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	<title>SmartView - TeleRadiología &#38; Imágenes Diagnósticas. Cali - Colombia &#187; Crypto News</title>
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		<title>Importing Coinmarketcap Data To Google Sheets</title>
		<link>https://www.smartview.co/importing-coinmarketcap-data-to-google-sheets/</link>
		<comments>https://www.smartview.co/importing-coinmarketcap-data-to-google-sheets/#comments</comments>
		<pubDate>Thu, 22 Sep 2022 13:51:41 +0000</pubDate>
		<dc:creator><![CDATA[Diana]]></dc:creator>
				<category><![CDATA[Crypto News]]></category>

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		<description><![CDATA[Content Bitcoin Price Notifications With Python Search Api Connector Documentation Cryptocurrency Data Api For Google Sheets Step 2: Insert Code For Getting Crypto Price Crypto It aims to be useful for any target API, and not specifically for crypto-currency data. And change usd to whatever other currency you need. This is done since their is [&#8230;]]]></description>
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<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Bitcoin Price Notifications With Python</a></li>
<li><a href="#toc-1">Search Api Connector Documentation</a></li>
<li><a href="#toc-2">Cryptocurrency Data Api For Google Sheets</a></li>
<li><a href="#toc-3">Step 2: Insert Code For Getting Crypto Price</a></li>
<li><a href="#toc-4">Crypto</a></li>
</ul>
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<p>It aims to be useful for any target API, and not specifically for crypto-currency data. And change usd to whatever other currency you need. This is done since their is a hard limit of 250 coins. I ended up having several sections 250 at a time. Would be great if their was a way around this limit of anyone knows. Whenever i refresh the data the cells get mixed up. So i cannot make a reference/lookup from this sheet to another because now its BNT price in first place then its link and so on.</p>
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<h2>Where can I buy a XRP 2021?</h2>
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<p>Coinbase has quickly become the best place to buy XRP. All you need to do to buy on Coinbase is create an account and then add a bank account or debit card. Many crypto traders and investors prefer to use Coinbase because of the high priority that they place on security.</p>
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<p>The /value/coingecko endpoint can be used to return just the value as plain text which allows using ImportDATA Sheets function instead of ImportXML. Use /xml/coingecko or /value/coingecko to import data from any CoinGecko API route. Whenever this function is executed, range A1 of the active sheet gets set to a random value with the Math.random() function. Then you will need to add an image that we can use to make our page refresh. When we click on this image , it will run a script that we &#8220;attach&#8221; to the button. This returns some JSON text where you should be able to search and retrieve the id of the crypto you are after.</p>
<h2 id="toc-0">Bitcoin Price Notifications With Python</h2>
<p>During May of 2017, the dollar price of Bitcoin climbed well above the then price of gold. From there, Bitcoin continued its ascent toward a peak of over USD $19,000. Finish the setup steps to use Get Current Bitcoin Price by Currency in Code. Finish the setup steps to use Get Current Bitcoin Price by Currency in Slack. Precog allows anyone to load data from Bitcoin Historical Price Data into Google Sheets without custom code or engineering resources. Replacing the &#8216;BTC-USD&#8217; with &#8216;LTC-USD&#8217; or &#8216;ETH-USD&#8217; will return the last traded price for either of those trading pairs. Google Sheets is an amazing way for me to keep track of my crypto portfolio, as well as how much and where it&#8217;s invested or held. I’ve updated the article as well with instructions to implement the API Key from cryptocompare. Now if you’re a developer, you can now build secured blockchains using this blockchain app builder.</p>
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<h2>Does Google have a Cryptocurrency?</h2>
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<p>Google and US-based crypto marketplace Bakkt have entered into a fresh partnership. The two companies announcrd the deal on Sunday, October 10. &#8230; As per Gavin Michael, the CEO of Bakkt, the partnership with Google Pay will allow people to “enjoy their digital assets in a real-time, secure, reliable manner”.</p>
</div></div>
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<p>Sheetfu was built to interacts with Google Sheets with a simple, intuitive, and fast API. The primary goal of this library is to adapt the Google App Script API for spreadsheets, to Python. With Sheetfu, you can easily get or set cell values, background colors, font colors or any other cell attributes. For better security, you can also create your SpreadsheetApp object with environment variables instead of the secrets.json file. There’s different triggers you can setup inside the script editor. If you don’t setup any triggers, it will only refresh when you first open up the google sheet. If i am using Symbol to pull lets say prices for 100 coins. All of a sudden 1 coin came up with a wrong / duplicate symbol, hence pulling in the wrong price. Can i update the URL to use symbols for 99 coins and ID for the 1 coin? OR would i have to change the entire URL and update all 100 coins to ID instead of symbol ?</p>
