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	<title>Cryptocurrency News &#8211; Rafa &amp; Kiko</title>
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	<description>Website oficial do Rafa &#38; Kiko. O Rafa é um menino de 8 anos, muito alegre, divertido e um pouco traquinas, que não gosta muito de estudar, mas que tem no seu fiel amigo Kiko um companheiro para viver grandes aventuras enquanto aprende.</description>
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	<title>Cryptocurrency News &#8211; Rafa &amp; Kiko</title>
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		<title>Expanse Price Today EXP to USD Live Crypto</title>
		<link>https://www.rafaekiko.pt/expanse-price-today-exp-to-usd-live-crypto/</link>
		
		<dc:creator><![CDATA[Carmen Santana]]></dc:creator>
		<pubDate>Thu, 06 Jul 2023 16:54:15 +0000</pubDate>
				<category><![CDATA[Cryptocurrency News]]></category>
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					<description><![CDATA[The chart is divided into “candles” that give us information about Expanse’s price action in 1-hour chunks. Each candlestick will]]></description>
										<content:encoded><![CDATA[<p><img class='wp-post-image' style='margin-left:auto;margin-right:auto' src="https://miro.medium.com/max/1200/1*JbWcpxsYxZIRNJWHqN1utQ.png" width="300px" alt="expanse token" /></p>
<p>The chart is divided into “candles” that give us information about Expanse’s price action in 1-hour chunks. Each candlestick will display EXP’s opening price, closing price, as well as the highest and lowest prices that Expanse reached within the 1-hour period. Most traders use candlestick charts, as they provide more information than a simple line chart. 1-hour, 4-hour and 1-day candlestick charts are among the most popular. Expanse is a decentralized blockchain platform that enables developers to create smart contracts and decentralized applications (DApps). It was created in 2015 by Christopher Franko and Dan Conway, who are both experienced cryptocurrency developers.</p>
<p>No part of the content we provide constitutes financial advice on coin prices, legal advice, or any other form of advice meant for you to rely on for any purpose. Any use or reliance on our content is solely at your own risk and discretion. Expanse also offers a range of tools and services that make it easy for developers to build DApps on top of the platform. These include a web wallet, an integrated development environment (IDE), and an API explorer. Developers can use these tools to quickly create their own DApps without having to learn complex coding languages or understand how blockchains work. As proof of work crypto coin, new EXP&#8217;s are generated through the mining process, so new assets are created on each block.</p>
<h2>Expanse Stablecoin Exchanges</h2>
<p>Crypto exchanges are where users can buy, sell, and convert different cryptocurrencies. Here you can find list of all EXP exchanges where you can buy and sell Expanse, trade EXP with other cryptocurrencies including stablecoins, and fiat currency. You can search by exchange name to find out if EXP is available on your desired crypto exchange. A list of the top Expanse markets across all crypto exchanges based on the highest 24h trading volume, with their current price. The Expanse price prediction on CoinCodex is calculated using the historical Expanse price dataset, accounting for past volatility and market movements.</p>
<div style='border: grey solid 1px;padding: 11px'>
<h3>How Decentraland vs The Sandbox Provide Unique Opportunities &#8230; &#8211; Cryptopolitan</h3>
<p>How Decentraland vs The Sandbox Provide Unique Opportunities &#8230;.</p>
<p>Posted: Thu, 27 Jul 2023 09:13:45 GMT [<a href='https://news.google.com/rss/articles/CBMidmh0dHBzOi8vd3d3LmNyeXB0b3BvbGl0YW4uY29tL2hvdy1kZWNlbnRyYWxhbmQtdnMtdGhlLXNhbmRib3gtcHJvdmlkZS11bmlxdWUtb3Bwb3J0dW5pdGllcy1mb3ItZnVuLWFuZC13ZWFsdGgtaW4tMjAyMy_SAQA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>50-day, 100-day and 200-day moving averages  are among the most commonly used indicators in the crypto market to identify important resistance and support levels. If the EXP price moves above any of these averages, it is generally seen  as a bullish sign for Expanse. Conversely, a drop below an important moving average is usually a sign of weakness in the EXP market.</p>
<h2>Step 3: Expanse Network(EXP)</h2>
<p>For currencies that are negatively correlated with Expanse, a move in one direction for Expanse would translate into a move in the opposite direction for the negatively correlated coin. Explore altcoins commonly held by Expanse investors and discover new opportunities. All content on this page is used for informational purposes only. CryptoSlate has no affiliation or relationship with the coins, projects or people mentioned on this page. If you are planning to trade crypto, please consult a financial adviser. After entering your card information you will get a coin in your wallet.</p>
<div style='border: grey solid 1px;padding: 12px'>
<h3>Trading Alpha for Newcomers Platform Launchpad XYZ Raises $1.2 &#8230; &#8211; Cryptonews</h3>
<p>Trading Alpha for Newcomers Platform Launchpad XYZ Raises $1.2 &#8230;.</p>
