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		<title>THIS is how to close a Capital One account in the U S.</title>
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				<pubDate>Wed, 28 Sep 2022 10:50:04 +0000</pubDate>
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				<description><![CDATA[<p>ContentHow Much You Can Save With a Balance TransferCan I deposit cash into my Capital One 360 account? Your child can earn 0.30% APY with a kids savings account, and the rate will jump up to the regular interest rate once they turn 18. Kids get a debit card in their name and get full [...]</p>
<p>O post <a rel="nofollow" href="https://fmarck.com.br/this-is-how-to-close-a-capital-one-account-in-the/">THIS is how to close a Capital One account in the U S.</a> apareceu primeiro em <a rel="nofollow" href="https://fmarck.com.br">Fmarck Sites e Comunicação</a>.</p>
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								<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">How Much You Can Save With a Balance Transfer</a></li>
<li><a href="#toc-1">Can I deposit cash into my Capital One 360 account?</a></li>
</ul>
</div>
<p>Your child can earn 0.30% APY with a kids savings account, and the rate will jump up to the regular interest rate once they turn 18. Kids get a debit card in their name and get full access and control on the account. Through the app, they can check their balance, set goals, allocate money for spending or saving, deposit checks, set up direct deposit and receive text alerts. The Capital One 360 suite of bank accounts offers mobile-friendly, fee-free banking, with the added convenience of a smattering of physical locations around the country. The department facilitates wire transfers and ACH payments on behalf <a href="https://www.beaxy.com/market/btc/">https://www.beaxy.com/market/btc/</a> of various university constituents. Treasury Operations also works on various projects to ensure the efficiency and effectiveness of cash policies. If you apply for a new credit card to carry out a balance transfer, you may expect a hard credit inquiry and a slight dip in your credit score. The same is also true if you close your old credit card account. Capital One lets you transfer debt from credit cards, personal loans, car loans and student loans, provided they are issued by other creditors. Getting on a debt management plan might work well for you if you&#8217;re going through tough financial times.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr"><a href="http://t.co/oGtlh8QnMd">http://t.co/oGtlh8QnMd</a> Capital one incoming wire transfer fee</p>
<p>&mdash; Торопов Виктор (@tvv371) <a href="https://twitter.com/tvv371/status/379589611053273088?ref_src=twsrc%5Etfw">September 16, 2013</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>An ACH transfer is often referred to by more recognizable names like direct deposit, direct debit, auto-pay, Electronic Funds Transfers , and the generic term “bank transfer”. The ACH system is also the underlying technology behind most peer-to-peer transfers made through services like Venmo, PayPal, Cash App, and Zelle. In this blog we&#8217;ll look at the various ways in which to transfer funds, and highlight the key differences between each payment processing method. Let&#8217;s start with the two most common ways to carry out a money transfer, and define what they are &#8211; ACH and Wire Transfer. Digital Banking Agreement– This agreement governs banking transactions using DCU’s online or mobile banking services. Schedule of Fees and Service Charges– Fees for wire transfers are outlined. Direct Deposit– It&#8217;s fast, safe, easy, and it&#8217;s one of your tickets to many money saving benefits when you direct deposit your net pay, Social Security, or pension to your DCU checking account. Move money between your DCU accounts and accounts you own at other financial institutions – either as a one-time transaction or on a recurring basis.</p>
<h2 id="toc-0">How Much You Can Save With a Balance Transfer</h2>
<p>Access your online banking balances and transactions directly through your Quicken software. You can also use the software to pay bills and make transfers. Access your online banking balances and transactions directly through your QuickBooks software. For online orders of cashier’s checks to be delivered to an address in the U.S., there will be an $8 delivery charge in addition to the $10 Wells Fargo fee. Please allow up to 3 business days for delivery to Alaska and Hawaii.</p>
<ul>
<li>They offer financial services that focus on optimizing financial products through the use of technology and are not directly insured by the FDIC.</li>
<li>So, it’s important that you understand the ins-and-outs of the process, plus the different ways you can transfer funds across the globe.</li>
<li>Police and paramedics are trained to carry and administer naloxone to combat a crisis that’s killing more people than the AIDS epidemic at its peak.</li>
<li>From 2009 to 2015, the University of Maryland Terrapins football team played at Capital One Field at Maryland Stadium , a naming-rights deal inherited in the bank&#8217;s acquisition of Chevy Chase Bank.</li>
<li>This is what puts Capital One’s secured card holders at greatest risk after the breach.</li>
</ul>
<p>An exchange rate shows how much one currency is worth in another currency. Nearly all banks skew the published exchange rate for a profit, and they aren’t always forthcoming about the margin they add. You may need to call your bank or initiate a transfer online to see the best exchange rate offered. $35 to $65 for sending money to an overseas bank account — if it’s offered at all. Whether you open an IRA through Capital One Investing or Capital One 360, you will have much of the same opportunities.</p>
<h2 id="toc-1">Can I deposit cash into my Capital One 360 account?</h2>
<p>Using this card during your international travels is perfect because it comes with no foreign transaction fees. No annual fees keep your  costs to a minimum, as does not having to pay any international transaction fees. People who plan to get new Capital One balance transfer cards need to wait for their card applications to be approved before they may begin the balance transfer process. Remember that those with excellent credit stand to get the best ongoing APRs. Once you get your new card, you may initiate the balance transfer process online or by calling the number on the back of your card.</p>
<p>For tech companies and startups looking for a fee-free digital-only bank with powerful banking tools, Mercury is a great choice. Its checking and savings accounts have no monthly fees, no transaction limits, and no minimum deposit or balance requirements. When seeking the best free business checking account, you should consider one that either has no monthly fee or an easily waivable monthly fee. Free business checking accounts are offered by both traditional brick-and-mortar and digital-only banks. Some provide full-service banking products while others specialize in business checking products. Depending on your business needs, one of the banks on this list can provide you with an outstanding option. One thing that’s obvious is that online banks may offer a better deal on wire transfer fees compared to some brick-and-mortar banks. At the low end, you’ll pay $15 for a domestic Wells Fargo wire transfer fee or a domestic Chase Bank wire transfer fee. But if you wire money to another bank in the U.S. with Ally or Discover Bank, no wire transfer fee applies.</p>
