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	<title>Nuts for Fitness &#187; Cryptocurrency exchange</title>
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		<title>What is Blockchain Technology? A Step-by-Step Guide For Beginners</title>
		<link>http://www.n4f.es/blog/de/what-is-blockchain-technology-a-step-by-step-guide/</link>
		<comments>http://www.n4f.es/blog/de/what-is-blockchain-technology-a-step-by-step-guide/#comments</comments>
		<pubDate>Tue, 27 Feb 2024 18:23:52 +0000</pubDate>
		<dc:creator><![CDATA[Antonio Gracia]]></dc:creator>
				<category><![CDATA[Cryptocurrency exchange]]></category>

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		<description><![CDATA[For example, the lightning network allows transactions to happen off the Bitcoin blockchain to speed up transactions. On Ethereum, many innovative Layer 2 (L2) solutions are being developed to improve scalability and speed including rollups, zero-knowledge proofs and side chains. Security is the ability of a blockchain to be protected from attacks. What is Blockchain [&#8230;]]]></description>
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" width="251px" alt="What is Blockchain"/></p>
<p>
<p>For example, the lightning network allows transactions to happen off the Bitcoin blockchain to speed up transactions. On Ethereum, many innovative Layer 2 (L2) solutions are being developed to improve scalability and speed including rollups, zero-knowledge proofs and side chains. Security is the ability of a blockchain to be protected from attacks. <a href="https://www.tokenexus.com/what-is-blockchain/">What is Blockchain</a> Unfortunately, exchanges and source code have been hacked on many occasions, suggesting that many developers focus on scalability and decentralization at the expense of security. Instead, decisions are made via consensus over a distributed network of computers. PoW, the technical term for mining, is the original consensus mechanism.</p>
</p>
<p>
<h2>Blockchain Technology</h2>
</p>
<p>
<p>If a document doesn&#8217;t generate a hash that is a match, that document is rejected by the network. While confidentiality on the blockchain network protects users from hacks and preserves privacy, it also allows for illegal trading and activity on the blockchain network. Private or permission blockchains may not allow for public transparency, depending on how they are designed or their purpose. These types of blockchains might be made only for an organization that wishes to track data accurately without allowing anyone outside of the permissioned users to see it. On some blockchains, transactions can be completed in minutes and considered secure after just a few. This is particularly useful for cross-border trades, which usually take much longer because of time zone issues and the fact that all parties must confirm payment processing.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.tokenexus.com/wp-content/uploads/2021/03/f48100fc-2242-4d3f-87c4-f9c26c1062ce-300x180.jpg" width="253px" alt="What is Blockchain"/></p>
<p>
<h2>Property Records</h2>
</p>
<p>
<p>Sharding includes splitting a big task into smaller parts to get it done faster. Also, there are layer-two protocols like Polygon that sit on top of Blockchains and make transactions faster and cheaper. Many businesses and people are still  not familiar with it or how it works. A 2022 survey found that only about 22% of businesses are actually using Blockchain technology.</p>
</p>
<p>
<div style='text-align:center'><iframe width='567' height='314' src='https://www.youtube.com/embed/4pFtzYs7reI' frameborder='0' alt='What is Blockchain' allowfullscreen></iframe></div>
</p>
<p>
<h2>Is Blockchain Secure?</h2>
</p>
<p>
<p>These are contracts, similar to what you’d put on paper, that allow two or more parties to agree to the conditions of a sale. When each facet of the contract has been satisfied, the transaction can go through. Without adequate knowledge of how to implement blockchain technology, many companies steer clear of it. Blockchain is a relatively new technology, so a lot of people don’t understand how it works or how to use it. Every computer on the blockchain’s network would instantly see the invalidity of the transaction.</p>
</p>
<p>
<ul>
<li>Data that everyone can believe in will help power other new technologies that dramatically increase efficiency, transparency and confidence.</li>
<li>This is currently very popular with digital assets like NFTs, a representation of ownership of digital art and videos.</li>
<li>As we discussed earlier, quantum computers might break the encryption on Blockchains.</li>
<li>Each block on the blockchain contains its unique hash and the unique hash of the block before it.</li>
<li>All network participants have access to the distributed ledger and its immutable record of transactions.</li>