<h2 id="toc-1">Search Api Connector Documentation</h2>
<p>It has been the base of numerous of my other work and is continuing to inspire my other projects such as this one. Try to search again or use the go back button below. I really enjoy the great tutorials at Medium.com. They are easy to follow, saving me a lot of time and effort. Recommended articles lists articles that we recommend and is powered by our AI driven recommendation engine. Wole is a Research Assistance in Accounting and Finance with Cyprus International University, Turkey. Read more about <a href="https://www.beaxy.com/market/eth/">ETH to USD</a> here. He has taught Development Finance, Cost Accounting and Financial Management and has published in international journals. In order to estimate the ARDL model, we apply the Akaike’s information criteria to select optimal lag. We apply Augmented–Dickey–Fuller ; Elliott–Rothenberg–Stock ’s DF–GLS, &#038; Kwiatkowski–Phillips–Schmidt–Shin test.<br />
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" width="309px%" alt="btc price google sheets"/><br />
Once this is done, you can simply click this image whenever you want to re-run your script and refresh your data to see the latest prices for your coins. But remember not to refresh too many times as there is a limit to the number of API calls you can make. Now pull up your sleeves, it’s time to get coding! Google Sheets allows you to code using Google Script, which is based on Javascript. But even if you don’t know Javascript, this guideline should be pretty simple to understand and use. It’s a simple setup, and you can just reuse and copy the formulas. The first tab ‘Transaction Log’, whenever you buy crypto, enter the date of purchase, cost basis (what you paid in $US), and Coins Purchased. Use the link to Yahoo! Finance Crypto and use the symbol exactly as is in the Coin Symbol column, for example use ‘BTC-USD’ for Bitcoin. I love Mint and Personal Capital, but right now, neither can link to the Cryptocurrency Exchange I use, Binance. I have also recently become a huge fan of Google Sheets.</p>
<h2 id="toc-2">Cryptocurrency Data Api For Google Sheets</h2>
<p>It would be really great to take prices from coingecko, since coinmarketcap and other trackers don’t have almost all the coins like coingecko does. If you aren’t already familiar with CoinMarketCap, here’s a brief intro. It’s a website that provides all the information that you might need related to cryptocurrencies. This includes their prices, market capitalizations, supply volumes, etc. People often tend to forget how easy-to-use and powerful spreadsheets are, especially in combination with unique data and metrics. All powered by Santiment data and without the need of a single line of code.</p>
<p>I built a spreadsheet to keep track of my investment vs return for crypto. The problem I’m having is that every time the data updates, the crypto is rearranged and pulling the wrong prices into the main sheet. Is there a way for me to link each “current price” where all that is pulled is the current price of that specific crypto without tons of extra columns of info? I’ve tried following various tutorials but they’re not working. Find a site that has the dynamic data you are looking for. Massive trade orders on Kraken fail to sway the price of Tether any further.. A Birds-Eye View of the Global Crypto Landscape Follow Bitcoin dominance over time, total marketcap and volume movements, and the number of cryptocurrencies traded on exchanges. Gorillazz &#8221; Bitcoin, currently ranked 1 by market cap, is down 7. Narrow topic of Bitcoin. They considered the connectedness measures based on the daily realised volatility of BTC price.</p>
<p>This add-on is basically an API client specially hand-crafted to work between Google Spreadsheets and Binance. If you believe Wordfence should be allowing you access to this site, please let them know using the steps below so they can investigate why this is happening. Simply select the last coin in the list and right click and choose “Insert 1 above” option. If you have completed all the steps above then just simply click the “run” icon on Script Editor to test it. You should be seeing that script is being executed and your document is being updated automatically. A search for Cardano’s ADA, Polkadot’s DOT, Stellar’s XLM tokens return no results – for either the protocol or the token’s ticker.</p>
<p>Hi there, if you want data to automatically update you can either set up up scheduling or use the IMPORTAPI() function. It is exactly the same as the report shown above, but because the horizontal data consumes so many columns, it is limited to 10 coins instead of 100. CoinMarketCap limits the number of records returned in each request. By default, only 100 records will be returned unless you use the ‘start’ and ‘limit’ parameters as described in their documentation. The documentation says you can specify a limit of up to 5000, but in my own tests large limits seemed to produce an error, so I used 1000 in the examples below. All the request URLs mentioned in this article can be accessed from within API Connector by entering “CoinMarketCap” into the URL field. This will search the built-in API library so you can simply click and load the URL you’re interested in. Seems like it’s still lacking a lot of crypto coins. I just want to know if its possible to add the sparkle line and bar graph with this same formula? Also would this formula be able to get the Market Cap?</p>