<p>In contrast, ACH debit transactions must be processed by the next business day. These timelines are based on rules from the National Automated Clearing House Association, or NACHA, the trade group that oversees the network. Upon receiving the money, a bank or credit union might also hold these transferred funds for a period of time, so the total delivery time from one bank to another varies. There’s no foreign transaction fee for purchases you make abroad with this card.</p>
<p>Not all people are good at managing banking operations online, and this may prompt them to stop having one altogether. The Business Advantage Relationship Banking costs $29.95, which can also be waived if the average monthly balance is over $15,000. Axos’ Business Interest Checking account earns 1.01% APY on balances up to $50,000 — the highest of all the interest earning accounts on our list. Other perks include check scanning equipment for desktop deposits and merchant processing services. She holds a BA in Foreign Languages majoring in French, from the University of Puerto Rico. In-depth research determine where and how companies may appear. Since 2004, CreditCards.com has worked to break down the barriers that stand between you and your perfect credit card. Our team is made up of diverse individuals with a wide range of expertise and complementary backgrounds. From industry experts to data analysts and, of course, credit card users, we’re well-positioned to give you the best advice and up-to-date information about the credit card universe. Capital One’s new travel booking platform is incredibly straightforward and offers excellent price prediction and protection tools.</p>
<h2 id="toc-3">When To Use Mercury Business Checking</h2>
<p>Read more about <a href="https://www.beaxy.com/exchange/btc-usd/">btc to dollar calculator</a> here. Without being limited to your local bank, a lot of new options open up for an online checking account  for your banking needs. What&#8217;s the best checking account to open online in the U.S. though?. Below, we&#8217;ll break down seven of the best options for banks with online checking accounts. Capital One doesn&#8217;t charge foreign transaction fees, making it a great option for regular travelers.</p>
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<h2>Can someone steal money from Zelle?</h2>
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<p>TAMPA, Fla. (WFLA) &#x2013; The popular peer-to-peer money transfer system, Zelle, is under fire as fraud cases explode and consumers across the country lose millions. Zelle, owned by major banks, is embedded into many online accounts.</p>
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</div>
<p>Evaluate Capital One pros and cons to determine whether banking with the company is right for you. This is a standardized code that allows for the identification of foreign accounts across countries. For European Union nations the IBAN may be as long as 27 characters; outside the European Union, the IBAN code can be as long as 34 characters. Please contact the beneficiary of the wire to determine the correct IBAN code. Banking products and services are provided by Morgan Stanley Private Bank, National Association, Member FDIC.</p>
<p>ACH then uses its secure channels to complete the transaction. This procedure is very similar to the process employers use for direct payroll deposits and that financial institutions use for automated payments on loans and mortgages. When you send or receive an international wire transfer you’ll usually need a SWIFT/BIC code. These are unique identifiers which are issued to banks around the world, and which help to guide transfers to the right recipient account quickly and safely. The average fee for outgoing foreign wire transfers at the top 10 credit unions was $41, versus the average of $49 at the top banks. This exchange rate difference is another way that banks make money from foreign wire transfers. For instance, Wells Fargo offers domestic outgoing wire transfers at $30, but if you set up the repetitive wire transfer, each transaction will cost you $25. This payment app enables you to send money for free from a Venmo balance, a debit card or a bank account. Banks tend to charge similar fees for sending outgoing wire transfers, but they vary from bank to bank.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/images/reused/crypto-icons/tether.webp" width="302px" alt="wire transfer fee capital one"/><br />
NBKC stands for National Bank of Kansas City, but they are a national provider of online banking. They offer a select number of physical locations throughout the Kansas City area, but otherwise, handle a vast majority of their accounts exclusively online. This is due in no small part to NBKC providing extremely convenient and powerful banking tools through their mobile app, as well straightforward and versatile account offerings. Though the lack of physical locations may limit some customers&#8217; use of NBKC, over 37,000 MoneyPass ATMs throughout the country are available for use with no fee through NBKC debit cards. Everything depends on how quickly the customer notices something was wrong, how comfortable she is advocating for herself, and how equipped she is to go up to 10 days with nothing in the bank. Financial institutions can choose to have ACH credits processed and delivered within the same day, or in one to two business days.</p>
<div style='border: black dotted 1px;padding: 12px;'>
<h3>Those PayPal And Venmo Fees Are About To Get Even Higher &#8211; TheStreet</h3>
<p>Those PayPal And Venmo Fees Are About To Get Even Higher.</p>
<p>Posted: Thu, 21 Apr 2022 07:00:00 GMT [<a href='https://www.thestreet.com/investing/paypal-venmo-fees-getting-higher' rel="nofollow">source</a>]</p>
</div>
<p>It’s a digital process that has largely replaced the paper check, to improve speed and efficiency and reduce the need for manual human input. You are about to enter a website hosted by an organization separate from DCU. Privacy and security policies of DCU will not apply once you leave our site. We encourage you to read and evaluate the privacy policy and level of security of any site you visit when you enter the site. While we strive to only link you to companies and organizations that we feel offer useful information, DCU does not directly support nor guarantee claims made by these sites. Click Pay a Person to send money to friends, family, and people you know. © 2022 NextAdvisor, LLC A Red Ventures Company All Rights Reserved. Use of this site constitutes acceptance of our Terms of Use, Privacy Policy and California Do Not Sell My Personal Information.</p>
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<h2>What is the best way to transfer money from one bank to another?</h2>
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<p>A wire transfer is one of the fastest ways to transfer money electronically from one person to another through a bank or a nonbank provider such as Wise, formerly TransferWise. For a domestic wire transfer, you&apos;ll need the routing number, account number, the name of the recipient and possibly the recipient&apos;s address.</p>
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<p>Some banks and accounts may even charge for incoming wire transfers. International wire transfers, however, is not one of the bank&#8217;s focuses for its domestic commercial clients. Capital One has been around for a while as a major credit card provider, but they have expanded their scope in recent years to hybridize into full-service banking. It is one of the most popular online financial institutions in the nation and even offers physical branches in some locations.<br />
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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='400px'/></a><br />