<p>Posted: Tue, 01 Aug 2023 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMifWh0dHBzOi8vY3J5cHRvbmV3cy5jb20vbmV3cy90cmFkaW5nLWFscGhhLWZvci1uZXdjb21lcnMtcGxhdGZvcm0tbGF1bmNocGFkLXh5ei1yYWlzZXMtMTItbWlsbGlvbi1mdW5kaW5nLWhvdy1kb2VzLWl0LXdvcmsuaHRt0gEA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>The price of Ethereum is $1,846.74 and ETH market dominance is 18.9%. The best performing cryptoasset sector is Travel, which gained 16%. Reddit is a popular platform where cryptocurrency communities often gather to discuss news, trends, and insights related to a particular coin. Analyzing Reddit stats can provide valuable insights into the community&#8217;s sentiment and engagement with a particular cryptocurrency. There is only four crypto exchanges on which you can trade EXP.</p>
<h2>Expanse Network(EXP) &amp; MetaMask: How To Add Expanse Network(EXP) To MetaMask</h2>
<p>Beginner traders can have some learning needs as it&#8217;s oriented toward expert traders. Our young and dynamic team is comprised of well-known journalists as well as Cryptocurrency &amp; Blockchain Experts. EBS uses only the native token of Expanse, and EXP.BONDS do not transfer into any other type of token or currency.</p>
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" width="305px" alt="expanse token" /></p>
<p>The price of Expanse decreased by -82.15% in the last 1 year, while the coin’s 3-year performance is -97.15%. Once EXP starts trading with any fiat currency we will display the pairs here. The platform will now create <a href="https://cryptolisting.org/coin/cgld/trade">cgld</a> a QR code along with an address so that you can send the cryptocurrency. So you need to go to your wallet and then transfer the currency to your custom-generated address that the YoBit platform created for you.</p>
<h2>Where to Buy, Sell Expanse</h2>
<p>You can add your existing currencies or add new currencies by buying them from the third-party wallet that you have. So click on the crypto that you want to top up and select the “+” button under the Deposit tab. View the total and circulating supply of Expanse, including details on how the supplies are calculated. To check Expanse&#8217;s price live in the fiat currency of your choice, you can use Crypto.com&#8217;s converter feature in the top-right corner of this page. After 7 years in the blockchain world we have learned a lot about our community and its needs, today we are growing in Latin America along with this new great trend. XIP 5 achieves this goal by eliminating a costly mechanism known as the DAG.</p>
<p>An overview showing the statistics of Expanse, such as the base and quote currency, the rank, and trading volume. If you are new to crypto, use the Crypto.com University and our Help Center to learn how to start buying Bitcoin, Ethereum, and other cryptocurrencies. Expanse Project has created a blockchain instrument which is similar to conventional financial bonds. The blockchain asset, EXP.BOND is part of the newly launched reward system called Expanse Bond System (EBS). MetaMask is one of the most popular software wallets that is available to crypto users across the world.</p>
<h2>Epic Growth Opportunity? Passive Income Token $SCORP Remains Under the Radar Despite Growing Presale Numbers.</h2>
<p>In addition to the simple moving average (SMA), traders also use another type of moving average called the exponential moving average (EMA). The EMA gives more weight to more recent prices, and therefore reacts more quickly to recent price action. Trading and investing in digital assets is highly speculative and comes with many risks.</p>
<ul>
<li>Some charts will use hollow and filled candlestick bodies instead of colors to represent the same thing.</li>
<li>Analyzing Reddit stats can provide valuable insights into the community&#8217;s sentiment and engagement with a particular cryptocurrency.</li>
<li>Traditionally, bonds are investment tools used by companies and governments to raise capital.</li>
<li>Come build your next project on the Expanse blockchain, the first stable fork of Ethereum.</li>
<li>But to connect MetaMask to the Expanse Network(EXP) DApps, certain settings need to be changed so that the wallet is focused on the nodes of the Expanse Network(EXP) network.</li>
</ul>
<p>As mentioned earlier, MetaMask is used to connect with the Ethereum blockchain. But to connect MetaMask to the Expanse Network(EXP) DApps, certain settings need to be changed so that the wallet is focused on the nodes of the Expanse Network(EXP) network. The price of the coin goes down in order to keep the real cost of the gas same.</p>
]]></content:encoded>
					
		
		
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		<item>
		<title>What Do You Meme? Core Game the Hilarious Adult Party Game for Meme Lovers Nsfw Edition Card Game</title>
		<link>https://www.rafaekiko.pt/what-do-you-meme-core-game-the-hilarious-adult/</link>
		
		<dc:creator><![CDATA[Carmen Santana]]></dc:creator>
		<pubDate>Mon, 26 Sep 2022 10:42:17 +0000</pubDate>
				<category><![CDATA[Cryptocurrency News]]></category>
		<guid isPermaLink="false">https://www.rafaekiko.pt/?p=3875</guid>

					<description><![CDATA[Contents Memetic lifecycle: transmission, retention More tips for making memes Dawkins Architectural memes Online Meme Generator for Modern Creators Although]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;margin-bottom: 1em;padding: 1em;width: 350px">
<p class="toctitle" style="font-weight: 700;text-align: center">Contents</p>