<p>On 22 May 2010 Bitcoin was first sold online at $0.0025—an historic purchase of Domino’s pizza for 10,000BTCs at $25. By July 12, the price increased to $0.008, and later rose 1000% from $0.008 to $0.08 by July 17. In January 2011, the price rose to $0.30, and became par with the US dollar in February. The price rose to $31.50 on June 8, and declined to $11.00 in July and $5.27 at the end of December, 2011.</p>
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<h2>What blockchain does Google use?</h2>
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<p>In May 2020 Google Cloud also partnered up with a blockchain company called Theta Labs. Thanks to the search giant&#8217;s infrastructure and Theta&#8217;s blockchain, users will be able to deploy nodes on the network.</p>
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<p>To access CRYPTOFINANCE, we only need the Public key code. Google Sheets is able to access Cryptofinance data by generating Cryptowatch API keys. Once saved, click the Run button located immediately to the right. Cryptofinance may require permission to access your Google account.</p>
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<h3>Google Finance Adds Crypto Data Tab &#8211; Coindesk</h3>
<p>Google Finance Adds Crypto Data Tab.</p>
<p>Posted: Sun, 28 Feb 2021 08:00:00 GMT [<a href='https://www.coindesk.com/markets/2021/02/28/google-finance-adds-crypto-data-tab/' rel="nofollow">source</a>]</p>
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<p>When i tried to put symbol and id in the same URL, it gave an error. We make three recommendations based on the outcome of this study. First is that stakeholders in the cryptocurrency markets should embark on campaigns to encourage more institutional acceptance. Second is that there should be increased regulation in order to curb excessive swings that may significantly affect funds invested in Bitcoin. Third is there should be establishment of a Bitcoin insurance in form of a Decentralised Insurance Product that would assure investors of the safety of funds invested in Bitcoin. We expect both BTCP and TVOL to have positive impact on Bitcoin price volatility.<br />
Then you can assign an action to the button to run a script called updateData. In this article, I will show you how to use the free crypto currency price API from CryptoCompare inside of your Google Sheets crypto portfolio. I will provide you with the Google Script you need to use and instructions on how to implement it, so no coding knowledge is necessary. To transfer data of specific cryptocurrencies, create a formula that pulls the data of specific cryptocurrencies from your source sheet. I have an assortment of cryptocurrency transactions over time. I need to figure out what the price of those currencies was, in Bitcoin, at the time that I purchased them.</p>
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<h3>Half a Billion in Bitcoin, Lost in the Dump &#8211; The New Yorker</h3>
<p>Half a Billion in Bitcoin, Lost in the Dump.</p>
<p>Posted: Mon, 13 Dec 2021 08:00:00 GMT [<a href='https://www.newyorker.com/magazine/2021/12/13/half-a-billion-in-bitcoin-lost-in-the-dump' rel="nofollow">source</a>]</p>
</div>
<p>At first glance, NO Binance API key is needed to call public endpoints like current crypto prices and 24h stats. First thing to note is to figure out the URL to be used. Fortunately, for coinmarketcap.com, the URL for the cryptocurrency is pretty straightforward. STEP 6.You will see a script inCode.gsfile which will refresh the crypto asset prices periodically. We will need to replace some information in this document. CoinDesk is an independent operating subsidiary of Digital Currency Group, which invests in cryptocurrencies and blockchain startups. I&#8217;ve added a more generalised version of this that supports POST requests, and doesn&#8217;t have crypto-currency related endpoints, or examples.</p>
<ul>
<li>All the request URLs mentioned in this article can be accessed from within API Connector by entering “CoinMarketCap” into the URL field.</li>
<li>Google Sheets is an amazing way for me to keep track of my crypto portfolio, as well as how much and where it&#8217;s invested or held.</li>
<li>Lightweight, extensible program for algorithmically trading cryptocurrencies and derivatives across multiple exchanges.</li>
<li>The manual solution is to look up a historical price chart of each pair (ETH/BTC, LTC/BTC, XRP/BTC, etc.) at the moment of purchase and record that.</li>
</ul>
<p>You must create your API keys in the Cryptowatch software before you can access it in Google Sheets. Project management Keep everything moving, finish projects on time, make your stakeholders happy. The manual solution is to look up a historical price chart of each pair (ETH/BTC, LTC/BTC, XRP/BTC, etc.) at the moment of purchase and record that. But needless to say, this is an extremely time consuming and tedious process. As of today, i get all my quotes on a single row.<br />
<a href="https://www.beaxy.com/exchange/drgn-btc/"><img 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' alt='DRGN to BTC' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='400px'/></a><br />