With ExpressSend, you can send money to 13 countries throughout Latin America and Asia. Add your Wells Fargo Debit or Credit Card to your digital wallet to make secure, on-the-go purchases in stores, online, and in apps. As a custodial account, both parents and children can access a Kids Savings account, although transfers require logging in under the parent&#8217;s account. Once a child turns 18, the account is automatically converted into a 360 Savings account. Ebony Howard is a certified public accountant and a QuickBooks ProAdvisor tax expert. She has been in the accounting, audit, and tax profession for more than 13 years, working with individuals and a variety of companies in the health care, banking, and accounting industries. Sign up to receive more well-researched small business articles and topics in your inbox, personalized for you.</p>
<div style='border: grey dotted 1px;padding: 12px;'>
<h3>6 Types Of Checking Accounts – Forbes Advisor &#8211; Forbes</h3>
<p>6 Types Of Checking Accounts – Forbes Advisor.</p>
<p>Posted: Fri, 11 Mar 2022 08:00:00 GMT [<a href='https://www.forbes.com/advisor/banking/checking/types-of-checking-accounts/' rel="nofollow">source</a>]</p>
</div>
<p>Seeing the fees should help you decide whether this option is better for you than sending a bank wire. International wires typically take one to two business days if the wire is sent before the bank’s deadline, according to Bank of America, but they could take longer. Sending a wire on a weekend or on a weekday after the wire deadline can affect the speed of a wire. Also, providing incorrect information for the wire transfer can cause delays. The offers that appear on this site are from companies that compensate us.</p>
<p>This equates to nearly full, nationwide access to your Consumers Credit Union account, either online or in person. Payoneer customers can also make batch payments to up to 200 bank accounts at once with a 2% fee. Even though ACH transfers and wire transfers seem similar, their points of difference are important to understand for anyone needing to move money from one bank account to another. Manage checking, savings, credit cards and auto loans in one place. The mobile app lets you help your kids manage money by setting up savings goals and offering rewards. You can also set a recurring allowance or just add money to their account any time from a connected Capital One or other bank account. The biggest selling point for a Capital One 360 Checking account is the lack of fees. That’s common for an online account but rare for traditional institutions — two worlds Capital One straddles comfortably. You pay no monthly maintenance fee and face no minimum balance requirements, and you get access to a network of 70,000 fee-free Allpoint and MoneyPass ATMs.</p>
<p>By then, you might have shipped the item and made the wire transfer. Another common wire transfer scam will target people who are selling goods. This amount depends on whether the transfer was conducted in-person or online, and sent in U.S. dollars or in foreign currency. Domestically, the cheapest way to wire money is pretty straightforward &#8212; it’s usually a flat rate regardless of the amount transferred. Be careful with conducting a wire transfer through the phone, it is likely to cost more than a typical wire transfer. A wire initiated with a banker usually won’t have limits, as long as you have the funds available in your account. Our mission is to provide readers with accurate and unbiased information, and we have editorial standards in place to ensure that happens.</p>
<p>O post <a rel="nofollow" href="https://fmarck.com.br/this-is-how-to-close-a-capital-one-account-in-the/">THIS is how to close a Capital One account in the U S.</a> apareceu primeiro em <a rel="nofollow" href="https://fmarck.com.br">Fmarck Sites e Comunicação</a>.</p>
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		<item>
		<title>Convert 1 USD to BTC US Dollar to Bitcoin</title>
		<link>https://fmarck.com.br/convert-1-usd-to-btc-us-dollar-to-bitcoin/</link>
				<pubDate>Wed, 14 Sep 2022 14:31:02 +0000</pubDate>
		<dc:creator><![CDATA[Equipe Fmarck Comunicação]]></dc:creator>
				<category><![CDATA[Crypto News]]></category>

		<guid isPermaLink="false">https://fmarck.com.br/?p=1601</guid>
				<description><![CDATA[<p>ContentChecking your browser before accessing www kraken.com.How long does it take to mine 1 Bitcoin?USD By clicking "Get USD", I agree toThe terms of the public offer and Terms of exchange. BTC to USD rate today is $23,138 and has increased 0.3% from $23,064.51 since yesterday. When the price hits the target price, an alert [...]</p>
<p>O post <a rel="nofollow" href="https://fmarck.com.br/convert-1-usd-to-btc-us-dollar-to-bitcoin/">Convert 1 USD to BTC US Dollar to Bitcoin</a> apareceu primeiro em <a rel="nofollow" href="https://fmarck.com.br">Fmarck Sites e Comunicação</a>.</p>
]]></description>
								<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Checking your browser before accessing www kraken.com.</a></li>
<li><a href="#toc-1">How long does it take to mine 1 Bitcoin?</a></li>
<li><a href="#toc-2">USD</a></li>
</ul>
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<p>By clicking &#8220;Get USD&#8221;, I agree toThe terms of the public offer and Terms of exchange. BTC to USD rate today is $23,138 and has increased 0.3% from $23,064.51 since yesterday. When the price hits the target price, an alert will be sent to you via browser notification. To receive alerts, please allow web browser notification permission. Sign up for an account in minutes to buy crypto using credit card  or bank transfer. Sign up through Finder for a 5% discount on all trading fees.</p>
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<h2>Which cryptocurrency will rise in 2021?</h2>
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<p>Binance Coin (BNB)</p>
<p> Binance is the most successful cryptocurrency exchange in terms of trading volumes. Like bitcoin, binance coin keeps a hard limit on the number of tokens in circulation &#x2014; in its case, 165,116,760 tokens. This helped the token price increase exponentially in 2021.</br></br></p>
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<p>At this point you should determine your available power capacity in wattage at the location where you&#8217;ll  be mining. When a Bitcoin miner finds the correct hash to solve the next Bitcoin block, the miner is rewarded with Bitcoin. The Bitcoin hashrate is number of possible solutions being generated per second. As of January 2020, the Bitcoin hashrate peaked at 131 EH/s. Bitcoin mining is the process of securing and validation Bitcoin transactions on the Bitcoin blockchain. Browse the ads, checking the BTC pricing and the trade limits. Visit the seller’s profile, check the experience and reputation. Learn everything you need to know about Bitcoin in just 7 days.</p>
<h2 id="toc-0">Checking your browser before accessing www kraken.com.</h2>
<p>See the Bitcoin exchange rate i.e. the current value of one bitcoin. Create a chart for any currency pair in the world to see their currency history. These currency charts use live mid-market rates, are easy to use, and are very reliable. Our currency rankings show that the most popular US Dollar exchange rate is the USD to USD rate. It is important to point out that the number of days calculated does not account for difficulty increases and decrease as well as block reward increases and decrease .</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Paying for your shopping with <a href="https://twitter.com/hashtag/Bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#Bitcoin</a> and need to know CNY🇨🇳/ USD🇺🇸/ ZAR🇿🇦 conversion rates? </p>
