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	<title>SmartView - TeleRadiología &#38; Imágenes Diagnósticas. Cali - Colombia &#187; Bitcoin Trading</title>
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		<title>13 BEST Litecoin Mining Software &amp; Apps: Free LTC Miner 2022</title>
		<link>https://www.smartview.co/13-best-litecoin-mining-software-apps-free-ltc/</link>
		<comments>https://www.smartview.co/13-best-litecoin-mining-software-apps-free-ltc/#comments</comments>
		<pubDate>Tue, 12 Jul 2022 15:17:12 +0000</pubDate>
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				<category><![CDATA[Bitcoin Trading]]></category>

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		<description><![CDATA[Since Litecoin is a Bitcoin fork with a few tweaks and changes to its source code, Litecoin mining works similar to mining Bitcoin. Just like Bitcoin, Litecoin is a decentralized cryptocurrency, whose digital ledger is maintained by a decentralized network of nodes instead of one single party. As a result, there is no central entity [&#8230;]]]></description>
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" width="303px" alt="how do you mine litecoin"/></p>
<p>
<p>Since Litecoin is a Bitcoin fork with a few tweaks and changes to its source code, Litecoin mining works similar to mining Bitcoin. Just like Bitcoin, Litecoin is a decentralized cryptocurrency, whose digital ledger is maintained by a decentralized network of nodes instead of one single party. As a result, there is no central entity to distribute the cryptocurrency out into the world.</p>
</p>
<p>
<div style='border: black solid 1px;padding: 12px;'>
<h3>Crypto Market Crash – Revive Your Portfolio With Big Eyes Coin, Litecoin, and Cardano &#8211; Crypto Mode</h3>
<p>Crypto Market Crash – Revive Your Portfolio With Big Eyes Coin, Litecoin, and Cardano.</p>
<p>Posted: Wed, 07 Dec 2022 10:13:45 GMT [<a href='https://news.google.com/__i/rss/rd/articles/CBMiaWh0dHBzOi8vY3J5cHRvbW9kZS5jb20vY3J5cHRvLW1hcmtldC1jcmFzaC1yZXZpdmUteW91ci1wb3J0Zm9saW8td2l0aC1iaWctZXllcy1jb2luLWxpdGVjb2luLWFuZC1jYXJkYW5vL9IBbWh0dHBzOi8vY3J5cHRvbW9kZS5jb20vY3J5cHRvLW1hcmtldC1jcmFzaC1yZXZpdmUteW91ci1wb3J0Zm9saW8td2l0aC1iaWctZXllcy1jb2luLWxpdGVjb2luLWFuZC1jYXJkYW5vL2FtcC8?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>
<p>Let’s get to calculations to understand what it takes to mine Litecoin today. We will choose the most powerful ASIC Innosilicon A6+ LTC Master with 2.2 GH/s and 2100 W power consumption. GUIMiner Scrypt – a version of GUIMiner designed for the Scrypt algorithm i.e., Litecoin, Dogecoin, and more. The simple interface will help beginners to start cryptocurrency mining faster. Antminer L3++ by Bitamain – an ASIC miner from Bitmain designed to mine the Scrypt algorithm.</p>
</p>
<p>
<h2>What is Scrypt Mining Algorithm?</h2>
</p>
<p>
<p>For example, lots of miners are located DOGE in China because energy is so cheap. However, in places like the USA, electricity is really expensive. If you decide to buy all of the required equipment on your own and not share any of the responsibilities with other people, this is called solo mining. It’s like thousands of people trying to solve the same puzzle.</p>
</p>
<p>
<p>Submit the required documentation and provide your best possible application. Only download reputable software from a reputable website, otherwise, your operating system could be attacked. In this section, you will learn in more detail how to mine Litecoin. On the other hand, it is always extremely quick and easy for any node to check that every new block’s hash matches the previous chain hash. This is the essence of the proof-of-work consensus mechanism.</p>
</p>
<p>
<h2>Ethereum upgrades and corresponding price actions: Everything investors need to know</h2>
</p>
<p>
<p>Contributing to the mining of Litecoin equals providing processing power, also known as hashpower, to the Litecoin network. Because Litecoin represents an open, permissionless system like Bitcoin, anyone with access to computer processing power can participate in mining. In the early days of Litecoin it was very well possible to mine the cryptocurrency using home gear computer hardware like classical CPU or GPU . With ever more hash power being provided by more as well as more professional actors, mining has become increasingly difficult.</p>
</p>
<p>
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<h2>How do you mine Litecoin for free?</h2>