This method generates values that are normalized on a scale from zero to 100. In 2012, the price which started at $5.27 grew to $7.38 by January 9, crashed later to $3.80, and consolidated around $13.30 gaining about 154% in December. In March 2013 the first Bitcoin regulation was issued by the US Financial Crimes Enforcement Network as guidelines for persons administering or exchanging Bitcoin. Within few weeks, the BTC market capitalisation reached $1bn and Bitcoin moves above $500. BTC hits $770 in January 2014 but fell to $314 at December, 2014 and to $434 at end of 2015. The limited supply, irrecoverable loss and increase in transaction have implications for its swings. The price of bitcoin increase by over 2000%, and reportedly peaked around $19,400 in December, 2017.</p>
]]></content:encoded>
			<wfw:commentRss>https://www.smartview.co/importing-coinmarketcap-data-to-google-sheets/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>A Beginner&#8217;s Guide to Litecoin Mining Is it Still Profitable in 2022?</title>
		<link>https://www.smartview.co/a-beginner-s-guide-to-litecoin-mining-is-it-still/</link>
		<comments>https://www.smartview.co/a-beginner-s-guide-to-litecoin-mining-is-it-still/#comments</comments>
		<pubDate>Fri, 22 Jul 2022 15:45:53 +0000</pubDate>
		<dc:creator><![CDATA[Diana]]></dc:creator>
				<category><![CDATA[Crypto News]]></category>

		<guid isPermaLink="false">http://www.smartview.co/?p=12942</guid>
		<description><![CDATA[These apps provide a detailed report of your crypto mining activity and total earnings. In order to easily mine Litecoin, you can utilize these software tools for earning good profits. They also operate on proof-of-work blockchain networks – Litecoin is a fork of Bitcoin’s blockchain network. If you have the proper setup and are able [&#8230;]]]></description>
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" width="307px" alt="how do you mine litecoin"/></p>
<p>
<p>These apps provide a detailed report of your crypto mining activity and total earnings. In order to easily mine Litecoin, you can utilize these software tools for earning good profits. They also operate on proof-of-work blockchain networks – Litecoin is a fork of Bitcoin’s blockchain network. If you have the proper setup and are able to afford electricity fees, mining Litecoin can be profitable indeed. The Scrypt crypto algorithm appeared shortly after the advent of Bitcoin, which was developed on the SHA-256 algorithm. Bitcoin mining quickly shifted from computer processors to graphics processors , then to FPGAs , and then to special mining devices .</p>
</p>
<p>
<p>You can get paid via any number of coins, with any weight you assign. This way you can utilize your strategy across multiple coins, or mix in some long-term coins if you prefer. Choosing which hardware to use is a big factor in your mining. This might include choosing between a GPU mining rig or an ASIC miner.</p>
</p>
<p>
<p>All the information contained on our website is published in good faith and for general information purposes only. Any action the reader takes upon the information found on our website is strictly at their own risk. At Learn, our priority is to provide high quality information. We take our time to identify, research and create educative content that is useful to our readers. To maintain this standard and to continue creating awesome content, our partners might reward us with a commission for placements in our articles. However, these commissions don&#8217;t affect our processes for creating unbiased, honest and helpful content.</p>
</p>
<p>
<h2>How Does Litecoin Mining Work?</h2>
</p>
<p>
<p>The difficulty adapts to ensure that the block creation time remains consistent at 2.5 minutes. Conversely, if miners move out, the difficulty will fall to maintain the block speed. A 51% attack is an attack on a blockchain by a group of miners who control more than 50% of the network&#8217;s mining hash rate, or computing power.</p>
</p>
<p>
<p>Click through tabs at the top of the app—”overview,” “send,” “receive,” and “transactions.” Each is pretty straightforward. “Send” is used to send Litecoin, “receive” is used to receive it, and transactions show you all of your past transactions. We can return to the ins-and-outs of the Litecoin wallet later. It’s less Minecraft and more setting up your computer to confirm cryptocurrency transactions.</p>
</p>
<p>
<h2>How to mine Litecoin in 4 steps?</h2>
</p>
<p>
<p>The foremost is the hashrate, which determines the difficulty of the network, protects its integrity, and secures against attacks and hacks. After the miners are up and running, the performance statistics are expected to be live in approximately 10 minutes. You can select on the mining pool homepage to see the active hashrate.</p>
</p>
<p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">How do you mine Litecoin?<a href="https://t.co/p0RhpjwAEY">https://t.co/p0RhpjwAEY</a><a href="https://twitter.com/hashtag/LitecoinMining?src=hash&amp;ref_src=twsrc%5Etfw">#LitecoinMining</a> <a href="https://twitter.com/hashtag/Litecoin?src=hash&amp;ref_src=twsrc%5Etfw">#Litecoin</a> <a href="https://twitter.com/hashtag/Mining?src=hash&amp;ref_src=twsrc%5Etfw">#Mining</a> <a href="https://t.co/6NWWF47xSB">pic.twitter.com/6NWWF47xSB</a></p>