<p>Use our handy calculator 👇🏿<a href="https://t.co/Y0lV2xRZ1n">https://t.co/Y0lV2xRZ1n</a></p>
<p>&mdash; Landifa (@LandifaBitcoin) <a href="https://twitter.com/LandifaBitcoin/status/1438177529014198272?ref_src=twsrc%5Etfw">September 15, 2021</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>The cost of operation is recalculated according to the current rate every 120 seconds, and a time needed for the transaction to be processed in less than a few minutes. It means that your order is either completed in full, or not completed at all. That can happen if the price of the cryptocurrency suddenly spikes, and you can receive less than you agreed on in the first place. To prevent such situations, the order will not be completed. Most accurate Bitcoin mining calculator trusted by millions of crypto miners since May 2013. Best Bitcoin mining profitability calculator with difficulty preloaded along with the newest ASIC Bitcoin miner specs (hashrate, watts, &#038; kWh) for 2022. For calculations, only the current rate is used, updated every minute.</p>
<h2 id="toc-1">How long does it take to mine 1 Bitcoin?</h2>
<p>Nothing in this or any INX communication is intended to imply that digital assets or related services are low-risk or risk-free and you should conduct your own due diligence before investing. The exchange rates on this site are for information purposes only. They are not guaranteed to be accurate, and are subject to change without notice. Our currency rankings show that the most popular Bitcoin exchange rate is the BTC to USD rate. There is no official ISO code for Bitcoins, although BTC is commonly used. There are only a few options when using the bitcoin return calculator, but any small adjustments can have major effects on your results. The Bitcoin mining profitability results and mining rewards were calculated using the best BTC mining calculator with the following inputs. Every aspect of our Bitcoin mining calculator has been developed for miners by miners. Select your currency and insert a certain Bitcoin amount to find out how much it is worth in real world money or vice-versa.<br />
The regional bank is a staunch critic of the Central African Republic&#8217;s decision to make bitcoin <a href="https://www.beaxy.com/buy-sell/etc-btc/">https://www.beaxy.com/buy-sell/etc-btc/</a> legal tender in April. Immunefi’s CEO shares Q2 report on crypto losses in the community.<br />
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" width="301px" alt="usd to bitcoin calculator"/><br />
In practice, this means the recent data all comes from BitFinex. And in turn the Bitcoin mining pool charges a small fee, typically 1% to 4%. Typically, the configuration consists of setting the Bitcoin mining pool, user name, and password. So, 44,000 watts becomes 33,000 watts of usable power capacity. Can be confused with the binary unit “bit” in computing, or the old-fashioned US currency unit of “bit”, which is 12.5 cents.</p>
<p>The euro could pull back further to fall between $0.95 to $0.97 against the dollar, a range of analysts said. The Xe Rate Alerts will let you know when the rate you need is triggered on your selected currency pairs. If you’re on a shared network, like the one at your workplace, ask your network administrator to run a scan across the network to weed out any infections. Completing the CAPTCHA proves to us that you’re a human and gives you access to our platform. Please provide values below to convert USD to BTC , or vice versa.</p>
<ul>
<li>If you want to convert your satoshi to cash, you would need to find people who are willing to trade your Satoshi for fiat money.</li>
<li>The ultimate tools for crypto traders to maximize trading profits while minimizing risk and loss.</li>
<li>While compensation arrangements may affect the order, position or placement of product information, it doesn&#8217;t influence our assessment of those products.</li>
<li>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.</li>
</ul>
<p>In addition to the United States dollar &#8211; Bitcoin rate, the Markets Insider currency calculator also offers other exchange rates for about 160 international currencies. The rates displayed by the calculator represent market exchange rates, and are provided for informational and estimation purposes only. They do not include any conversion fees or other charges applicable to a conversion or other transaction. The calculator may allow you to calculate exchanges of currencies currently not available through Coinmama. The calculation by the calculator shall not be binding upon New Bit Ventures in the execution of transactions. The Markets Insider currency calculator offers a currency conversion from United States dollar to Bitcoin within seconds. Vacationers in United States can make conversions at the current exchange rate. The currency calculator provides an ideal tool for investors investing in international stock exchanges with different currencies. CEX.IO is one of the world’s most popular fiat-to-crypto and crypto-to-fiat exchanges. All functions of the platform are designed primarily with the user in mind, thinking of your convenience, and needs.</p>
<h2 id="toc-3">What is Bitcoin calculator and how to use it?</h2>
<p>In fact, not only it works as a BTC to USD converter, you can also choose a number of different currencies. To help you get started, we&#8217;ve even prepared several popular amounts and pairs! Click on these to see how easy it is to start investing in Bitcoin. Cryptocurrency and other digital asset holdings are speculative in nature and involve substantial risk, including the risk of complete loss. Past performance has no bearing on future performance and there can be no assurance that any cryptocurrency, token, coin, or other crypto asset will be viable, liquid, or solvent.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="303px" alt="usd to bitcoin calculator"/><br />
The mining results are based on multiple changing factors and are just valid for the given values, thus it&#8217;s best practice to rely on the Bitcoin mining calculator for a short time frame only. Because of this dynamics we are only displaying results for at most one month. Exchanging USD to BTC means you pay USD and get a Bitcoin in your possession to imply any trading strategy you wish. Owning a Bitcoin at CEX.IO gives you the ability to hold assets until the price growth or benefit from making buy and sell trading operations. There is no doubt that owning some Bitcoins is a good idea &#8211; in the world of cryptocurrencies, BTC is a kind of analog of gold in traditional finance.</p>
<h2 id="toc-4">Live Coin Watch</h2>
<p>Questions and responses on finder.com are not provided, paid for or otherwise endorsed by any bank or brand. These banks and brands are not responsible for ensuring that comments are answered or accurate. Jing Jun Ma is a tech and data expert with more than a decade of experience in digital marketing and programming. He wrangles data to make it useful for consumers facing a decision. Buy, send and convert from 27 currencies in seconds, all on one platform. We’ve put together a conversion table below to help you visualize numbers so small. Each Bitcoin is equal to 100 million Satoshis, or “Sats” for short, making a Satoshi the smallest unit of Bitcoin currently recorded on the blockchain.</p>
