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	<title>021c &#187; Cryptocurrency exchange</title>
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		<title>Shiba Inu price today, SHIB to USD live price, marketcap and chart</title>
		<link>https://021c.com.br/site/?p=894</link>
		<comments>https://021c.com.br/site/?p=894#comments</comments>
		<pubDate>Wed, 23 Sep 2020 08:31:57 +0000</pubDate>
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				<category><![CDATA[Cryptocurrency exchange]]></category>

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		<description><![CDATA[Its popularity is only rivaled by the Yuga Labs NFT collection Bored Ape Yacht Club, especially with its massive Shiba army promoting the coin on various socials. According to Daniel Polotsky, co-founder and chairman of CoinFlip, a leading Bitcoin and cryptocurrency ATM provider, Shiba Inu has growth potential. When it comes to buying cryptocurrencies, the<p><a href="https://021c.com.br/site/?p=894" class="more-link themebutton">Read More</a></p>]]></description>
				<content:encoded><![CDATA[<p>Its popularity is only rivaled by the Yuga Labs NFT collection Bored Ape Yacht Club, especially with its massive Shiba army promoting the coin on various socials. According to Daniel Polotsky, co-founder and chairman of CoinFlip, a leading Bitcoin and cryptocurrency ATM provider, Shiba Inu has growth potential. When it comes to buying cryptocurrencies, the price of a whole coin can be intimidating. By contrast, the current price of Shiba Inu trades at a fraction of a penny. Shiba Inu may have a very low price but has a huge following in the crypto realm. If you want to buy Shiba Inu, the process is super simple using legitimate exchanges, and there are also alternative methods that you can consider here if you&#8217;d like to try something different.</p>
<h2>Best Crypto Wallets: Top Picks for 2024</h2>
<p>In other words, if a decentralized exchange were to be hacked or the company operating it becomes insolvent, user funds would remain unaffected. If you want to invest in cryptocurrency—but are looking for other options for Shiba Inu or individual coins—consider exchange-traded funds (ETFs). There are now Bitcoin ETFs and funds that invest in blockchain  companies.</p>
<p>The main difference between Dogecoin and Shiba Inu is that SHIB is built using the Ethereum blockchain, enabling it to support more complex financial transactions than DOGE. A critical step is to ensure that your information has been entered correctly, as any irregularities in your application could delay account approval. Once your account is approved or verified, you can instantly start trading. Its price reached an all-time high in October 2021 after Tesla CEO Elon Musk tweeted about the coin. “The largest drawback to investing in Shiba Inu is that it is very risky, even more so than most of its crypto counterparts,” Polotsky said. If you want to buy Bitcoin, you’ll need at least $38,000 to buy a whole coin.</p>
<h2>Determine where to trade Shiba Inu</h2>
<p>While we are independent, the offers that appear on this site are from companies from which finder.com receives compensation. We may receive compensation from our partners for placement of their products or services. We may also receive compensation if you click on certain links posted on our site. While compensation arrangements may affect the order, position or placement of product information, it doesn&#8217;t influence our assessment of those products.</p>
<p>This will usually allow you to deposit cryptocurrency, but not USD. SHIB is a decentralized, community-led currency held by millions across the globe. All cryptocurrencies are notorious for being among the most risky investments.</p>
<h2>Best Cryptocurrency Exchanges</h2>
<p>You can buy Shiba Inu on many of the popular cryptocurrency platforms, and it is also available on decentralized exchanges where you can trade SHIB for other cryptocurrencies. Crypto exchanges allow users to trade cryptocurrency (usually for a small fee), check asset prices, stake funds, and more. Some exchanges are fairly basic, while others include a whole financial ecosystem, such as Binance. Shiba Inu is arguably one of the biggest meme tokens ever, second only to Dogecoin. At its peak in October 2021, the coin had racked up a market cap of over $40 billion, and it is now accepted as a means of payment at popular retail stores, like GameStop and Nordstrom.</p>
<h2>Choose a Crypto Exchange</h2>
<ol>
<li>P2P marketplaces, on the other hand, involve the direct purchase and sale of cryptocurrency between individuals.</li>