</ul>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.tokenexus.com/wp-content/uploads/2020/08/3abcaa05-db55-4fc6-b370-bf092b40c999.jpg" width="259px" alt="What is Blockchain"/></p>
<p>
<p>A blockchain is a distributed database or ledger shared among a computer network&#8217;s nodes. They are best known for their crucial role in cryptocurrency systems for maintaining a secure and decentralized record of transactions, but they are not limited to cryptocurrency uses. Blockchains can be used to make data in any industry immutable—the term used to describe the inability to be altered. At its core, blockchain is a distributed digital ledger that stores data of any kind.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="253px" alt="What is Blockchain"/></p>
<p>
<p>Again, you use the program to create a hash, which you add to the following document. Each hash is a representation of the previous document, which creates a chain of encoded documents that cannot be altered without changing the hash. This network of programs  compares each document with the ones they have stored and accepts them as valid based on the hashes they generate.</p>
</p>
<p>
<h2>How to Invest in Blockchain</h2>
</p>
<p>
<p>The price of entry to creating a blockchain wallet or bitcoin wallet is free. New users can set up an online account in less than a half-hour. In the process, the person will receive a unique wallet identification number, which is comparable to a standard bank account number.</p>
</p>
<p>
<h2>Types of Blockchain Technology</h2></p>
]]></content:encoded>
			<wfw:commentRss>http://www.n4f.es/blog/de/what-is-blockchain-technology-a-step-by-step-guide/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Buy Tron TRX with Credit or Debit Card How to buy Tron coin no verification or KYC</title>
		<link>http://www.n4f.es/blog/de/buy-tron-trx-with-credit-or-debit-card-how-to-buy/</link>
		<comments>http://www.n4f.es/blog/de/buy-tron-trx-with-credit-or-debit-card-how-to-buy/#comments</comments>
		<pubDate>Mon, 17 Oct 2022 17:22:46 +0000</pubDate>
		<dc:creator><![CDATA[Antonio Gracia]]></dc:creator>
				<category><![CDATA[Cryptocurrency exchange]]></category>

		<guid isPermaLink="false">http://www.n4f.es/blog/?p=22622</guid>
		<description><![CDATA[Decide if you’re selling a portion or all of your holdings based on your investment strategy and needs. There’s no one-size-fits-all answer to whether you should sell your Tron investment. It’s a personal decision that depends on your circumstances, goals, and the abovementioned factors. Always do your research, consider your financial situation, and consult with [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.tokenexus.com/wp-content/uploads/2020/12/42357a13-4dbe-44e3-bec8-fbb60b938a2e-1536x1054.jpg" width="259px" alt="how to buy tron"/></p>
<p>Decide if you’re selling a portion or all of your holdings based on your investment strategy and needs. There’s no one-size-fits-all answer to whether you should sell your Tron investment. It’s a personal decision that depends on your circumstances, goals, and the abovementioned factors. Always do your research, consider your financial situation, and consult with a financial advisor to make the best decision for your needs. Remember, investing in cryptocurrencies like Tron involves a high level of risk, and it’s essential to approach buying and selling with a clear, well-thought-out strategy.</p>
<ul>
<li>Some of them may not operate in the region you are in, so please check this carefully before signing up for an account with them.</li>
<li>Cryptocurrency exchanges come aplenty, with CoinGecko listing close to 800 exchanges it tracks.</li>
<li>Following this, you can initiate a wire transfer to buy Tron directly.</li>
<li>First, pick the fiat currency you’re using and enter the amount you want to convert.</li>
</ul>
<h2>Best crypto purchase offers</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.tokenexus.com/wp-content/uploads/2019/09/bitcoin-exchange.png" width="254px" alt="how to buy tron"/></p>
<p>Cryptocurrency is unregulated in Australia and your capital is at risk. You should always consider whether you can afford to lose your money before deciding to trade in CFDs or cryptocurrency, and seek advice from an authorised financial advisor. Hosted walletsA hosted wallet lets you hold your digital currency on the crypto broker’s  or exchange’s server. Here, the host retains control of your private key to your cryptocurrencies. Such wallets can have security issues due to the threat of hacking.</p>
<h2>Verify Your Account</h2>
