they are willing to lose.</p>
<ul>
<li>If you ever have any questions or concerns our team is always standing by to help via text, call, or email.</li>
<li>We are an independent, advertising-supported comparison service.</li>
<li>You may also have to detail how much trading experience you have and how comfortable you are with trading, depending on the institution.</li>
<li>Make sure your exchange offers 2FA and other security features so that you stay secure.</li>
<li>Once payment is processed, your Bitcoin are directly sent by the partner you have chosen to the security of your hardware wallet.</li>
</ul>
<p>Some platforms offer coupons in exchange for Bitcoin, which you can then use to exchange for goods and services. The best way to buy bitcoin with a credit or debit card is to find a platform that offers excellent security, acceptable fees and that is convenient to use. Bankrate.com is an independent, advertising-supported publisher and comparison service. We are compensated in exchange for placement of sponsored products and, services, or by you clicking on certain links posted on our site. While we strive to provide a wide range offers, Bankrate does not include information about every financial or credit product or service.</p>
<h2>How can I buy Bitcoin with a card? Is the purchase instant?</h2>
<p>Moreover, two-factor authentication contributes to the strong security posture of the platform. BPay is an intuitive, secure, and instant way to purchase cryptocurrency. Whether you want to buy a little or a lot, BPay makes it easy to schedule regular payments and make everyday crypto purchases.</p>
<p><img decoding="async" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto" src="https://forexbitcoin.info/wp-content/uploads/2020/01/55127.jpg" width="301px" alt="How to buy bitcoin fast" title="Buy Crypto with Credit Card &amp; Debit Card Easy Instant Delivery &amp; No Hidden Fees 14"></p>
<p>Our award-winning editors and reporters create honest and accurate content to help you make the right financial decisions. Bitcoin is a revolutionary digital currency, that was launched in 2009 and quickly gained traction as a secure payment system that operates without any central control. In addition, we added a feature for arbitrage traders in our mobile app that allows you to monitor crypto prices on multiple exchanges. You can check these data points to find the best moments to purchase and sell BTC. Select your coin and currency to compare crypto prices from the most trusted crypto exchanges.</p>
<h2>Market Stats</h2>
<p>The amount of crypto rewards you receive is based on your Loyalty Tier, with higher tiers getting the most. If you want to maximize your rewards, join the Premium Loyalty tier by holding at least 10% of your Portfolio Balance in NEXO. Have in mind that the processing time for wires from the US is typically 1-2 business days and that wires from other countries may take up to 3 business days to process. Spend the value of your Bitcoin without selling it, all while getting up to 2% back in crypto rewards. There is a growing number of charities that accept donations in Bitcoin and cryptocurrency. While more secure than a hot wallet, a cold wallet has other potential risks, including theft of the device, loss of the wallet and even loss of the password.</p>
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<h3>Top Cryptos  BTC, XRP Ledger News  BIG Stage 15 Is Here &#8211; Analytics Insight</h3>
<p>Top Cryptos  BTC, XRP Ledger News  BIG Stage 15 Is Here.</p>
<p>Posted: Wed, 31 May 2023 12:40:32 GMT [<a href="https://news.google.com/rss/articles/CBMifGh0dHBzOi8vd3d3LmFuYWx5dGljc2luc2lnaHQubmV0L2JpZy1leWVzLWNvaW5zLXByZXNhbGUtdG9rZW5zLXNlbGwtZmFzdC1hcy14cnBzLWxlZGdlci1uZXdzLW1ha2VzLXdhdmVzLWJpdGNvaW5zLXJvaS13YW5lcy_SAQA?oc=5" rel="nofollow noopener" target="_blank">source</a>]</p>
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<p>Spend crypto through the BitPay Card, buy gift cards or spend directly with BitPay merchants. Looking to buy Bitcoin and other cryptocurrencies from the comfort of your own home? CoinFlip offers crypto purchasing with your  debit or debit card.</p>
<h2>Buy Bitcoin with Credit Card or Debit Card</h2>
<p>BitPay gives crypto enthusiasts a safe, simple and quick way to buy cryptocurrency. After buying crypto, manage your assets with the all-in-one BitPay Wallet app featuring industry-leading security. If you want to buy cryptocurrencies other than Bitcoin with your credit card, the process is almost exactly the same. Just select the coin you wish to purchase from the dropdown menu at the top of this page when getting ready to buy.</p>
<p>If you want to buy more cryptocurrencies, you&#8217;ll have to use platforms that allow you to trade your Bitcoin for other cryptocurrencies. On the other hand, BitBuy doesn’t offer deposits with a credit/debit card. Larger exchanges will have more liquidity, which means you’ll be able to buy and sell a high amount of bitcoin at a better, more even, and fair price. The ease of verifying your identity, the user interface, the customer service all&nbsp;play a role&nbsp;in what exchange you will prefer. If you’re looking for the cheapest way to buy bitcoin vs. the fastest way to buy bitcoin &#8212; then fees will come into effect. While not available in the United States, Huobi has made a name for itself and has built an impressive suite of cryptocurrency-related investment products.</p>