<p>So you can check the current rates, plan your investment, and make your purchase, all in one place. From the fiat-to-crypto and crypto-to-fiat operations point of view, working in a pair with BTC and USD is considered the most convenient and popular. It is a kind of &#8216;stably unstable&#8217; pair &#8211; the BTC price is very volatile, which means that it is always possible to earn from the price fluctuations. While the US Dollar is the most popular fiat currency, Bitcoin is the most popular crypto. Consequently, this guarantees demand, high liquidity of the order book, and constant opposition of bulls and bears in the market. For bitcoins, the time of day any bitcoin was bought or sold makes investor performance vary wildly. As we argued in the 2017 bitcoin return piece, bitcoin is closer to a speculation than an investment.</p>
<p>All you need in order to make the Bitcoin Calculator display a result is to supply the speed of your mining hardware. In this simplest form the calculator will use the current Bitcoin difficulty, block value and USD/BTC rate for the calculations. However, the accuracy of the Bitcoin mining calculator improves the more honest information you supply. The Bitcoin mining information is updated continually with the current block mining information. This information is used as the default inputs for the BTC mining calculator along with the default hashrate and wattage specs from the best ASIC Bitcoin miner. Compare cryptocurrency exchanges by fees, fiat currencies and deposit methods to find the right fit for your needs. Optionally, you can also adjust the bitcoin price return and final price for inflation.</p>
<p>Bitcoin has a global 24-hour trading volume of $49,415,216,975. Bitcoin can be traded across 502 different markets and is most actively traded in Binance. 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. Deposit crypto to our exchange and trade with deep liquidity and low fees. Finder monitors and updates our site to ensure that what we’re sharing is clear, honest and current. Our information is based on independent research and may differ from what you see from a financial institution or service provider. When comparing offers or services, verify relevant information with the institution or provider&#8217;s site. We size up the 2 largest stablecoins on the crypto market – Tether and USD Coin – to see how they compare.</p>
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<h2>What is the strongest crypto currency?</h2>
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<ol>
<li>Bitcoin (BTC) Price: $19,280. Market cap: $368 billion.</li>
<li>Ethereum (ETH) Price: $1,044. Market cap: $127 billion.</li>
<li>Tether (USDT) Price: $1.00.</li>
<li>USD Coin (USDC) Price: $1.00.</li>
<li>Binance Coin (BNB) Price: $220.18.</li>
<li>Binance USD (BUSD) Price: $1.00.</li>
<li>XRP (XRP) Price: $0.307.</li>
<li>Cardano (ADA) Price: $0.4139.</li>
</ol>
</div></div>
</div>
<p>Find out which cryptocurrency exchange is better for beginners, Binance.US or Bittrex. Find out which cryptocurrency exchange is better between eToro and Crypto.com. On holdings, pay with your crypto for cashback at stores, get loans and more with this complete crypto-finance platform. Read more about <a href="https://www.beaxy.com/faq/beaxys-guide-to-sending-wire-transactions/">capital one wiring instructions</a> here. Use our calculator below to convert your Satoshis into fractions of a Bitcoin and to find out how much your Satoshis are worth in US dollars. The most common way of converting BTC to USD is by using a  Crypto Exchange or a P2P (person-to-person) exchange platform like LocalBitcoins, etc.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Well they are making a calculator for the site to show even after paying realized capital gains tax you are better holding 100% bitcoin since you only pay the tax when you profit against USD.</p>
<p>But with this slider you could come out more ahead when taker volume is high &amp; BTC flat</p>
<p>&mdash; Ben Westgate (@BenWestgate_) <a href="https://twitter.com/BenWestgate_/status/1461734431476137986?ref_src=twsrc%5Etfw">November 19, 2021</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>Moreover, besides the instant purchases for Visa and Mastercard, users of the CEX.IO platform can fund their accounts with Bank Transfer and buy cryptocurrencies using their available balance. Trading API Automate your cryptocurrency trading with reliable and stable API. Check live rates, send money securely, set rate alerts, receive notifications and more. After deducting mining power costs and mining fees, the final daily Bitcoin mining profit is $11.10 Bitcoin to USD. To increase the chances of solving a Bitcoin block, you can join a pool of other miners all working together to solve a block. Now that you know how much power capacity you have , you can determine how many miners you can run.<br />
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alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='408px'/></a><br />
Due to the high cost of cryptocurrency, it is not so simple to immediately calculate the amount you receive or give. However, this is not a problem — the BUYBank service users have a convenient bitcoin-calculator at their disposal ещ calculate the exchange amount at the current rate at any time. Conversion rates are based on CoinDesk’s Bitcoin Price Index and the price indices of other digital assets. World currency prices are based on rates obtained via Open Exchange Rates. CoinYEP Foreign exchange converter and cryptocurrency converter. The calculator is needed to check the price of Bitcoins against fiat money in a fast and easy way.</p>
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<h3>Bitcoin&#8217;s Price History: Tracking The Volatile Rise Of The World&#8217;s Biggest Cryptocurrency &#8211; Bankrate.com</h3>
<p>Bitcoin&#8217;s Price History: Tracking The Volatile Rise Of The World&#8217;s Biggest Cryptocurrency.</p>
<p>Posted: Tue, 14 Jun 2022 07:00:00 GMT [<a href='https://www.bankrate.com/investing/bitcoin-price-history/' rel="nofollow">source</a>]</p>
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<p>The LocalBitcoins&#8217; calculator shows the up to date Bitcoin market price. Finder.com provides guides and information on a range of products and services. Because our content is not financial advice, we suggest talking with a professional before you make any decision. FTX exchange offers a range of cryptocurrencies, up to 10x leverage, access to global liquidity, no-fee debit cards for FTX users, fee-free first ACH deposit and benefits for FTT token holders. Copy the trades of leading cryptocurrency investors on this unique social investment platform. Non-US residents can read our review of eToro&#8217;s global site here. You can also use our Bitcoin price table above to check the latest Bitcoin price in major fiat and crypto currencies.</p>
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		<title>1645 88 Ethereum ETH to US Dollar USD</title>
		<link>https://fmarck.com.br/1645-88-ethereum-eth-to-us-dollar-usd/</link>
				<pubDate>Mon, 20 Jun 2022 13:46:16 +0000</pubDate>
		<dc:creator><![CDATA[Equipe Fmarck Comunicação]]></dc:creator>
				<category><![CDATA[Crypto News]]></category>

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				<description><![CDATA[<p>ContentXe Currency ChartsPartner ContentCrypto industrys lobbying on track to hit a new annual record, by this metric A breakout from yesterday's post consolidation briefly sends $ETH back to upper long-term trendline however resistance is still not budging. Current rejection can be seen dipping below upper extreme with prior pattern trendlines as new support followed by [...]</p>
<p>O post <a rel="nofollow" href="https://fmarck.com.br/1645-88-ethereum-eth-to-us-dollar-usd/">1645 88 Ethereum ETH to US Dollar USD</a> apareceu primeiro em <a rel="nofollow" href="https://fmarck.com.br">Fmarck Sites e Comunicação</a>.</p>