<p>EUR and GBP transfers are fast, while USD wires generally take up to 2 business days to be reflected in your account. Spend the value of your TRON without selling it, all while getting up to 2% crypto cashback. There are many custodial and non-custodial wallets to choose from. You can think of a cold wallet as a bank vault and a hot wallet as your checking account if that helps you visualize the differences. Some of them may not operate in the region you are in, so please check this carefully before signing up for an account with them. Really nice.Fast delivery, good online tutorials, the cold wallet has support for multiple apps and also supports &#8216;staking&#8217; using Ledger Live.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.tokenexus.com/wp-content/uploads/2020/03/ZEC-300x188.jpg" width="252px" alt="how to buy tron"/></p>
<h2>Crypto Wallets For Tron (TRX)</h2>
<div style='text-align:center'><iframe width='565' height='311' src='https://www.youtube.com/embed/Tob2CtqPuvQ' frameborder='0' alt='how to buy tron' allowfullscreen></iframe></div>
<p>After  the sale, you’ll have funds in whatever currency you sold the TRX for, such as AUD or another cryptocurrency. You can then withdraw these funds to your bank account or, if you sold <a href="https://www.tokenexus.com/trx/">how to buy tron</a> into another cryptocurrency, your wallet. You can also keep them on the platform for future transactions, but beware, this may not be the most secure option for long-term storage.</p>
<h2>Learn how to buy TRON (TRX) on 2+ crypto exchanges in our step-by-step guide.</h2>
<p>You cannot buy Binance Coin or other major altcoins from PayPal either. And to make matters worse, only customers in the USA can trade crypto on PayPal. To ensure a safe TRX purchase, leveraging popular, well-established crypto exchanges like Changelly can be a smart move. Thanks to the robust security parameters maintained by these platforms, buying Tron becomes a reliable and easy process.</p>
<ul>
<li>TRX is the native token of the Tron blockchain and powers the platform’s peer-to-peer payments system.</li>
<li>To check the TRX price in the Trust Wallet app, simply open it and view the price from the main wallet page.</li>
<li>The voting system to elect super representatives is ongoing, meaning if they misbehave, they can be replaced.</li>
<li>Our information is based on independent research and may differ from what you see from a financial institution or service provider.</li>
<li>Begin by assessing how much Tron you currently own and how much you wish to sell.</li>
<li>For purchases exceeding $150, you might need to go through a brief KYC process for added security.</li>
</ul>
<h2>Check Your Wallet</h2>
<h2>When I buy Tron (TRX) using Trust Wallet, where is it stored?</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="255px" alt="how to buy tron"/></p>
]]></content:encoded>
			<wfw:commentRss>http://www.n4f.es/blog/de/buy-tron-trx-with-credit-or-debit-card-how-to-buy/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>What is BAT cryptocurrency? Buying Guide</title>
		<link>http://www.n4f.es/blog/de/what-is-bat-cryptocurrency-buying-guide/</link>
		<comments>http://www.n4f.es/blog/de/what-is-bat-cryptocurrency-buying-guide/#comments</comments>
		<pubDate>Tue, 29 Mar 2022 09:39:46 +0000</pubDate>
		<dc:creator><![CDATA[Antonio Gracia]]></dc:creator>
				<category><![CDATA[Cryptocurrency exchange]]></category>

		<guid isPermaLink="false">http://www.n4f.es/blog/?p=22347</guid>
		<description><![CDATA[Click the button below and let the Bat Coach help you find the perfect softball bat. Senior Softball USA SSSUSA requires that a bat carries a BPF (Bat Performance Factor) stamp of 1.21 and under. If a bat is labeled “Official Softball,&#8221; it is likely approved for these leagues as well. There is a good [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.tokenexus.com/wp-content/uploads/2021/12/what-is-a-seed-phrase-1024x683.jpg" width="254px" alt="how to buy bat"/></p>
<p>Click the button below and let the Bat Coach help you find the perfect softball bat.  Senior Softball USA SSSUSA requires that a bat carries a BPF (Bat Performance Factor) stamp of 1.21 and under. If a bat is labeled “Official Softball,&#8221; it is likely approved for these leagues as well. There is a good exercise for determining if the bat is too heavy for the batter. Have your player hold the bat out in front of him with one hand for seconds.</p>
<ul>
<li>Complex strategies are more challenging to program effectively.</li>
<li>As some proof of this, the market is flooded with all types of bats.</li>
<li>Bare Attention Token trades are taxed like any other crypto-to-crypto trade in the United States.</li>
<li>PONY, and other popular city youth baseball organizations, require USA bats, and many competitive youth leagues allow USSSA bats.</li>
<li>Regulation – Coinbase is registered with FinCEN as a money service business and follows all rules against money laundering and terrorism financing.</li>