<li>If you want to buy Shiba Inu, the process is super simple using legitimate exchanges, and there are also alternative methods that you can consider here if you&#8217;d like to try something different.</li>
<li>These platforms often work by letting you search for an asset within a certain price range, region, or currency type.</li>
<li>The immersive virtual world features a WAGMI temple, the first of 11 HUBs in SHIB The Metaverse, which previewed at the SXSW XR Experience also in March 2023.</li>
</ol>
<p>Once you’ve found a platform that suits your needs, create an account and get yourself acquainted with the platform’s offerings. Take time to browse the coins and determine how much Shiba Inu you’d like to purchase. Once you decide on your purchase, you’ll have a chance to review how much SHIB you’re getting and at what price. This is similar on both centralized and decentralized platforms. SHIB can also be acquired through a process known as staking (though this requires you to have some of this cryptocurrency, to begin with).</p>
<p>Crypto exchanges founded and based in the US are required to register with the Financial Crimes Enforcement Network (FinCEN), a division of the US Department of the Treasury. This bureau safeguards the US financial system by working to prevent money laundering, terrorist-financing activity and other financial crimes. Shiba Inu (SHIB) is a meme coin launched in 2020 by an anonymous person or persons known only by the pseudonym, Ryoshi. It has since grown into one of the world&#8217;s most well-known cryptocurrencies and has even been labelled as &#8220;The Dogecoin Killer&#8221;.</p>
<p>If you don&#8217;t want to use a crypto exchange to buy Shiba Inu, there are other avenues you can try, including peer-to-peer (P2P) marketplaces and crypto swap platforms. If you want to buy Shiba Inu, start by comparing a range of crypto brokers and exchanges available in the US. Look at their features, fees, security and overall reputation to decide which platform is right for you.</p>
<h2>Minimum Deposits</h2>
<p>A meme token like Shiba Inu is one coin you might have  encountered in your research. This token rose to popularity in 2021 and is still a favorite choice for investors today. Once you have selected a crypto exchange, you can open an account and make your first deposit. Some take a basic approach for new investors, while others are more complex, offering advanced trading features like margin accounts and futures trading. “When looking for a cryptocurrency exchange, it is important to make sure that everything is secure and trusted,” Polotsky said.</p>
<p>The process of buying Shiba Inu on Binance is super simple, as is the case with many other popular exchanges. You can buy Shiba Inu on Binance via bank deposit, payment card, or your account&#8217;s cash balance. In this example, Shiba Inu will be <a href="https://cryptolisting.org/blog/how-to-earn-bitcoin-5-simple-ways-to-earn-more-btc">how to earn bitcoin</a> bought using a credit/debit card.</p>
<p>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. Please appreciate that there may be other options available to you than the products, providers or services covered by our service. If you want to use another cryptocurrency, check if your exchange offers conversion to SHIB from other digital assets you own. Not every exchange will provide the crypto-to-crypto trading pair you want to use. Whatever method you choose to buy Shiba Inu, be aware of the costs you’ll incur.</p>
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		<title>What is ByteBall? The Cryptocurrency With No Blockchain</title>
		<link>https://021c.com.br/site/?p=565</link>
		<comments>https://021c.com.br/site/?p=565#comments</comments>
		<pubDate>Mon, 31 Aug 2020 12:35:25 +0000</pubDate>
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				<category><![CDATA[Cryptocurrency exchange]]></category>

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		<description><![CDATA[Storage units, or balls, are linked to each other such that each storage ball includes one or more hashes of previous storage balls. Byteball connects transactions by signing the hashes of previous transactions to the new one. Transactions are their own blocks and don’t have to connect in a straight chain; They’re linked to multiple<p><a href="https://021c.com.br/site/?p=565" class="more-link themebutton">Read More</a></p>]]></description>
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" width="252px" alt="byteball gbyte"/></p>
<p>