<ul class="toc_list">
<li><a href="#toc-0">Memetic lifecycle: transmission, retention</a></li>
<li><a href="#toc-1">More tips for making memes</a></li>
<li><a href="#toc-2">Dawkins</a></li>
<li><a href="#toc-3">Architectural memes</a></li>
<li><a href="#toc-4">Online Meme Generator for Modern Creators</a></li>
</ul>
</div>
<p>Although religious memes have proliferated in human cultures, the modern scientific community has been relatively resistant to religious belief. Using a memetic approach, Robertson deconstructed two attempts to privilege religiously held spirituality in scientific discourse. Advantages of a memetic approach as compared to more traditional &#8220;modernization&#8221; and &#8220;supply side&#8221; theses in  understanding the evolution and propagation of religion were explored.</p>
<p>Make sure the font is readable against the background. Generally, it&#8217;s best to stick with black or white letters. If you have the option, use a white letters with a black outline. This tool should be in every social media account managers&#8217; bookmark list.</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://coinbreakingnews.info/wp-content/uploads/image-iHCPdh72kcWeSlmN.jpg" width="302px" alt="do it meme" /></p>
<p>After hearing the scenario, you must then pick one of your 7 meme cards from your hand as a reaction to the scenario, and place the card face down onto the table. Use the text tool add text that is centered at the top or bottom of the image. Pairing a tame image with explicit text sets up the meme for a bizarre, nonsensical contrast. This type of absurdity is often the nature of viral memes.For example, combining an image of a kitten with profanity-laced humor is a good way to evoke an absurd tone.</p>
<h2 id="toc-0">Memetic lifecycle: transmission, retention</h2>
<p>Shia LaBeouf&#8217;s Intense Motivational Speech is a video featuring actor Shia LaBeouf intensely shouting inspirational messages to the camera while gesturing bizarrely. The clip, filmed in front of a green screen, inspired numerous parodies, remixes and reaction videos. It’s safe to say that memes have taken over the internet, and they continue to evolve each day. From simple pictures with little editing to elaborate Photoshopped images, memes come in all shapes and sizes.</p>
<ul>
<li>The clip, filmed in front of a green screen, inspired numerous parodies, remixes and reaction videos.</li>
<li>I blow my team away with how fast and efficiently I can edit and turnaround video projects.</li>
<li>Get inspired by hundreds of trendy video templates made to unleash your creativity.</li>
<li>With Kapwing&#8217;s smart background removal tool, you can isolate people from the background of a video for free, without a green screen.</li>
</ul>
<p>Our mission is to produce engaging articles like reviews, tips and tricks, game rules, strategies, etc. If you like the content of a board game on this site, please consider to buy the game. Click or tap one of the colored swatches to select a color for your font.</p>
<p>Cultural memes will have the characteristic of Lamarckian inheritance when a host aspires to replicate the given meme through inference rather than by exactly copying it. Susan Blackmore distinguishes the difference between the two modes of inheritance in the evolution of memes, characterizing the Darwinian mode as &#8220;copying the instructions&#8221; and the Lamarckian as &#8220;copying the product.&#8221; Some commentators have likened the transmission of memes to the spread of contagions. Social contagions such as fads, hysteria, copycat crime, and copycat suicide exemplify memes seen as the contagious imitation of ideas. Observers distinguish the contagious imitation of memes from instinctively contagious phenomena such as yawning and laughing, which they consider innate behaviors.</p>
<h2 id="toc-1">More tips for making memes</h2>
<p>There is no guarantee that any of these stocks, or other meme stocks to come, will generate returns. Many meme stock followers are willing to take the bet. But it’s not ETFs that have dragged the theme into notoriety. BUZZ simply holds the stocks that are buzzing on social media.</p>
<p>In most photo editor apps, the Text tool resembles the letter &#8220;T&#8221; or the letter &#8220;A&#8221;. Click or tap the text tool and then tap where you want the text to go. Generally, you&#8217;ll want to center the text at the top and/or <a href="https://bitcoin-mining.biz/bitcoin-casino-free-bitcoins/">bitcoin casino free bitcoins</a> bottom. Keep your text short and simple.On iPhone and iPad, tap the plus icon (+) at the bottom of the screen and tap Text to access the text tool. Tap the text box and then tap Edit to edit the text in the box.</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://coinbreakingnews.info/wp-content/uploads/image-OPSYMBJw2snZuAqj.jpg" width="305px" alt="do it meme" /></p>
<p>Memes for which stable copying methods are available will inevitably get selected for survival more often than those which can only have unstable mutations, therefore going extinct. The discipline of memetics, which dates from the mid-1980s, provides an approach to evolutionary models of cultural information <a href="https://topbitcoinnews.org/crypto-vip-signal-telegram-crypto-vip-access/">crypto vip signals telegram</a> transfer based on the concept of the meme. Memeticists have proposed that just as memes function analogously to genes, memetics functions analogously to genetics. Memetics attempts to apply conventional scientific methods to explain existing patterns and transmission of cultural ideas.</p>