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<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Answer: Litecoin can be mined using Cudo Miner, CPU Miner, EasyMiner, CGMiner, Kryptex, Awesome Miner, NiceHash, BFGMiner, and GUIMiner. This software can be downloaded and installed on Windows, Linux, FPGM, and macOS devices.</p>
</div></div>
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<p>
<p>Your payout depends on your hashrate contribution to the total pool size. The faster your ASIC can hash, the more competitive you&#8217;ll be on your own or in a pool. Many mining pools split the cryptocurrency they&#8217;re rewarded, but most base individual rewards on the amount of work done per miner.</p>
</p>
<p>
<p>Then, with the advent of ASIC devices that can solve the Scrypt algorithm, LTC mining has become done only with special equipment. A Litecoin profitability calculator uses features to generate accurate profitability data. Litecoin miners must have access to this information in order to make important decisions. Only when there is a significant profit and minimal electricity consumption cost can the miners choose to continue mining Litecoin. In Litecoin mining, the mining program will try to guess cryptographic hash values. Once it finds the hash, a block is generated with a specific amount of LTC.</p>
</p>
<p><a href="how much is one bitcoin worth"><img 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' alt='https://www.beaxy.com/exchange/btc-usd/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='408px'/></a></p>
<p>
<p>It is always possible to replace BTC with LTC in the Nicehash system. Nicehash is one of the most popular services for miners and cryptocurrency traders. Nicehash is a multi-platform platform that supports almost all top algorithms, including Scrypt. In addition to Litecoin on ViaBTC, you can mine Bitcoin, Bitcoin Cash, Ethereum, Ethereum Classic, Dash and Zcash. ViaBTC was first established as a Bitcoin mining pool, and other cryptocurrencies were added over time.</p>
</p>
<p>
<h2>Step 4: Download and Install CPUminer (minerd)</h2>
</p>
<p>
<p>This type of mining is cloud-based, but you can use your  phone to access it. Money, but you’ll also be charged a monthly bill for electricity. The rest of your earnings will be transferred to your wallet.</p>
</p>
<p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr"><a href="https://twitter.com/LitecoinCash?ref_src=twsrc%5Etfw">@LitecoinCash</a> &#8211; How do you mine your chosen <a href="https://twitter.com/hashtag/cryptocurrency?src=hash&amp;ref_src=twsrc%5Etfw">#cryptocurrency</a>? Litecoin Cash <a href="https://twitter.com/hashtag/THEHIVE?src=hash&amp;ref_src=twsrc%5Etfw">#THEHIVE</a> Evolving Mining and Network Security. <a href="https://twitter.com/hashtag/HiveMined?src=hash&amp;ref_src=twsrc%5Etfw">#HiveMined</a><a href="https://twitter.com/hashtag/LCC?src=hash&amp;ref_src=twsrc%5Etfw">#LCC</a>  <a href="https://twitter.com/hashtag/LitecoinCash?src=hash&amp;ref_src=twsrc%5Etfw">#LitecoinCash</a> <a href="https://twitter.com/hashtag/LCCMemeContest?src=hash&amp;ref_src=twsrc%5Etfw">#LCCMemeContest</a> <a href="https://twitter.com/hashtag/LCCHalloweenContest?src=hash&amp;ref_src=twsrc%5Etfw">#LCCHalloweenContest</a> <a href="https://t.co/uYhpuXrZ9g">pic.twitter.com/uYhpuXrZ9g</a></p>
<p>&mdash; Miner16 (@Miner161) <a href="https://twitter.com/Miner161/status/1054798484421988352?ref_src=twsrc%5Etfw">October 23, 2018</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
</p>
<p>
<p>It is difficult to generalize the earnings of a Litecoin miner because each variable independently affects profitability. In addition, the exchange rate for Litecoin at any given moment also matters a lot in whether it is profitable to mine under given conditions. The mining software is what is responsible for performing the hashing algorithm, and for communicating with the blockchain. There are many different software packages available that can perform Scrypt hashing. At the time of writing, 12.5 Litecoin are issued as block rewards on average every 2.5 minutes.</p>
</p>
<p>
<p>Although earnings are slightly smaller and there are fees for the pool operator, joining a mining pool will guarantee frequent rewards. Cryptocurrencies, like gold and silver, are able to be mined. This sort of mining uses a device to solve algorithms, cryptographic hash puzzles of incredible complexity.</p>
</p>
<p>
<ul>
<li>Your wallet is perhaps the most crucial part of securing the coins you have worked so hard to mine.</li>