<p>&mdash; HashGains (@hashgains) <a href="https://twitter.com/hashgains/status/1067749571139420160?ref_src=twsrc%5Etfw">November 28, 2018</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
</p>
<p>
<p>That said, pool mining <a href="https://www.beaxy.com/cryptocurrency-reviews/how-to-mine-litecoin/">means you’re</a> much likely to see a reward, even if you have to split it up with others. Solo mining also means paying much more in electricity fees, and relying entirely on your own setup rather than the power of others as well. These providers allow you to rent Litecoin mining equipment for a specified period. This type of orientation costs less than installing your hardware. In addition, you do not need to deal with problems related to carrying out mining activities such as equipment maintenance, overheating risks and electricity usage.</p>
</p>
<p>
<h2>Recommended Wallets</h2>
</p>
<p>
<p>Also, make sure you’ve allowed permissions on your Firewall and anti-virus as well as run unMineable on administrator. If you still don’t see a solution to your problem, the support page should help you find what you’re looking for. 7-zip will do the trick if you don’t have the software to unzip files. Right click the application and unzip it to a location of your choosing with Extract here or Extract files. You should be able to find a QR code corresponding to your wallet address and be able to copy your receive address once there.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="300px" alt="how do you mine litecoin"/></p>
<p>
<p>Once you have the .dmg file in your downloads folder, install the software by double-clicking on the .dmg file and dragging Litecoin Core into your “Applications” folder. Where to download your Litecoin Core wallet on Litecoin.org. Click here for crypto exchange promo codes and discounts. That way, in case something happens to the pool like it’s attacked by a bad actor, your assets are protected. This company, on the other hand, shows <a href="https://www.beaxy.com/cryptocurrency-reviews/how-to-mine-litecoin/">a different</a> kind of work than the others.</p>
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<p>
<p>This means that you might find them but might also have a hard time reselling them. The absolute beginner way, with not as much upfront investment, is using a program like unMineable. Instead, you’re mining other crypto which will be automatically converted into Litecoin, saving you from having to convert it yourself. Although this method is not as profitable as having an ASIC, you are, if anything, participating in mining. For those who want to go a step further, buying an ASIC, or an Application-Specific Integrated Circuit, can help you kickstart a personal mining operation. So if you’re a bit more serious about using Litecoin to stack coins, then having one of these should probably be what you’re looking for.</p>
</p>
<p>
<p>When one port fails to connect, the miner will automatically switch to the next port and continue mining. Bitcoin halves every 210,000 blocks, while Litecoin halves every 840,000 blocks. And the average time it takes to mine one block is two minutes and 20 seconds. Can remain profitable if they live in an area where electricity is affordable.</p>
</p>
<p>
<ul>
<li>Investopedia does not include all offers available in the marketplace.</li>
<li>A new model costs about $300 making it a good beginner purchase.</li>
<li>There are lots of scammers that will take your money even though they don’t have a rig.</li>
<li>This option is for miners who perceive of solo mining as too much of a risk.</li>
<li>It securely stores your private keys and, in most cases, allows you to perform your transactions without the need for an internet connection.</li>
<li>68% of retail investor accounts lose money when trading CFDs with this provider.</li>
</ul>
<p>
<p>However, you still may not be able to keep up with the mining network and large farms and pools of miners with one or even two ASICs. Once you choose a pool with acceptable fees and payout frequencies, you are ready to start mining Litecoin. Connect your Litecoin mining hardware to a power outlet and complete the connection to the Litecoin blockchain with your chosen software. Next, fill in details regarding your Litecoin wallet address and your chosen mining pool and you&#8217;re good to go. Our LTC mining calculator makes it simple and easy to quickly see Litecoin mining profitability based on hashrate, power consumption, and costs. Default inputs are preloaded with the latest Litecoin difficulty target and Litecoin mining hashrate for the best Litecoin miner.</p>
</p>
<p>
<p>While compensation arrangements may affect the order, position or placement of product information, it doesn&#8217;t influence our assessment of those products. Please don&#8217;t interpret the order in which products appear on our Site as any endorsement or recommendation from us. Finder.com compares a wide range of products, providers and services but we don&#8217;t provide information on all available products, providers or services.</p>
</p>
<p><a href="one bitcoin in dollars"><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='405px'/></a></p>
<p>