<p>Storage units, or balls, are linked to each other such that each storage ball includes one or more hashes of previous storage balls. Byteball connects transactions by signing the hashes of previous transactions to the new one. Transactions are their own blocks and don’t have to connect in a straight chain; They’re linked to multiple previous transactions and form a structure called a DAG (directed acyclic graph). Unlike Bitcoin, which links blocks in a linear chain, Byteball joins newly uploaded information to its database by attaching it to multiple previous data transactions. Building upon each other, the transactions form a structure called a DAG (directed acyclic graph).</p>
</p>
<p>
<div style='text-align:center'><iframe width='566' height='316' src='https://www.youtube.com/embed/YuUnhY2BTRw' frameborder='0' alt='byteball gbyte' allowfullscreen></iframe></div>
</p>
<p>
<p>In addition to payment for storage fees, you can pay Bytes directly to other users for goods or services. In Byteball, you must pay a commission using a currency called “Bytes” to add data into the database. Hence, there has not been as much buzz around ByteBall <a href="https://www.tokenexus.com/cryptocurrency-security-standard-ccss/">https://www.tokenexus.com/cryptocurrency-security-standard-ccss/</a> as there have been for other newer and &#8220;hotter&#8221; tokens. The developers wanted to create a cryptocurrency that was technically superior with promotion being a secondary goal. The ByteBall network also has the ability to complete an atomic exchange.</p>
</p>
<p>
<h2>What was the lowest price of Byteball?</h2>
</p>
<p>
<p>The Coin Bureau Editorial Team are your dedicated guides through the dynamic world of cryptocurrency. With a passion for educating the masses on blockchain technology and a commitment to unbiased, shill-free content, we unravel the complexities of the industry through in-depth research. In the case of the P2P betting, you can enter into a smart contract agreement with someone else on a particular sporting event.</p>
</p>
<p>
<ul>
<li>Johnny Sessa is a blockchain investor with a dual-concentration MBA specializing in Finance and Mergers &#038; Acquisitions.</li>
<li>In the case of the P2P betting, you can enter into a smart contract agreement with someone else on a particular sporting event.</li>
<li>There are several factors people typically consider before deciding whether to purchase GBYTE.</li>
<li>The rules that are coded into the contract are immutable which means that they cannot be changed.</li>
<li>Byteball is geared toward providing a platform for fast and secure transfer of value, while using a novel system for governance and consensus.</li>
</ul>
<p>
<p>For example, in this example where you will be betting on the price of Bitcoin. This would automatically send the information to the smart contract so that it can be executed the moment that the flight has been cancelled. Note that if you have several email addresses you can link each one to separate single-address wallets you create in your main wallet.</p>
</p>
<p>
<h2>Other Assets &#038; Atomic Exchange</h2>
</p>
<p>
<p>Interacting with smart contracts is as simple as answering a few questions from a helpful chatbot. Byteball’s conditional payment contracts become much more powerful since oracles are implemented in the platform. Oracles are basically trusted third parties who monitor specific world events and import their results into Byteball as a data feed. Byteball has a second currency that can be used on its&nbsp;platform – Blackbytes. Unlike Byte transactions that are completely visible on the DAG, Blackbytes are significantly less traceable. Blackbyte data is not recorded in the public database; Instead, the transaction data is sent directly peer to peer.</p>
</p>
<p>
<ul>
<li>It makes use of a revolutionary new technology called a Directed Acylic Graph or &#8220;DAG&#8221;.</li>
<li>In the case of the Bitcoin blockchain, all of the blocks are linked in one long chain since the beginning of the genesis Bitcoin block.</li>
<li>Based on the outcome of this event, the winner will then get the payment from the loser as defined by the contract rules.</li>
<li>Unlike Byte transactions that are completely visible on the DAG, Blackbytes are significantly less traceable.</li>
<li>The project began its journey in late 2014 when the Russian technologist, Anton Churyumov, was looking for ways to solve issues that he saw existed on the Bitcoin blockchain.</li>
<li>This has a number of benefits over Bitcoin as all transactions on the Bitcoin network are stored on the blockchain and can be traced.</li>
</ul>
<p>