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								<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Xe Currency Charts</a></li>
<li><a href="#toc-1">Partner Content</a></li>
<li><a href="#toc-4">Crypto industrys lobbying on track to hit a new annual record, by this metric</a></li>
</ul>
</div>
<p>A breakout from yesterday&#8217;s post consolidation briefly sends $ETH back to upper long-term trendline however resistance is still not budging. Current rejection can be seen dipping below upper extreme with prior pattern trendlines as new support followed by 1500 critical. Now you can send money to the generated address, or just copy the address link and send it to the user from who you are waiting for the funds from. The easiest way to buy crypto on EXMO is the “Simple Trade” option. Just select the desired currency in the “I give” field and indicate the amount and currency which you want to receive.</p>
<p>This flexibility could boost network efficiency as it enables transactions to include multiple data types. Ethereum is a public blockchain platform that allows developers to build and deploy decentralized applications. Ethereum runs smart contracts, which allow a higher level of protection from downtime, censorship, fraud or third party interference. Ethereum, is a decentralized platform that allows for the running of applications without any downtime, fraud, censorship of third-party interference. Ethereum uses blockchain technology to allow network users to send and receive payments. A simple explanation for how the network operates is that it uses a massive amount of nodes that are all connected. Any transactions that take place on the network are automatically recorded and distributed on an open ledger.</p>
<h2 id="toc-0">Xe Currency Charts</h2>
<p>Over the last day, Ethereum has had 0% transparent volume and has been trading on 92,985 active markets with its highest volume trading pairs being . PrimeXBT Trading Services LLC is incorporated in St. Vincent and the Grenadines as an operating subsidiary within the PrimeXBT group of companies. PrimeXBT Trading Services LLC is not required to hold any financial services license or authorization in St. Vincent and the Grenadines to offer its products and services. This means that you are able to leverage your investment by opening positions of larger size than the funds you have to deposit. Margin requirements vary from instrument to instrument and can be changed at any time to reflect market conditions. It does have a central authority — there is a core group of developers and managers who works on the network and promotes it. Also, Ethereum Virtual Machine although serves as a blockchain , in actuality it does have a physical structure in the form of thousands of computers all over the world. In all, it means that it does have tiny physical data centers, it’s just quite a lot of them. Mobile App Buy, sell, earn and exchange crypto anywhere and anytime. Margin Trading Trade digital assets with  leverage on CEX.IO Broker.</p>
<div style='border: black dotted 1px;padding: 15px;'>
<h3>After a Short Rally, Bitcoin and Ethereum Prices Plummet. Here’s What Comes Next, According to These Experts &#8211; NextAdvisor</h3>
<p>After a Short Rally, Bitcoin and Ethereum Prices Plummet. Here’s What Comes Next, According to These Experts.</p>
<p>Posted: Thu, 30 Jun 2022 07:00:00 GMT [<a href='https://time.com/nextadvisor/investing/cryptocurrency/bitcoin-ethereum-prices-rise-crypto-bull-trap/' rel="nofollow">source</a>]</p>
</div>
<p>Ethereum transaction volume has been slowing in recent months, possibly due to fears of a retraction in overall consumer spending. When it comes to an Ethereum price prediction, some experts say the cryptocurrency could reach over $4,000 in 2022. An uncertain macroeconomic environment could continue to drive the price lower just as easily. Ethereum price Index provides the latest ETH price in US Dollars &#038; BTC using an average from the world&#8217;s leading crypto exchanges. The transaction fees are calculated based on how much ‘gas’ an action demands, which is equivalent to the amount of computing power and time to make the required change. Ethereum is best known for its smart contracts, these being coded contracts uploaded onto the Ethereum blockchain. The information held on the Ethereum blockchain is, not only protected from hackers but also secure from manipulation. Ethereum is created as a blockchain platform on which other applications could be built on top of. Most of the online services, businesses and enterprises are built on a centralized system of governance.</p>
<h2 id="toc-1">Partner Content</h2>
<p>These are just a handful of the applications conceived for Ethereum; the most powerful use cases of this blockchain are yet to be imagined. Ethereum’s challenge now is in garnering of mainstream appeal, something which has so far eluded the platform due to the friction between the traditional and crypto spheres. Own 30+ cryptoassets on an easy-to-use platform, and share in the knowledge of 25m+ users. There are two popular programming languages that are typically used to write Ethereum smart contracts. The first one is called Solidity which has very close  similarities to Javascript and C++. The other language is called Vyper which is relatively new that has very close similarities to Python.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Measured in U.S. dollars, the entry-level price for <a href="https://twitter.com/hashtag/CryptoPunks?src=hash&amp;ref_src=twsrc%5Etfw">#CryptoPunks</a> has surged nearly 31% over the past week. In part, that’s due to the rising value of <a href="https://twitter.com/hashtag/Ethereum?src=hash&amp;ref_src=twsrc%5Etfw">#Ethereum</a>, which itself is up 27% over the last seven days, per data from CoinGecko.</p>
<p>&mdash; LIVE CRYPTOO (@LiveCryptoo) <a href="https://twitter.com/LiveCryptoo/status/1549275949316788226?ref_src=twsrc%5Etfw">July 19, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>As a result, NFTs of the same type cannot be traded 1-for-1 — they all have their own unique values. Besides being an incredibly innovative technology, Ethereum is also a great asset for investment. Unlike small altcoins, it has less of a chance to crash and burn, but it still has the potential to moon and bring its investors astronomical profits. Ethereum, alongside Bitcoin and Dogecoin, is one of those cryptocurrencies that are well-known even outside of the crypto community.</p>
<p>Read more about <a href="https://www.beaxy.com/faq/beaxys-guide-to-sending-wire-transactions/">international wire transfer usaa</a> here. The reductions in block rewards aren’t programmed into Ethereum’s code like Bitcoin’s halving events are. Unlike many other cryptocurrencies, Ethereum’s cryptocurrency has an unbounded supply, meaning there is no limit to how many ether can enter circulation. The native currency that flows within the Ethereum economy is called Ether . Ether is typically used to pay for transaction fees called Gas, and it is the base currency of the network. As always, we are <a href="https://www.beaxy.com/exchange/eth-btc/">https://www.beaxy.com/exchange/eth-btc/</a going to refrain from predicting prices that far in the future. There is just no way of making an accurate price prediction for something so uncertain. Join Changelly’s newsletter to get weekly crypto news round-ups, price predictions, and information on the latest trends directly in your inbox. Every year, cryptocurrency experts prepare forecasts for the price of Ethereum. It is estimated that ETH  will be traded between $23,178.07 and $28,643.60 in 2028.