<p>You must first have a secure Litecoin wallet where you can store your Litecoin right after mining. After you’re done with your personal configuration, be sure to input your wallet address or you won’t be receiving any of your mined crypto. Whichever ASIC miner you end up choosing, if you end up doing this, each comes with their own mining software. The more processing power you have on your computers, the higher likelihood that your computer will solve those cryptographic puzzles, leading to more profits. This is why GPUs are recommended over just CPUs, since they are much more powerful and able to tackle video editing projects and higher end gaming.</p>
</p>
<p>
<p>Available for mobile phones and desktop devices via a web browser. Nvidia GeForce GTX 1060 – GPU which won’t bust your budget, but still delivers decent results on some coins. You can use it for various cryptocurrencies, including Litecoin. Innosilicon A6+ LTC Master – improved version of A6 miner for LTC. It has enhanced performance up to 2.2 GH/s and 2100 W power consumption.</p>
</p>
<p>
<p>However, Bitcoin miners have the option to redirect their hash power to another mining pool at any time. For example, if you as a miner no longer agree with the actions of the mining pool owner, you can switch to another pool. Miners without access to powerful computers or mining devices also have the option <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> to cloud mine Litecoin. Like Bitcoin, Litecoin uses the proof-of-work consensus mechanism to secure the blockchain and add new blocks of transactions. In the Litecoin mining process, miners using application-specific integrated circuits apply their computational power to run a complex mathematical operation.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="300px" alt="how do you mine litecoin"/></p>
<p>
<p>This winning streak was primarily due to the epic price run that Litecoin made in 2017. It went all the way from under $3 at the beginning of the year to over $300 at the height of the crypto market in December. Begin Litecoin mining by adhering to the WAVES instructions states in your software package.</p>
</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>How long does it take to mine 1 Litecoin?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>As of Monday, December 05, 2022, it would take 8.6 days to mine 1 Litecoin at the current Litecoin difficulty level along with the mining hashrate and block reward; a Litecoin mining hashrate of 9,500.00 MH/s consuming 3,425.00 watts of power at &#x24;0.10 per kWh, and a block reward of 12.5 LTC.</p>
</div></div>
</div>
<p>
<p>If it is 21 kh/s, then I would assume  something is wrong. Honestly Litecoin prices are pretty good right now in the $100 – $200 range. It has already tested $400 and $100 has a ton of support. Until then I sincerely apologize and hope what we do have in place helps guide people in the right general direction. Right now, I think the problem here is we used the term Linux a few times on the page despite it being a page on mining Litecoin on a Mac with a CPU ! The page has been updated, moving forward I’ll do a Linux version as well.</p>
</p>
<p>
<div style='border: black dashed 1px;padding: 11px;'>
<h3>What is a 51% attack and how to detect it? &#8211; Cointelegraph</h3>
<p>What is a 51% attack and how to detect it?.</p>
<p>Posted: Sat, 12 Nov 2022 08:00:00 GMT [<a href='https://news.google.com/__i/rss/rd/articles/CBMiR2h0dHBzOi8vY29pbnRlbGVncmFwaC5jb20vbmV3cy93aGF0LWlzLWEtNTEtYXR0YWNrLWFuZC1ob3ctdG8tZGV0ZWN0LWl00gFLaHR0cHM6Ly9jb2ludGVsZWdyYXBoLmNvbS9uZXdzL3doYXQtaXMtYS01MS1hdHRhY2stYW5kLWhvdy10by1kZXRlY3QtaXQvYW1w?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>
<p>Their market performance can hardly be predicted, and there’s no guarantee that mining Litecoin will bring you any profit. High hashrate means that the pool accumulates a lot of power, which provides more chances to mine a block and lower shares for every member and vice versa. AMD Radeon RX580 – an alternative to GTX 1060 loved by cryptocurrency miners.</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>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’re 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.</p></p>
]]></content:encoded>
			<wfw:commentRss>https://www.smartview.co/a-beginner-s-guide-to-litecoin-mining-is-it-still/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>How Long Does it Take to Mine 1 Litecoin?</title>
		<link>https://www.smartview.co/how-long-does-it-take-to-mine-1-litecoin/</link>
		<comments>https://www.smartview.co/how-long-does-it-take-to-mine-1-litecoin/#comments</comments>
		<pubDate>Tue, 22 Mar 2022 16:09:45 +0000</pubDate>
		<dc:creator><![CDATA[Diana]]></dc:creator>
				<category><![CDATA[Crypto News]]></category>

		<guid isPermaLink="false">http://www.smartview.co/?p=12870</guid>
		<description><![CDATA[Cloud mining is not done by themselves but by third parties. Hashflare’s contracts to its users include Bitcoin, Ethereum, Litecoin. However, since the third party is involved, we can say that it is not recommended. Therefore, if you want to mine LTC, it is much wiser to invest in ASIC mining devices. Of course, be [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="304px" alt="how do you mine litecoin"/></p>
<p>
<p>Cloud mining is not done by themselves but by third parties. Hashflare’s contracts to its users include Bitcoin, Ethereum, Litecoin. However, since the third party is involved, we can say that it is not recommended. Therefore, if you want to mine LTC, it is much wiser to invest in ASIC mining devices. Of course,  be a good practice to support your ASIC devices with extra fans. Similar to Bitcoin, there is a hard cap for the total amount of Litecoins that can ever be circulated.</p>