<li>A bat is a must-have piece of equipment for baseball players.</li>
</ul>
<h2>Aluminum Softball Bats</h2>
<p>National Softball Association NSA, also requires slow pitch bats to carry their stamp, but most bats that have USSSA stamp will also  have the NSA stamp. Your Slow Pitch softball bat selection comes down to what you’re comfortable <a href="https://www.tokenexus.com/bat/">how to buy bat</a> swinging. HB Sports&nbsp;recommends assessing your swing during a few rounds of batting practice. Players under the age of 12 are advised to use a 2 1/4” barrel. That is the standard size for Youth and Little League baseball.</p>
<h2>SHOP ALL WOOD BATS</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.tokenexus.com/wp-content/uploads/2020/09/2af841d6-4fc8-47cf-8c60-595e79b1073f-768x512.jpg" width="252px" alt="how to buy bat"/></p>
<p>Traders are eyeing this crucial level as a potential threshold that, if breached, could trigger bullish momentum and make BAT an enticing investment opportunity this year. The Basic Attention Token is mainly used to pay for advertising campaigns through Brave Ads. As of November 2020, advertisers must spend at least $2,500 monthly on ads to start a campaign. A self-service platform that could have lower limits is in the works. The BAT token could be used to pay for services and content through the Brave browser or exchange for fiat currency on various exchanges.</p>
<h2>How to Choose the Right Slow Pitch Bat: Balanced vs. End Loaded</h2>
<ul>
<li>In other words, single-piece bats tend to sting hands more than two-piece bats.</li>
<li>All softball bats will be required to have a 2” barrel diameter, but the certification stamps required may vary (and not every bat carries every stamp).</li>
<li>When you finish selling the contracts you acquired initially, you realize your gain or loss.</li>
<li>Alloy bats (generally the least expensive… there are always exceptions) are completely made from metal, except for the end cap.</li>
<li>It does this by automatically copying the trading activities of more successful investors.</li>
</ul>
<p>Although you can’t withdraw BAT from the browser wallet directly, if you’re a brave publisher, you can then tip yourself from all the grants, and advertisements that you watch. The main advantage of BAT is that you get paid to watch advertisements. This is in stark contrast to how every other advertisement <a href="https://www.tokenexus.com/">https://www.tokenexus.com/</a> network works. When viewing ads on the Brave network, you earn 70% of the share of what was paid to serve the advertisement. If you consider Google or Facebook within this conversation, you earn nothing from the advertisements you see on their platform, and get no compensation for the data collected.</p>
<div style='text-align:center'><iframe width='563' height='316' src='https://www.youtube.com/embed/9qAiQUEQRGM' frameborder='0' alt='how to buy bat' allowfullscreen></iframe></div>
<h2>ASA Slowpitch Softball Bat Standards</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.tokenexus.com/wp-content/uploads/2021/12/1814615e-e87d-43db-a9a4-6c4b3dccc56b-1536x1024.jpg" width="257px" alt="how to buy bat"/></p>
<p>You can deposit with debit cards, credit cards, bank transfers, Skrill, PayPal, and Neteller. If you’d instead use the eToro mobile app for iOS or Android, check out our screenshot-heavy guide to the eToro app. Don’t invest unless prepared to lose all the money you invest. This is a high-risk investment, you shouldn’t expect to be protected if something goes wrong. The team at CryptoVantage.com only recommends products and services that we would use ourselves and that we believe will provide value to our readers. We advocate for you to do your own research and make educated financial decisions.</p>
<h2>Ask CryptoVantage: Does Holding Bitcoin in a Bank Defeat the Purpose?</h2>
<ul>
<li>The break in period is crucial for them, so it is recommended to hit 200 to 300 real baseball all around the barrel to get the best performance from a composite bat.</li>
<li>Even though the prices aren’t very high, some customers may not get customer service.</li>
<li>Alloy material is easier to make than composite material and alloy bats can be sold at a lower price in most cases.</li>
<li>You can also check the Senior Softball Association Rule Book Page for more information and regulations.</li>
<li>Slowpitch uses several certifications—but most fall under the ASA and USSSA certification requirements.</li>
</ul>
<h2>The Evolution of Baseball Bats</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.tokenexus.com/wp-content/uploads/2020/07/8235b233-3cdd-41c3-9302-edb83fc59939-300x169.jpg" width="256px" alt="how to buy bat"/></p>
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