If you’re looking for a set of practical and insightful crypto market information and data, we have the analytics tools to suit your business needs. The price of Ethereum in other fiat and cryptocurrencies is based on the corresponding exchange rate of those currencies to the US Dollar. These are the average exchange rates of these two currencies for the last 30 and 90 days. By July 2021, Ethereum has outperformed all cryptocurrencies, including BTC, in the first six months of 2021, in terms of growth and trading volume. As a result, the Finder’s panel of crypto experts went as far as predicting that ETH price is likely to outperform BTC by the end of 2021. Since the COVID-19-induced market crash, the volatility of both bitcoin and Ethereum has been low if we compare it to newer cryptocurrencies.

Together they form a true challenge for the traditional ways of finance. Everybody wants to hear price predictions for their favorite cryptocurrencies. Just like bitcoin, Ethereum has its maximalist fans who make optimistic price predictions. Their main feature is that instead of holding money, they contain assets like art. A non-fungible object, by contrast, has its distinct value, like a picture or a first edition book. In the second half of 2021, the Ethereum network will undergo a major change. So far, the supply of Ethereum has been unlimited — but that is set to change. After the Ethereum London Hard Fork, the ETH blockchain will burn the fees it charges from crypto users. Ethereum has its native token called ether that holds the Queen’s place next to bitcoin. Essentially, ether is a currency with which you can buy decentralized apps that run on Ethereum.

Tyler and Cameron Winkelvoss are the billionaire founders behind the crypto exchange Gemini. The pair have predicted a “Crypto winter” — a period of flat trading — in the near term. This is due to the unpredictability of the current macroeconomic environment. The Ethereum founder himself, Vitalik Buterin, has also expressed concerns recently about exuberant NFT trading. So, should there be a decline in the NFT wave, which is tied closely to cryptocurrency, it may result in negative consequences for the Ethereum price because of a sell-off. Almost all asset classes declined in the first half of 2022, suggesting a risk-off market is underway.

These percentages show how much the exchange rate has fluctuated over the last 30 and 90-day periods. These are the lowest points the exchange rate has been at in the last 30 and 90-day periods. These are the highest points the exchange rate has been at in the last 30 and 90-day periods. Would you like to be the first one to hear about our product updates, receive super hyper special offers and learn more about cryptocurrencies through our exclusive market reports?


<div style='border: grey dotted 1px;padding: 14px;'>
<h3>CryptoPunks Floor Price Tops $100K in Ethereum for First Time in Two Months &#8211; Decrypt</h3>
<p>CryptoPunks Floor Price Tops $100K in Ethereum for First Time in Two Months.</p>
<p>Posted: Mon, 18 Jul 2022 21:10:32 GMT [<a href='https://decrypt.co/105377/cryptopunks-ethereum-nft-floor-100k' rel="nofollow">source</a>]</p>
</div>
<p>However, that’s not all there is to that coin since Ether has even more to offer. The adoption of the Ethereum blockchain has sped up drastically in recent years. It is a leader in terms of the number of developers and growth in transaction volume. Moreover, brand recognition has increased, and the price of Ethereum tokens has appreciated significantly. Many holders choose to retain Ethereum tokens with the expectation that as the network grows, so, too, will the value of each Ethereum token. Ethereum holders can also “stake” their crypto with reputable exchanges such as Binance and Coinbase to earn interest from the asset. By doing it this way, you will send the compensation to them first, based on their reputation, and they will then credit the appropriate address with the correct amount of ether. A smart contract is a contract in the form of computer code that is executed on the Ethereum blockchain when certain conditions are met. Smart contracts can facilitate the exchange of money, content, property, shares, and almost everything that has measurable value. Aayush is a Senior Forex, Cryptocurrencies and Financial Market Strategist with a background in IT and financial markets.<br />
<a href="https://www.beaxy.com/"><img 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<p>O post <a rel="nofollow" href="https://fmarck.com.br/1645-88-ethereum-eth-to-us-dollar-usd/">1645 88 Ethereum ETH to US Dollar USD</a> apareceu primeiro em <a rel="nofollow" href="https://fmarck.com.br">Fmarck Sites e Comunicação</a>.</p>
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		<title>0 3 Ethereum To Us Dollar Or Convert 03 Eth To Usd</title>
		<link>https://fmarck.com.br/0-3-ethereum-to-us-dollar-or-convert-03-eth-to-usd/</link>
				<pubDate>Tue, 08 Feb 2022 08:48:19 +0000</pubDate>
		<dc:creator><![CDATA[Equipe Fmarck Comunicação]]></dc:creator>
				<category><![CDATA[Crypto News]]></category>

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				<description><![CDATA[<p>Like Bitcoin, Ethereum has its own blockchain where a global network of more than 2.4 million computers known as “nodes” maintains a record of transactions. Anyone can run an Ethereum node and participate in validating the network provided they have the right hardware, knowledge and time to commit to it. From ether’s official launch date [...]</p>
<p>O post <a rel="nofollow" href="https://fmarck.com.br/0-3-ethereum-to-us-dollar-or-convert-03-eth-to-usd/">0 3 Ethereum To Us Dollar Or Convert 03 Eth To Usd</a> apareceu primeiro em <a rel="nofollow" href="https://fmarck.com.br">Fmarck Sites e Comunicação</a>.</p>
]]></description>
								<content:encoded><![CDATA[<p>Like Bitcoin, Ethereum has its own blockchain where a global network of more than 2.4 million computers known as “nodes” maintains a record of transactions. Anyone can run an Ethereum node and participate in validating the network provided they have the right hardware, knowledge and time to commit to it. From ether’s official launch date in 2014 to March <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> 2017, the token’s price remained rangebound between $0.70 and $21. It wasn’t until the 2017 bull crypto market started to pick up in May of that year that ETH price went above $100 for the first time. From there, ether skyrocketed to a peak of $414 in June 2017 before correcting. It took another five months for bullish momentum to regain strength.</p>
<ul>
<li>That means less ether enters circulation in the form of block rewards, which in turn tapers overall issuance.</li>