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<p>Sometimes, the difference between giving up and pushing on is just one encouraging word from a friend or a family member. If you are not receiving newsletters, please check your spam folder. <a href="https://coinbreakingnews.info/cyberghost-vs-private-internet-access-vs-avira/">cyberghost vs pia</a> When you save a video, you have the more permanent option to post it on sites like Reddit, YouTube, Facebook, and Twitter. For quality, you can  choose between Normal and High .</p>
<h2 id="toc-2">Dawkins</h2>
<p>Proponents theorize that memes are a viral phenomenon that may evolve by natural selection in a manner analogous to that of biological evolution. Memes do this through the processes of variation, mutation, competition, and inheritance, each of which influences a meme&#8217;s reproductive success. Memes spread through the behavior that they generate in their hosts. Memes that propagate less prolifically may become extinct, while others may survive, spread, and mutate.</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://coinbreakingnews.info/wp-content/uploads/image-WeoV1ha0SwLXuf5t-300x197.png" width="303px" alt="do it meme" /></p>
<p>Kapwing&#8217;s editor will work in the web browser on any device. Oftentimes, meme stocks boil down to a particular influencer or community . Taking any particular advice as scripture comes with its own set of risks. Because meme stocks depend on social popularity rather than company performance, they have their own set of risks and rewards.</p>
<p>Kapwing is cloud based, which means your videos are wherever you are. Use it on any device and access your content anywhere in the world. Automatically subtitle and translate videos with our AI-powered Subtitler tool. Caption your videos in seconds, so that no viewers get left behind. Supercharge your editing workflow with our powerful online tools. In A Theory of Architecture, Nikos Salingaros speaks of memes as &#8220;freely propagating clusters of information&#8221; which can be beneficial or harmful.</p>
<h2 id="toc-3">Architectural memes</h2>
<p>An example of absurd meme humor is the practice of using bass drops or distorted sound to emphasize a moment in a video. Make your content pop with image overlays, emojis, progress bars, and audio waveforms. Then simply resize and position them to customize your project. With unlimited overlays, the possibilities are endless. Edit the length of your video clip by dragging the timeline handles or by using the Split tool. It’s never been easier to cut out silences, rearrange clips, or adjust the length of your audio to fit your video.</p>
<p>This project had each student in class write a short script for LaBeouf to perform, lasting no more than 100 words, with an emphasis on strong emotion. LaBeouf actually did thirty of these performances, some involving different stunts or props. The Just Do It segment that went viral was written by student Joshua Parker, who intended it as a mockery of the corporate health and fitness industry, specifically targeting one of its most famous slogans, Nike’s Just Do It. On the web, Homer&#8217;s family memorabilia has since been parodied many times as a way to commemorate a loved one, either real or fictional. What does it mean to express your feelings, attitudes, and even politics through memes?</p>
<p>Memes can be ruthless in their humor, and the meme community is often no different. If you choose to contribute to the meme community, be prepared to see harsh, inappropriate, and/or offensive content on a routine basis. Take the time to really think about a funny idea for a meme. You can brainstorm ideas, or one might randomly pop into your head. Don&#8217;t try to make a meme when you don&#8217;t have a good joke in store.</p>
<p>Oring suggests that the problem with memes as a whole is that they cannot be &#8220;precisely specified&#8221;. For instance, the possibility that ideas were subject to the same pressures of evolution as were biological attributes was discussed in the time of Charles Darwin. Although Richard Dawkins invented the term meme and developed meme theory, he has not claimed that the idea was entirely novel, and there have been other expressions for similar ideas in the past. The word meme itself is a neologism coined by Richard Dawkins, originating from his 1976 book The Selfish Gene.</p>
<h2 id="toc-5">Guest Ratings &amp; Reviews</h2>
<p>Examples of memes given in Dawkins&#8217; book include melodies, catchphrases, fashion, and the technology of building arches. The word &#8216;meme&#8217; is autological in nature, meaning it&#8217;s a word that describes itself; in other words, the word &#8216;meme&#8217; is itself a meme. User Mike Mohamed uploaded a video to YouTube titled &#8220;Shia LaBeouf delivers the most intense motivational speech of all-time&#8221; on May 27, 2015, accumulating more than 1.4 million views in its first five days online. This article was co-authored by wikiHow staff writer, Travis Boylls. Travis Boylls is a Technology Writer and Editor for wikiHow.</p>
