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	<title>Cryptocurrency service &#8211; Übersetzer Ukrainisch Russisch Deutsch</title>
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	<title>Cryptocurrency service &#8211; Übersetzer Ukrainisch Russisch Deutsch</title>
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		<title>XRP XRP Kurs Live, Charts, Marktkapitalisierung</title>
		<link>https://ukrainisch-russisch-deutsch.de/cryptocurrency-service/xrp-xrp-kurs-live-charts-marktkapitalisierung/</link>
				<comments>https://ukrainisch-russisch-deutsch.de/cryptocurrency-service/xrp-xrp-kurs-live-charts-marktkapitalisierung/#respond</comments>
				<pubDate>Mon, 12 May 2025 09:13:23 +0000</pubDate>
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				<category><![CDATA[Cryptocurrency service]]></category>

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				<description><![CDATA[A cryptocurrency that&#8217;s similar to Bitcoin, but has more advanced technology to back it up. With that, new challenges arise every single day &#8211; cryptocurrency platforms and the teams behind them must keep constantly advancing and developing. Naturally, it might be difficult to pick the right wallet for your cryptocurrency. A difficult term in of [&#8230;]]]></description>
								<content:encoded><![CDATA[<p>A cryptocurrency that&#8217;s similar to Bitcoin, but has more advanced technology to back it up. With that, new challenges arise every single day &#8211; cryptocurrency platforms and the teams behind them must keep constantly advancing and developing. Naturally, it might be difficult to pick the right wallet for your cryptocurrency. A difficult term in of itself, block lattice refers to a mixture of two systems &#8211; the traditional blockchain, and what is called a “directed acyclic graph”, or DAG for short.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="606px" alt="xrb coin market cap" 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"/></p>
<h2>What Makes XRP Unique?</h2>
<p>A measure of how much of a cryptocurrency was traded in the last 24 hours. This page has been created automatically using onchain data and contains unverified information. This process protects the network against a type of attack known as a double spend—which occurs when an attacker is able to manipulate the network to effectively spend the same funds twice. Nano is secured by a network of representatives, each of which is voted into position by XNO holders.</p>
<p>RipplePay’s model, which focuses on the relationship and trust between network participants, served as the basis for Ripple’s evolution starting in 2012. Its first iteration was called Opencoin, but it has changed names and approaches several times over the following years. In this review, we have only briefly touched upon the topic of Nano. I’ve talked about the Nano coin price and suggested where to buy XRB (XNO), but there is so much more to the coin than it is possible to cover in this short guide. What’s good about DAG is that it’s extremely scalable &#8211; exactly what the traditional blockchain lacks. The downside is that it isn’t particularly safe &#8211; however, this is where the infamous security of blockchain steps in.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="601px" alt="xrb coin market cap" 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"/></p>
<h2>Über XRP</h2>
<p>Through the Federated Consensus mechanism, all verified transactions can be processed without a single point of failure as no single participant makes a decision independently. This was accomplished in large part thanks to XRP Ledger not using a proof-of-work consensus mechanism. The Federated Byzantine Agreement doesn’t require a huge network of computers to provide a significant amount of computing power for securing the network. In 2014, Ripple introduced a feature allowing the freeze or confiscation of all non-XRP currencies from users deemed to violate the anti-money laundering rules.</p>
<h2>RAIBLOCKS Price</h2>
<ul>
<li>In the week ending November 24, Solana recorded inflows worth nearly $3.5 million, significantly more than the other altcoins’ inflows combined.</li>
<li>With the DAG structure, however, you would be able to see individual transactions and how they correlate in the bigger picture of the blockchain itself.</li>
<li>Self-described as an inventor, LeMahieu has interests that range from space technology to physics and environmental sustainability, and is a well-known name in the digital currency space.</li>
<li>The outcome of the lawsuit will undoubtedly have far-reaching implications in the crypto space.</li>
</ul>
<p>Nano cryptocurrency has a single blockchain for every individual account that is controlled by the private key belonging to the primary account. While some of the top cryptocurrency exchanges are, indeed, based in the United States (i.e. KuCoin or Kraken), there are other very well-known industry leaders that are located all over the world. For example, Binance is based in Tokyo, Japan, while Bittrex is located in Liechtenstein. Reading through various best crypto exchange reviews online, you&#8217;re bound to notice that one of the things that most of these exchanges have in common is that they are very simple to use.</p>
<h2>Most Visited Cryptocurrencies</h2>
<p>When considering cryptocurrency exchange rankings, though, both of these types of businesses (exchanges and brokerages) are usually just thrown under the umbrella term &#8211; exchange. Ever since the inception of what would end up becoming the Nano coin, it had one solemn purpose in mind &#8211; to make peer-to-peer cryptocurrency transactions more scalable. This results in huge transaction fees, super slow trading speeds, and so on. At the moment, Nanotechnology might be the most innovative technology the cryptocurrency market has ever witnessed.</p>