<p>The offers that appear on this site are from companies that compensate us. But this compensation does not influence the information we publish, or the reviews that you see on this site. We do not include the universe of companies or financial offers that may be available to you.</p>
<h2>How does Nexo protect my BTC?</h2>
<p>All the options listed here are the safest ways to buy Bitcoin&nbsp;to the best of my knowledge. Some exchanges may not be fully available in your country. You’ll find a link for each of my picks to help you determine if <a href="https://forexbitcoin.info/how-to-buy-bitcoin-fast-buy-bitcoin-how-to-buy-btc/" rel="nofollow noopener" target="_blank">How to buy bitcoin fast</a> you can use the exchange or not in your area. Making sure your exchange complies with regulations is a smart idea. If the exchange is asking for KYC and  AML checks, you can rest assured you’re on the right path.</p>
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<p>As the supply of Bitcoins approaches its limit, it is expected that the value of the currency will continue to rise. Bitcoin has come a long way since its inception, and today it is being adopted by both crypto enthusiasts and well-known financial institutions. This has opened up new opportunities for people who may not have had access to traditional financial markets. The mainstream adoption of Bitcoin has also led to greater regulatory attention. Here you can easily buy Bitcoin (BTC) and numerous other cryptocurrencies like Ethereum or Bitcoin Cash with a variety of fiat currencies (USD, EUR, and many more).</p>
<p>You can also earn Bitcoin through mining or trading, however these are more complex methods and require dedicated time, knowledge and an initial investment. If you&#8217;re looking for an easy way to buy BTC with credit card, your best bet is to use a reputable platform like Paybis. Not only will you be able to buy Bitcoin online with credit card, but also store it hassle-free in the Paybis wallet. RockItCoin lets you buy Bitcoin with a debit card or credit card in four simple steps. To get started, scroll up and enter the amount of Bitcoin you wish to purchase. Enter a BTC amount or a dollar value and the other field will be filled in automatically.</p>
<ul>
<li>Be sure to Google your local BTM laws, or when you visit a BTM, read their guide before buying.</li>
<li>Convert US dollar or Euro to crypto to check how much you’ll get.</li>
<li>We offer you the lowest commissions for buying BTC with bank transfer, credit card, debit card and other payment methods.</li>
<li>The cryptocurrency market can be highly unpredictable and volatile.</li>
</ul>
<p>All you need to do is replenish your account balance and select the appropriate currency pair to buy bitcoin. If you use the Instant Buy/Sell service in the mobile app, you can sell bitcoin and get cash on a bank card right away. We take a comprehensive security approach to ensure your crypto investments and identity are safe. We provide quick crypto purchases to more than 2.6 million users every month. A bank transfer is a secure option to buy cryptocurrency, especially if you are thinking of purchasing large amounts of virtual currency. Keep in mind that bank transfers may take a little longer, and fees may vary.</p>
<p>As such, we adhere to the highest security standards to ensure that your funds are always protected. If you ever have any questions or concerns our team is always standing by to help via text, call, or email. Trust Wallet App is a multi-coin wallet, where you can store, pay &amp; transfer Bitcoin. It works with many different blockchains, and is supported on Android and iOS Apple phones.</p>
<h2>How to use Bitcoin (BTC)?</h2>
<p>Swap Bitcoin, Ethereum, Dogecoin and all of your favorite coins. $10,000 worth of Bitcoin from 2016 is worth over $1 million in 2022. Find the best crypto prices available from multiple partners.</p>
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<h3>Bitcoin Is Fast Approaching A Key Bullish Milestone, Here&#8217;s What To &#8230; &#8211; Forbes</h3>
<p>Bitcoin Is Fast Approaching A Key Bullish Milestone, Here&#8217;s What To &#8230;.</p>
<p>Posted: Wed, 03 May 2023 07:00:00 GMT [<a href="https://news.google.com/rss/articles/CBMifmh0dHBzOi8vd3d3LmZvcmJlcy5jb20vc2l0ZXMvbGVlb3JzaGltcm9uLzIwMjMvMDUvMDMvYml0Y29pbi1pcy1mYXN0LWFwcHJvYWNoaW5nLWEta2V5LWJ1bGxpc2gtbWlsZXN0b25lLWhlcmVzLXdoYXQtdG8tZXhwZWN0L9IBAA?oc=5" rel="nofollow noopener" target="_blank">source</a>]</p>
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<p>However, I do not advise buying BTC with PayPal if the cryptocurrency exchange doesn’t offer it as a payment method. You will need to go through intermediaries, and the fee can go up to 10% per trade. Sometimes exchanges act like banks in regard to withdrawal limits. Your withdrawal limits will often be based on your level of identity verification.</p>
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