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		<title>Buy Bitcoin with Credit Card or Debit Card Bitcoin com</title>
		<link>https://www.rafaekiko.pt/buy-bitcoin-with-credit-card-or-debit-card-bitcoin/</link>
		
		<dc:creator><![CDATA[Carmen Santana]]></dc:creator>
		<pubDate>Fri, 19 Aug 2022 12:22:42 +0000</pubDate>
				<category><![CDATA[Cryptocurrency News]]></category>
		<guid isPermaLink="false">https://www.rafaekiko.pt/?p=3883</guid>

					<description><![CDATA[Contents Explore other cryptocurrencies What is Bitcoin (BTC)? Use any wallet Benefits of buying cryptocurrency with BitPay App Privacy The]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;margin-bottom: 1em;padding: 1em;width: 350px">
<p class="toctitle" style="font-weight: 700;text-align: center">Contents</p>
<ul class="toc_list">
<li><a href="#toc-0">Explore other cryptocurrencies</a></li>
<li><a href="#toc-1">What is Bitcoin (BTC)?</a></li>
<li><a href="#toc-2">Use any wallet</a></li>
<li><a href="#toc-3">Benefits of buying cryptocurrency with BitPay</a></li>
<li><a href="#toc-5">App Privacy</a></li>
</ul>
</div>
<p>The fee per trade is a function of the dollar amount of the trade. Bitcoin and other cryptocurrency investments are NOT protected by insurance from the Securities Investor Protection Corporation . At regular brokerages, the agency protects against the loss of securities and cash in brokerage accounts containing up to $500,000, with a $250,000 cash limit. In contrast, you can trade more than 100 cryptocurrencies on Coinbase, and as of 2022, traditional brokers like Fidelity Investments plan to include bitcoin investing for 401 accounts.</p>
<ul>
<li>This makes sure your freshly bought bitcoin is kept secure and in your control from the moment you finished the purchase.</li>
<li>Most exchanges set a minimum order, which is usually pretty low — such as Coinbase’s minimum of $2 — so you should be fine with $20.</li>
<li>Michael earned an undergraduate degree in economics at the University of California, Berkeley.</li>
<li>It is based on an open-source technology and operates with no central authority.</li>
</ul>
<p>This is true for any purchase, but when you do it online you can copy the address over, rather than writing it down and typing it manually. Bitcoin rewards credit cards function like a typical rewards credit card except they offer rewards in the form of bitcoin like the BlockFi Bitcoin Rewards Credit Card. Cold wallets are the most secure way to store your bitcoin or other cryptocurrencies. Hot wallets are best for small amounts of cryptocurrency or cryptocurrency that are actively trading on an exchange and used like a checking account.</p>
<h2 id="toc-0">Explore other cryptocurrencies</h2>
<p>Strong passwords, two-factor authentication, and safe Internet browsing should be considered minimum requirements. The process is largely the same as setting up a typical brokerage account. Popular exchanges in the United States are not decentralized and follow laws that require users to submit identifying documentation. These exchanges include names like Coinbase, Kraken, Gemini, and Binance which offer Bitcoin and a growing number of altcoins.</p>
<p>However, in-store contactless purchases are still not available through this method. The right cryptocurrency exchange for you will strike an ideal balance between fees, security, and trading options. That’s why it’s important to determine what you want out of an exchange before you dive in. But if you aren’t sure exactly what you want, eToro is our choice for the best place for beginners to start. In addition, CoinMama is our pick for the best place for instant purchases of Bitcoin, while Bisq offers the most privacy.</p>
<h2 id="toc-1">What is Bitcoin (BTC)?</h2>
<p>Login to the Coinbase account on the website or app using a device supporting Apple Pay. When you run a bitcoin miner, you can effectively create your own bitcoin if you win the race and <a href="https://bitcoin-mining.biz/css-custom-li-list-style-with-font-awesome-icon/">css Custom li list-style with font-awesome icon</a> get paid the transaction fee. To improve your chances, you can join a pool with other miners. However, be aware that mining is power-intensive and could cost you more than it makes you.</p>
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width="301px" alt="buy bitcoin" /></p>
<p>Buy Bitcoin directly from other users with Binance’s peer-to-peer service. If you are a new user, this is the easiest option to purchase Bitcoin . Completing the CAPTCHA proves to us that you’re a human and gives you access to our platform. You have complete control over  your crypto and keys when you store with BitPay. The basics of Bitcoin, Ethereum and other cryptocurrencies in simple, bite-sized explainers – jargon-free.</p>
<h2 id="toc-2">Use any wallet</h2>
<p>The history of transactions made on the blockchain is transparent but identifying user information is not. On the Bitcoin blockchain, only a user&#8217;s public key appears next to a transaction, making transactions confidential but not anonymous. Individuals can create multiple public addresses and distribute their collection of Bitcoin over many addresses. A good strategy is to keep significant investments at public addresses that are not directly connected to those used in transactions. Adam Hayes, Ph.D., CFA, is a financial writer with 15+ years Wall Street experience as a derivatives trader.</p>