<p>While these financial service providers, especially credit card companies, advertise instant transactions, these transactions are only&nbsp;reflected&nbsp;instantly. Finally, XRP itself is the native token of the XRP Ledger meant to settle transactions on the blockchain and bridge different currencies quickly. Unlike Bitcoin, XRP’s payment network RippleNet doesn’t use mining to validate and record new transactions or batches of transactions on the public ledger. Rather, it uses trusted validator nodes to reach a consensus and maintain the ledger every few seconds. Rainbow (XRB) is currently ranked as the #35641 cryptocurrency by market cap. These vote on the validity of transactions on the nano network, ensuring only valid transactions are confirmed.</p>
<ul>
<li>In the FBA system, each node can decide whom to trust and be part of their decision-making group.</li>
<li>The SOL token, the native digital asset of the high-performance blockchain platform Solana, has shown some serious strength over the past few weeks, outperforming all the altcoins in the market.</li>
<li>Moreover, the network’s consensus enforces transaction processing rules that control the release of Ripple’s XRP from escrow.</li>
<li>Solana’s price has been among the best-performing cryptocurrencies this year amid continuous growth.</li>
<li>To over-simplify it, Nano simply stores incoming and outgoing transaction data into designated, individual blocks in your own, personal blockchain.</li>
</ul>
<p>The SOL token, the native digital asset of the high-performance blockchain platform Solana, has shown some serious strength over the past few weeks, outperforming all the altcoins in the market. Solana price has noted significant gains over the past few weeks, climbing to its highest level since April 2022. The ‘Ethereum Killer’ almost topped the crucial level of $100 on Friday, before pulling back slightly. The asset’s recent surge has catapulted Solana’s total market cap to $39.6 billion, ranking 5th after and above BNB and XRP, respectively. Solana has jumped by more than 22% in the past week and more than 80% in the month to date. At the time of writing, SOL price was trading 0.90% lower at $93.10.</p>
<p>At that time, the Nano coin price grew around 84% and surged past the $10 mark. This happened mostly because of the bull run that began in the middle of 2020 and lasted until late 2021. In that year, the XNO price was not the only altcoin price that went up.</p>
<p>An asset is considered a security if it is sold with the expectation of getting profits from the efforts of other parties. Based on the commission’s definition of XRP in its lawsuit, the cryptocurrency would pass the Howey test, and according to SEC regulations, all securities must be registered. Alongside its native coin, XRP, the XRP Ledger is used by developers to create solutions that solve inefficiencies, including remittance and asset tokenization. Currently, the five main applications of the XRP Ledger are payments, tokenization, DeFi, CBDCs and stablecoins. A successful conclusion to the ongoing SEC lawsuit may see XRP relisted on top exchanges.</p>
<p>While some are more straightforward and beginner-friendly than others, you shouldn&#8217;t encounter any difficulties with either of the top-rated exchanges. That said, many users believe that KuCoin is one of the simpler exchanges on the current market. The general concept and idea behind the Nano cryptocurrency is the driving goal behind this process. They aren’t too concerned with security &#8211; that’s where the blockchain itself comes in.</p>
<p>In addition, the nano network features a wide variety of additional defenses against various possible attack vectors—a full overview of which can be found here. The original maximum supply was set much higher than this, but any remaining nano above the current 133 million limit were permanently burned. In total, around 39% of the original genesis supply was distributed. This speed makes nano suitable for commercial payments, since merchants and retailers no longer need to worry about transaction delays when accepting payments. Nano was founded by Colin LeMahieu, a heavily experienced software developer and engineer with a wealth of experience working for prominent tech companies, including Dell, AMD and Qualcomm.</p>
<h2>What Is XRP / XRP Ledger?</h2>
<p>In November 2021, when the Solana price hit its all-time high of $260, its total market capitalization was around $78 billion. Despite the value of the crypto asset being less than half of what it was at the top, its market cap is currently hovering near $50 billion. XRB’s $3.18 price looks like a reasonable price, but it falls behind its all-time high rate of $30 that it clocked back in January. If cryptocurrency market rides the ‘heavy bulls’ at the end of this year, as anticipated by many crypto experts, Nano coin‘s price will also get appreciated. Still, it is hard to tell that the cryptocurrency will reach its all-time high this year.</p>
<p>So fast, in fact, that most nano transactions reach absolute finality within less than a second — compared to several minutes or even longer for many other major cryptocurrencies. It is a peer-to-peer platform that uses a unique block-lattice data structure to allow users to easily transfer value to one another without relying on centralized intermediaries. In today’s world and the cryptocurrency/ blockchain ecosystem, there is no shortage of innovation as constant news of upgrades, and changes meet the world. This method adopted by the Nanotechnology assists in allowing the use of database pruning that helps less absolute storage requirements. Also, every user blockchain is tasked with the duty to reflect information that is related to the user’s balance record or history, <a href="https://cryptolisting.org/coin/xrb">xrb coin market cap</a> functionality that can only be updated by the owner. As the process continues, a receive block is created by the receiving account which increases the amount of money in the account using the delta.</p>
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