<li>The offers that appear in this table are from partnerships from which Investopedia receives compensation.</li>
<li>Compared to GPU miners, ASIC miners are much more powerful in terms of hash rate, consume less energy, and are easier to use.</li>
<li>After the miners are up and running, the performance statistics are expected to be live in approximately 10 minutes.</li>
</ul>
<p>
<p>Solo mining is just not feasible, unless you have somehow struck crypto gold and can afford a whole team who can support you building a whole mining operation. Through Litecoin Core, you are running your own full node on the Litecoin network. Although you can use any wallet’s receive address to mine, it might be good to use, if only to be directly part of the network. Plus, you would be directly downloading it from Charles Lee’s Foundation. For GPUs, it would be nice to have something at least as powerful as the RTX 2060 series and beyond or an AMD model of similar GPU power.</p>
</p>
<p>
<p>Even if you don’t quite grasp the concept of a cryptocurrency public ledger, you have worked with a  between you and the Litecoin blockchain. Visit the mining pool of your choice click to “Register” (with Litecoinpool.org, click “join“). Once you fill in the information needed to create your account and get an onscreen confirmation, log-in to the site.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="309px" alt="how do you mine litecoin"/></p>
<p>
<p>Cloud mining frees you from these, and the rent is low but can amount to a lot of money if you are not actually earning any rewards. If you don’t want to go through the hassle of buying and setting up your rig, a cloud mining solution is your best option. Basically, you rent out the ASIC power of another user, sharing the rewards. Though easier, this option has to be carefully considered. Different locations and electricity suppliers have their own rates and that can change the cost of running the machines. If you are located in a temperate or hot climate zone, you will need to additionally invest in cooling apparatus.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="303px" alt="how do you mine litecoin"/></p>
<p>
<p>Investopedia does not include all offers available in the marketplace. Investopedia requires writers to use primary sources to <a href="https://www.beaxy.com/cryptocurrency-reviews/how-to-mine-litecoin/">support their</a> work. These include white papers, government data, original reporting, and interviews with industry experts.</p>
</p>
<p>
<ul>
<li>Solo mining is just not feasible, unless you have somehow struck crypto gold and can afford a whole team who can support you building a whole mining operation.</li>
<li>It has enhanced performance up to 2.2 GH/s and 2100 W power consumption.</li>
<li>The exchange platform (i.e. Binance) acts as a middleman &#8211; it connects you with that other person .</li>
<li>To ensure the security of the blockchain, awards are distributed to the miners per verified block.</li>
<li>The more that you invest, the greater the number of coins that you can receive.</li>
</ul>
<p>
<p>This option is perfect for beginners learning how to mine Litecoin since they don’t have to pay for expensive devices due to high electricity bills. To access cloud mining rewards, you need to invest a certain amount. The more investment you receive, the more coins you will receive. Other pools often support the mining of different cryptocurrencies.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="306px" alt="how do you mine litecoin"/></p>
<p>
<p>Simply choose a secure cryptocurrency exchange and have Litecoin in your wallet in no time. At the moment, the most recommended platforms include Kucoin and Binance. Of course, nothing in <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> life is free — you will need to invest a certain amount of money to get access to the cloud mining rewards. The more that you invest, the greater the number of coins that you can receive.</p>
</p>
<p>
<div style='border: grey solid 1px;padding: 11px;'>
<h3>Top 6 Cryptocurrencies With The Greatest Potential To Make You Rich &#8211; Geek Vibes Nation</h3>
<p>Top 6 Cryptocurrencies With The Greatest Potential To Make You Rich.</p>
<p>Posted: Tue, 06 Dec 2022 13:33:56 GMT [<a href='https://news.google.com/__i/rss/rd/articles/CBMiYGh0dHBzOi8vZ2Vla3ZpYmVzbmF0aW9uLmNvbS90b3AtNi1jcnlwdG9jdXJyZW5jaWVzLXdpdGgtdGhlLWdyZWF0ZXN0LXBvdGVudGlhbC10by1tYWtlLXlvdS1yaWNoL9IBAA?oc=5' rel="nofollow">source</a>]</p>
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