<p>At most exchanges, you can connect your bank account directly or you can connect a debit or credit card. Bitcoin is legal in the United States, but some banks may question or even stop deposits to crypto-related sites or exchanges. Simply enter your credit card details as a payment method and complete the transaction as you would any other payment method. Even if you don’t have a credit card, you can still buy crypto with a debit card through BitPay. Moreover, purchasing crypto through MetaMask allows users to use it across different decentralized applications and Web3 services where MetaMask is available.</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://coinbreakingnews.info/wp-content/uploads/image-iHCPdh72kcWeSlmN.jpg" width="306px" alt="buy bitcoin" /></p>
<p>There is a withdrawal limit of 2 BTC for unverified accounts which gets lifted once you go through KYC procedure. Simplex charges 3.5 percent of a transaction with a $10 minimum . The daily limit is $20,000 per user, while the monthly max is $50,000 per user. Since Binance main platform used to be crypto only where you could do deposits in any of the 150+ supported coins.</p>
<h2 id="toc-3">Benefits of buying cryptocurrency with BitPay</h2>
<p>As long as your cryptocurrency wallet can hold it, you can trade it. So read on and learn the easy steps for how to buy bitcoin. Each of these steps requires research and a careful assessment of the pros and cons of each service. Bitcoin is available at Bitcoin ATMs or from payment services like PayPal and mainstream brokerages like Robinhood. American Express users will pay the current cash advance fee for such transactions plus an annual percentage fee of 25%.</p>
<h2 id="toc-4">Low fees</h2>
<p>MetaMask, the Ethereum cryptocurrency wallet provider, also now allows users to purchase cryptocurrencies via Apple Pay. Since this is not an integration with Apple directly, MetaMask users are redirected to Wyre, allowing them to make the payment via credit/debit card or through Apple Pay. Wyre is a cryptocurrency exchange that offers crypto to fiat via API and integrates with Apple Pay. Now that you’ve got a cryptocurrency exchange account to make your bitcoin purchases and a wallet to keep your digital currency safe, you’re all set up to start trading bitcoin.</p>
<p>You can check these data points to find the best moments to purchase and sell BTC. You can also place a market order on the spot market, and it will be filled instantly. We  have gathered advanced trading tools and implemented proprietary software that ensures our customers can trade bitcoin with high liquidity and tight spreads.</p>
<p>This isn’t something that you need to rush, but after you’ve got the right exchange and wallet, you can start trading. Coinme is a digital currency exchange and mobile app that allows users to buy and sell cryptocurrency through ATM kiosks and MoneyGram <a href="https://crypto-trading.info/">https://crypto-trading.info/</a> locations. You can sell bitcoin at the same venues where you purchased the cryptocurrency, such as cryptocurrency exchanges and P2P platforms. Typically, the process of selling bitcoin on these platforms is similar to the process for purchasing it.</p>
<p>Bitcoin&#8217;s price has appreciated dramatically at times, not every person who has bought it has gotten a piece of those gains. The investing information provided on this page is for educational purposes only. NerdWallet does not offer advisory or brokerage services, nor does it recommend or advise investors to buy or sell particular stocks, securities or other investments.</p>
<p>Despite PayPal shielding some of your bank account details from the exchange and vice versa, it has access to all of that information itself. Ultimately, if you want to keep your personal data safe from everyone, <a href="https://cryptominer.services/home-simplebar-custom-scrollbars-made-simple/">Home SimpleBar Custom scrollbars made simple</a> you can’t have a third-party provider handling your cash. So, if you’re big on privacy and want to hide as much of your life as possible, buying bitcoin for your digital purchases might be worthwhile.</p>
<p>Binance App &#8211; Trading Bitcoin and Cryptocurrencies with ease using our crypto app. Set price alerts with a single tap to stay up to date on the latest prices and trends. Personalized access control allows you to restrict devices and addresses that can access your account, for greater ease of mind. Litecoin , and other cryptocurrencies, depending on ATM providers.</p>
<p>However, when most people talk about a cold wallet, they’re specifically referring to digital wallets. More specifically, hot wallets are normally apps or web pages that access your information over the internet to allow you to deposit or withdraw bitcoin. Since you’re already connected, using these online wallets takes little more than a few clicks.</p>
<p>Luckily, there is one clear distinction between the two types. Hot wallets are always connected to the internet, while cold wallets are not. Most bitcoin transactions come with a small fee, so check these before buying anything. Bitcoin has drawn plenty of attention since its first sharp rise in 2017.</p>
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		<item>