</p>
<p>
<p>Other than verifying transactions, mining also serves as a way to secure the network. Again, to preface, the Litecoin network has become saturated over the years. The increase in price during a bull run might actually make it worthwhile to mine. Advanced mining with multiple GPUs and ASICs isn’t as easy as plug and play. Litecoin currently is using around 300 Th/s of computing power.</p>
</p>
<p>
<h2>Is Litecoin mining profitable</h2>
</p>
<p>
<p>One of the modifications that Litecoin’s creator Charlie Li made when cloning Bitcoin’s protocol software was the total supply. On the other hand, the total number of LTC units which will be mined is four times that of Bitcoin at 84 million. Even to rewrite a few blocks of history would require a node to have more computational power than half the network combined.</p>
</p>
<p>
<p>If you join a pool, your rewards might be smaller, but more consistent. You need a Litecoin wallet to GAL receive any block rewards you get from mining. Once everything is set up, your mining pool’s account settings monitor your hashrate, revenue and payout. A mining pool like f2pool provides you with a dashboard or even an app.</p>
</p>
<p>
<h2>Mining Litecoin Explained</h2>
</p>
<p>
<p>Before venturing into Litecoin mining, you need to do your research to make sure that you are aware of your goals and intentions. Evaluating your capabilities will determine the type of hardware you choose. Investing in cryptocurrency comes with risk and cryptocurrency may gain in value, or lose some or all value. Capital gains tax may be applicable to profits from cryptocurrency sales.</p>
</p>
<p>
<ul>
<li>If you’re having trouble finding the .exe file, right click on the programs and find the properties section.</li>
<li>It also provides a real-time mining hash rate within the application.</li>
<li>Why on earth we said “Linux” a few times instead of “terminal,” I haven’t a clue?</li>
<li>It’s recommended to have a decent graphics processing unit at least, one that gamers and video editors use.</li>
<li>Before you start mining, it’s important to decide if you’d like to mine solo or in a pool.</li>
<li>It is regarded as the most powerful Litecoin mining hardware you can buy.</li>
</ul>
<p>
<p>Cloud mining companies offer this, and it entails a group of computers to do the mining on your behalf. Mining Litecoin, or any cryptocurrency for that matter, is very expensive because it involves much technological equipment. When you choose to do this alone and not with anybody’s help, this is called solo mining.</p>
</p>
<p>
<h2>Mining Pool</h2>
</p>
<p>
<p>This guide provides step-by-step instructions on how to buy Optimism, lists some exchanges where you can get it and provides daily price data on OP. This guide provides step-by-step instructions on how to buy Coinbase Wrapped Staked ETH, lists some exchanges where you can get it and provides daily price data on CBETH. This guide provides step-by-step instructions on how to buy EthereumPoW, lists some exchanges where you can get it and provides daily price data on ETHW. This guide provides step-by-step instructions on how to buy Aptos, lists  some exchanges where you can get it and provides daily price data on APT. The easiest way to mine Litecoin is to download software that utilizes the hardware (CPU and/or GPU) within your computer. But just because you&#8217;re mining Litecoin, doesn&#8217;t mean it will be profitable.</p>
</p>
<p>
<ul>
<li>Until then I sincerely apologize and hope what we do have in place helps guide people in the right general direction.</li>
<li>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.</li>
<li>To get started, you will need to invest in hardware mining rigs and software to run the mining process itself.</li>
<li>Because Bitcoin inspired Litecoin, mining for Litecoin is also quite similar to mining for Bitcoin.</li>
<li>Let’s get to calculations to understand what it takes to mine Litecoin today.</li>
</ul>
<p>
<p>The chip provides 20 MH/s and has a low power consumption. Compared to Nvidia, it is much cheaper, and its performance is noteworthy. Why on earth we said “Linux” a few times instead of “terminal,” I haven’t a clue? You installed mining software on your computer to let you mine cryptocurrency from your desktop.</p>
</p>
<p>
<h2>Start Mining!</h2>
</p>
<p>
<p>Pick something that better suits what you expect out of it. In this option, you will be availing the services of a mining rig, or a group of computers that do the mining. The more computers you pay for in your mining rig, the more mining you can do. Following that thought, the more money you invest, the better access you will have to the rewards. Many who do not have the rigs to efficiently mine Litecoin often do so in support of the network.</p>
</p>
<p>
<div style='border: black dashed 1px;padding: 11px;'>
<h3>Why is this crypto token rising amid crash and FTX collapse? &#8211; Yahoo Finance UK</h3>
<p>Why is this crypto token rising amid crash and FTX collapse?.</p>