<p>However, with ByteBall, you have the opportunity to create simple conditional payments that will only verify the final transactions once these have gone through. In technical terms, you will be &#8220;binding&#8221; the payment to a specific condition. It is also a platform for new assets (coins/tokens) you can create yourself at minimal cost in five minutes. You can simply send your asset to anyone with a Byteball wallet, or you can use your asset in many smart contracts. Private payments can be made using blackbytes, a cash-like untraceable currency.</p>
</p>
<p>
<h2>График цен Byteball в режиме реального времени</h2>
</p>
<p>
<p>Byteball has several unique features, such as its ability to send transactions via chat and its use of ICOs (Initial Coin Offerings) without requiring smart contracts. Byteball also allows for private, untraceable transactions using its &#8216;Blackbytes&#8217; currency. Byteball data is stored and ordered using a directed acyclic graph rather than a blockchain. This allows all users to secure each other’s data by <a href="https://www.tokenexus.com/gbyte/">byteball gbyte</a> referencing earlier data units created by other users, and also removes scalability limits common to blockchains such as the block size issue. The fee is collected by other users who later confirm the newly added unit by including its hash within their own units. As new units are added, each earlier unit receives more and more confirmations by later units that include its hash, directly or indirectly.</p>
</p>
<p>
<ul>
<li>However, with ByteBall, you have the opportunity to create simple conditional payments that will only verify the final transactions once these have gone through.</li>
<li>If that wasn’t impressive enough, Churyumov owns SMS Traffic, a Russian technology company that offers solutions and marketing for banks, insurance, and retail firms.</li>
<li>Available directly in Byteball’s wallet, the Bot Store gives users a current list of available chatbots.</li>
<li>Thus ByteBall was born and it was launched around the Christmas of 2016.</li>
<li>Byteball data is stored and ordered using a directed acyclic graph rather than a blockchain.</li>
<li>If the condition has not been met by the other party then your bytes are sent back to your wallet.</li>
</ul>
<p>
<p>When one places a bet or makes a prediction, the payoffs of these are generally conditional in nature. You will be paid out a certain amount that is based on the outcome of some external event. You can structure an insurance agreement in the code of ByteBall where someone who took out insurance will get the funds transferred to them from the issuer if the condition is met.</p>
</p>
<p>
<h2>What is Byteball? (GBYTE) Beginner’s Guide</h2>
</p>
<p>
<p>Before making a decision about whether to purchase Byteball Bytes or any other cryptocurrency, you should make sure you understand the risks attached. There are several factors people typically consider before deciding whether to purchase GBYTE. Please include what you were doing when this page came up and the Cloudflare Ray ID found at the bottom of this page. This website is using a security service to protect itself from online attacks.</p>
</p>
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" width="259px" alt="byteball gbyte"/></p>
<p>
<p>Users then have the ability to disclose their identity during payments if they elect to do so. Commission fees create a consistent system of value transfer that aligns the interests of all Byteball’s stakeholders. It also prevents users from spamming useless messages to the database. The system can attach a new storage ball by signing the previous transaction hashes to it. While DAG technology is still to be fully tested at scale, it could theoretically be a much more scalable alternative to traditional blockchains. Once you have bought your Bytes, cryptocurrency best practices means that you will want to withdraw them from the exchange.</p>
</p>
<p>
<p>Every Byteball user can link his Byteball address to his real world identity. The user’s personal data  is verified by Jumio, the leading provider of identity verification services, and stored in the user’s Byteball wallet. At the same time, a hash of the personal data is stored on the public DAG and signed by a trusted attestor. Bytes are the native currency of Byteball, and they reflect  the value of storing transactional data on the decentralized system. You use Bytes to pay for adding data to the database, and they can also be used to issue your own currencies.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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