		<title>Decoding Ragnarok Online Invasion $44K Exploit QuillAudits QuillHash</title>
		<link>https://www.rafaekiko.pt/decoding-ragnarok-online-invasion-44k-exploit/</link>
		
		<dc:creator><![CDATA[Carmen Santana]]></dc:creator>
		<pubDate>Mon, 10 Aug 2020 07:34:36 +0000</pubDate>
				<category><![CDATA[Cryptocurrency News]]></category>
		<guid isPermaLink="false">https://www.rafaekiko.pt/?p=5705</guid>

					<description><![CDATA[Don&#8217;t forget to to encourage your community for rank, rate, review and vote to your project. CryptoGround.com is an independent]]></description>
										<content:encoded><![CDATA[<p><img class='wp-post-image' style='margin-left:auto;margin-right:auto' src="https://www.cryptocompare.com//media/37746251/btc.png" width="309px" alt="$roi coin" /></p>
<p>Don&#8217;t forget to to encourage your community for rank,  rate, review and vote to your project. CryptoGround.com is an independent publishing house that provides Cryptocurrency &amp; Blockchain Technology News. It is a News Media Platform which serves its audience with accurate News and Analytical Articles. Our team is committed to providing unbiased News &amp; Reports related to various Cryptocurrencies, Decentralized Apps, Initial Coin Offerings (ICOs) and Blockchain technology. Investors should conduct their own research and analysis before making any investment decisions.</p>
<p>The one clear thing is that blockchain technology may stay around for a while. Now that you know how to buy penny cryptocurrencies in 2021, you have enough information. Penny cryptocurrencies allow you to invest in new projects, diversify your portfolio and earn returns that sometimes exceed 100%. You can save time by automating your trades when using crypto robots to trade, and you will earn passive income as a result. There are several crypto trading platforms where you can purchase penny cryptos from individuals and purchase an initial coin offering (ISO).</p>
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" width="305px" alt="$roi coin" /></p>
<p>Transparent mining and anonymous transactions are also possible with Ren, like with WhaleCoin. It is easy to purchase Ren on Cryptopia because the exchange offers it. It aims to facilitate asset trades across platforms by providing a decentralized exchange aggregator. Since July, the Ren coin has only been around, so it wasn’t as long as WhaleCoin, but it may even be a penny cryptocurrency that can make you rich in 2022.</p>
<h2>Before investing in penny crypto!</h2>
<p>Today’s price of most cryptos is almost ten times what they were in 2017 when you could pick them up for pennies. As a result, penny crypto will cost <a href="https://cryptolisting.org/coin/ass">ass crypto</a> less than $1 per unit to be worth approximately $10 in the coming year. These penny cryptocurrencies have made many crypto enthusiasts millionaires.</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://study.com/cimages/videopreview/videopreview-full/screen_shot_2013-01-16_at_6.13.59_pm_107372.jpg" width="304px" alt="$roi coin" /></p>
<p>A market capitalization of approximately $1.2 billion places it as 87th most valuable cryptocurrency globally. According to a current exchange rate of $0.8102, BAT is currently trading within this range. Before diving into the best penny cryptocurrencies in 2021, let’s discuss factors to consider before investing in them. New cryptocurrency projects choose our website to list before CoinGecko, Coinmarketcap, decentralized exchanges and centralized exchanges. Would like to know the latest Ragnarok Online Invasion price?</p>
<h2>What is the price of Ragnarok Online Invasion ($ROI) today?</h2>
<p>Cryptocurrencies and Digital tokens are highly volatile, conduct your own research before making any investment decisions. Some of the posts on this website are guest posts or paid posts that are not written by our authors and the views expressed in them do not reflect the views of this website. Herald Sheets is not responsible for the content, accuracy, quality, advertising, products or any other content posted on the site. It is a fundamental principle of the cryptocurrency industry. Consequently, it is hard to gauge intentions regarding the project as it is hard to measure who is working behind the scenes.</p>
<ul>
<li>These projects also often skip the audit stage, causing them to be deemed scams and causing investors to lose money.</li>
<li>It is easy to purchase Ren on Cryptopia because the exchange offers it.</li>
<li>However, history tells us that cryptocurrencies will multiply slower as the cryptocurrency markets grow.</li>
<li>Investing in tiny amounts is the best way to get started, regardless of your risk tolerance.</li>
<li>It is also worth noting that bitcoin has fallen by 48% compared to its April high of Rs 50 lakhs.</li>
</ul>
<p>You can never be particular with 100% accuracy which penny cryptocurrencies are the best to purchase in 2021. However, history tells us that cryptocurrencies will multiply slower as the cryptocurrency markets grow. Additionally, we may see some cryptocurrencies disappear within the next couple of years. As to the possibility that Inch will be a profitable penny cryptocurrency in 2022, it’s just another penny cryptocurrency out there. There are a lot of opportunities to profit from penny cryptos like these (I wouldn’t bet against them), although it may not make you rich. According to investors, dividend cryptocurrencies that pay the best dividends are usually under $1.</p>