<p>Posted: Thu, 24 Nov 2022 08:00:00 GMT [<a href='https://news.google.com/__i/rss/rd/articles/CBMiZWh0dHBzOi8vdWsuZmluYW5jZS55YWhvby5jb20vbmV3cy9jcnlwdG8tdG9rZW4tY3Jhc2gtZnR4LWNvbGxhcHNlLWxpdGVjb2luLWRvZ2Utc29sYW5hLTE0NDcwNTczMy5odG1s0gFtaHR0cHM6Ly91ay5maW5hbmNlLnlhaG9vLmNvbS9hbXBodG1sL25ld3MvY3J5cHRvLXRva2VuLWNyYXNoLWZ0eC1jb2xsYXBzZS1saXRlY29pbi1kb2dlLXNvbGFuYS0xNDQ3MDU3MzMuaHRtbA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>
<p>It will take you only a few minutes and you&#8217;ll have Litecoin in your wallet. If you are thinking about mining as a way to get more Litecoin, it could be easier <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> just to buy it. This way, you won’t need to invest lots of money on expensive equipment. The cost of electricity is different depending on where you live.</p>
</p>
<p>
<h2># Hashshiny</h2>
</p>
<p>
<p>Best Litecoin mining profitability calculator with difficulty, hashrate, power consumption , and kWh preloaded for 2022. Before you commit to buying some ASICs and setting up a mining operation, it’s a good idea to find out what your estimated profitability could be. A mining calculator will allow you to plug in your electricity costs, the power usage of your mining devices as well as the LTC price that you’ll sell at.</p>
</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>What is the best way to mine Litecoin?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>The best way, and the only way to stand a chance of winning a reward, is to buy one or more ASIC miners specifically designed for Litecoin and Scrypt and join a mining pool. Otherwise, you simply will not have enough hashing power to compete.</p>
</div></div>
</div>
<p>
<p>Hive OS is one of the <a href="https://www.beaxy.com/cryptocurrency-reviews/how-to-mine-litecoin/">best Litecoin miners</a> that enables you to efficiently set up, mine, and control mining processes. This Litecoin mining software helps you monitor your trading from a single dashboard. Before you start mining, it’s important to decide if you’d like to mine solo or in a pool. Solo mining ensures you’re not sharing rewards with any other miners. Follow the instructions in your software package to start Litecoin mining. Litecoin, the best-known representative of the Scrypt algorithm.</p>
</p>
<p>
<p>When this does happen, it will make it more difficult for your computer to get the mining reward and your profits will go down. As I mentioned earlier, if you are serious about Litecoin mining, the most viable piece of hardware for making a good profit is the Antminer L3 or L3+. One of the most popular Litecoin cloud mining websites is Hashflare. Based in Estonia, Hashflare has been offering Litecoin cloud mining services since 2014.</p>
</p>
<p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr"><a href="https://twitter.com/hashtag/EtherGpuMining?src=hash&amp;ref_src=twsrc%5Etfw">#EtherGpuMining</a>, <a href="https://twitter.com/hashtag/EtherMiningSoftware?src=hash&amp;ref_src=twsrc%5Etfw">#EtherMiningSoftware</a> How Do You Mine Litecoin? &#8211; Investopedia (blog) <a href="https://t.co/EYok8CuGC9">https://t.co/EYok8CuGC9</a> <a href="https://t.co/Z3GCSPH63W">pic.twitter.com/Z3GCSPH63W</a></p>
<p>&mdash; Daniel Osbourn (@danielosbour_96) <a href="https://twitter.com/danielosbour_96/status/1019205885174968321?ref_src=twsrc%5Etfw">July 17, 2018</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
</p>
<p>
<p>Most significantly, crypto mining prevents the cryptocurrency from being used twice on a decentralized network, a practice referred to as double-spending. There are various mining pools available, and you can choose which of these you want to join by assessing the advantages and disadvantages of each. Compare the fees and rewards offered by the mining pool, as well as its features. Also, some mining pools may require specific software for you to use. Before we get into mining Litecoin, a word about Cloud Mining.</p>
</p>
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" width="309px" alt="how do you mine litecoin"/></p>
<p>
<p>Even with the latest hardware and software, solo Litecoin mining would be fruitless for an individual. Individual miners cannot compete with the large mining farms backed by mining companies. Luckily, there are Litecoin mining pools that you can join. Individual miners can combine their computing power with the group to collectively compete.</p>
</p>
<p>
<p>Hobbyists do a large range of things that don’t return profits for the enjoyment of it, this could be one such thing. Ok so now we have a wallet, a mining pool account connected to the wallet, and a worker to make that money for us. Now we have to put that worker to work so we can make coins. In addition to downloading the necessary software, you’ll also need to connect to your mining pool and the Litecoin network. The Litecoin mining information is updated continually with the current block mining information. This information is used as the default inputs for the LTC mining calculator along with the default hashrate and wattage specs from the best Litecoin miner.</p>
</p>
<p>
<div style='border: black dashed 1px;padding: 14px;'>
<h3>How Long Does it Take to Mine 1 Litecoin? &#8211; CryptoGlobe</h3>
<p>How Long Does it Take to Mine 1 Litecoin?.</p>
<p>Posted: Sun, 31 Jul 2022 07:00:00 GMT [<a href='https://news.google.com/__i/rss/rd/articles/CBMiVGh0dHBzOi8vd3d3LmNyeXB0b2dsb2JlLmNvbS9sYXRlc3QvMjAyMi8wNy9ob3ctbG9uZy1kb2VzLWl0LXRha2UtdG8tbWluZS0xLWxpdGVjb2luL9IBAA?oc=5' rel="nofollow">source</a>]</p>
</div>
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