<p><img src="https://s.w.org/images/core/emoji/13.0.1/72x72/26a0.png" alt="⚠" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Trading cryptocurrencies involves risk, and may not be suitable for all investors. A severe lack of credible information plagues the crypto market. Social media is primarily relied upon by investors for unsubstantiated information. In addition to its excellent network, BAT also provides prompt responsiveness to the community, allowing it  to improve over time constantly. Also, they ensure that their users’ privacy and security are protected; they will see their advertisements and get the assistance they need. Bloom creates a new identity based on verified transactions instead of using outdated FICO ratings or spending patterns over time.</p>
<h2>ROI Inu FAQ</h2>
<p>The vast majority of developers of penny cryptocurrencies use pseudonyms to remain anonymous. After listing, crypto investors can observe your project and vote it and rate for the project. Ragnarok Online Invasion is a decentralized financial payment network that rebuilds the traditional payment stack on the blockchain. As of December 2020, the network has transacted an estimated $299 billion for over 2 million users. This helps you measure the return on investment (ROI) of Royal Kingdom Coin (RKC) .</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.offervault.com/affiliate-program-preview/12233232/snapvite-soi-responsive-fr.jpg" width="306px" alt="$roi coin" /></p>
<p>Cryptocurrencies that were previously valuable but have taken a dip in price because of market conditions are called fallen cryptos. Coinranking is one of the best section of the coinsooner.com. Our visitors can review and rate attention-grabbing projects. An outstanding team of developers and Mozilla co-founders are behind BAT. By targeting three different stakeholders – advertisers, publishers, and users – the BAT project aim to alter how advertising is done radically.</p>
<h2>Holders Trend</h2>
<p>Our visitors can see these detailed infos and decide the best crypto to invest. We are the best cryptocurrency listing and ranking website. After submission,<br />
your cryptocurrency project will be listed on our platform as soon as possible. This Royal Kingdom Coin Profit Calculator uses a simple mathematical principal to calculate the ROI of Royal Kingdom Coin. It fetches the historical Royal Kingdom Coin price from the database and compares with current Royal Kingdom Coin Price and calculate the profit or loss made on it.</p>
<p>For the first time ever, anyone can send or receive any amount of money with anyone else, anywhere on the planet, conveniently and without restriction. Our mission as an official partner of Bitcoin Foundation is to help you enter and better understand the world of #1 cryptocurrency and avoid any issues you may encounter. Get it on PC or Mobile to create, send and receive bitcoins. Now, the attacker swaps $ROI tokens for $BUSD, and then finally swaps $BUSD for $BNB tokens.</p>
<p>In addition to ensuring anonymity through Blockchain, BloomIQ allows participants to assess their earning potential. Users can exchange assets from one platform to another more easily using this decentralized exchange aggregator. You can even access it on Gemini, which has one of the strictest restrictions in the world. If the project founder pulls the rug from underneath investors, it drains their money and causes investors to lose interest. Throughout the 2021 bubble, many projects pulled the rug from underneath investors. SushiSwap was the only one that survived the exit scam after many other projects were destroyed.</p>
<p>Ragnarok Online Invasion ($ROI) is a cryptocurrency, deployed on Binance Smart Chain(BSC BEP-20). It is a token created to characterize the GameFi or NFT video game called “Ragnarok Online”. Trading volume of Ragnarok Online Invasion ($ROI) in the last 24h was $N/A, which is approximately 0.00% of its current market cap. ROI Inu has 355 members on the @roi_inu Telegram channel, which is 1.43% more than 30 days ago.</p>
<p>There are many different ways to track altcoins, including market capitalization and other factors. On the 8th of September, 2022, Ragnarok Online Invasion($ROI) was attacked. The cause of the attack was a typical access control vulnerability of ownership transfer function. Around 158 BNB (44,222.5 BUSD) was stolen by the hackers in this attack.</p>
<p>Here is it as well as other useful data about this kind of cryptocurrency. At TheBitTimes.Com, we collect and provide any valuable content on it such as 1 $ROI to USD so that you could make a favorable investment and have a positive result. Our young and dynamic team is comprised of well-known journalists as well as Cryptocurrency &amp; Blockchain Experts. With a strong background in finance and technology, Nathan&#8217;s expertise shines through in his well-researched articles and thought-provoking analysis. He holds a degree in Economics from the University of Chicago, and his passion for cryptocurrency drives him to stay up-to-date with the latest industry trends and developments. HeraldSheets.com produces top quality content for crypto companies.</p>
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