<li>Only 49% of firms surveyed had a positive feeling about bitcoin.</li>
<li>Joseph Lubin, Jeffrey Wilcke and Wood were introduced later as the project’s last three co-founders.</li>
<li>Before you make a foreign currency transaction seek the professional advice of a bank, currency exchange office, or forex broker.</li>
<li>Etereum is the original smart contract platform that lets decentralized apps be built on top of it that are fueled by the token, ETH.</li>
<li>Warren Buffett and Charlie Munger called out stock-market gamblers, dismissed bitcoin as worthless, and underlined the risks of inflation.</li>
</ul>
<p>EXMO is a reliable platform with a high level of funds and data security and record-breaking technical support that responds within 15 minutes 24/7. And customer care &#8211; as the most important value of the EXMO team. If you are at an office or shared network, you can ask the network administrator to run a scan across the network looking for misconfigured or infected devices. Mt Pelerin Group SA is a company established in Switzerland since 2018, with offices in Neuchâtel and Geneva.</p>
<h2>Eth To Usd Ethereum To Us Dollar History Chart With Exchange Rates For Today: 05</h2>
<p>Exchange-Rates.com currency converter uses exchange rates that are updated every 5-10 minutes. Block rewards are new ether coins that are created when each new block is discovered and are given to the successful miner for their efforts. Once a block is added, the rest of the mining network verifies it to make sure the balances are correct and the transaction isn’t a “double-spend,” i.e., someone isn’t trying to spend money they don’t have. Smart contracts are code-based programs that are stored on the Ethereum blockchain and automatically carry out certain functions when predetermined conditions are met. That can be anything from sending a transaction when a certain event takes place or loaning funds once collateral is deposited into a designated wallet. The smart contracts form the basis of all dapps built on Ethereum, as well as all other dapps created across other blockchain platforms. Find out more about the ETH USD Exchange Rate, including a graph of historical pricing.</p>
<p>According to Coindesk, JPMorgan Chase, Microsoft, and a number of other firms joined forces in February to create the Enterprise Ethereum Alliance. The collaborative venture aims to use the Ethereum platform to integrate blockchain solutions into their infrastructures. In June 2017, Ethereum was positioned to surpass bitcoin as the world&#8217;s largest cryptocurrency by market cap, according to Coindesk. ETH/USD currency pair represents the cost of Ethereum quoted against the US dollar. The currency pair shows how much USD is needed to purchase 1 ETH. The ETH/USD chart displays changes of ETH price, expressed in dollars, at a given moment of time. This means that you are able to leverage your investment by opening positions of larger size than the funds you have to deposit. Margin requirements vary from instrument to instrument and can be changed at any time to reflect market conditions.</p>
<h2>Eth To Usd Exchange Calculator</h2>
<p>The Ethereum protocol officially launched in 2015 and quickly rose to become the world’s second-largest cryptocurrency by market value behind bitcoin. Unlike many other cryptocurrencies, Ethereum’s cryptocurrency has an unbounded supply, meaning there is no limit to how many ether can enter circulation. In August 2014, Ethereum launched its native token, ether, through an initial coin offering . Some 50 million ETHs were sold at a price of <a href="https://www.beaxy.com/exchange/eth-usd/">1 ethereum to usd</a> $0.31 per coin, raising over $16 million for the project. We are thrilled to announce becoming the first European cryptocurrency exchange that was granted regulatory approval to operate in Canada. We&#8217;ll convert your ETH in USD as soon as we receive it, then transfer it to your bank account. Binance accepts a wide range of currencies and makes it easy for you to buy crypto using USD , EUR, CNY, AUD, INR, RUB, and other fiat currencies.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">done</p>
<p>&mdash; kimchi.eth LOOSE LIFE 💎 (@ejaejaeger) <a href="https://twitter.com/ejaejaeger/status/1520853195844890624?ref_src=twsrc%5Etfw">May 1, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>Since 2017, DigitalCoinPrice has become one of the trusted brands within the crypto community. This success award goes to the combination of people, accurate crypto market analysis and data, the latest news, latest blogs, advertisement placements, and many more. On CEX.IO Broker, you can use a broad range of leverage, from 2x to 100x. Depending on your strategy and risk preferences, each trading subaccount can have different leverage size. Your trading profit depends on whether the eventual price change was in your favor. Joseph Lubin, Jeffrey Wilcke and Wood were introduced later as the project’s last three co-founders. Together, the eight-member team formed an entity known as the Ethereum Foundation – a Switzerland-based nonprofit organization. A dispute between Hoskinson and Buterin over whether Ethereum should be a for-profit company, led to Hoskinson leaving the project. In the next major phase of development, Ethereum’s Beacon chain will be bridged to the main Ethereum network and will replace the current, energy-intensive proof-of-work system with proof-of-stake.</p>
<h2>About Eth</h2>
<p>You can also use a wide range of accepted stablecoins such as Binance USD , Coinbase USD Coin , and Tether to buy crypto. A survey recently cited by Nathaniel Popper in The New York Times indicates that businesses are far more bullish on ether, and the future usage of Ethereum, than bitcoin. Almost 94% of surveyed firms said they feel positive about the state of Ether tokens. Only 49% of firms surveyed had a positive feeling about bitcoin. But Buterin conceived of Ethereum as a platform on which two parties could enter into a contract on a price without a third party, according to Paul McNeal, a Bitcoin Evangelist and long-time cryptocurrency investor. At CEX.IO Broker, the quoted prices for an asset reflect the aggregated liquidity for that asset, available on the markets of the liquidity providers we work with. In November 2013, he released the Ethereum white paper – a technical document that outlined the vision and technology behind the proposed project. A month later, Buterin asked Israeli-American Amir Chetrit to join his project.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="305px" alt="3 eth to usd"/><br />
Below are the most popular denominations to convert to USD. Buffett reiterated that bitcoin isn&#8217;t worth anything because it doesn&#8217;t produce anything, while Munger said he expects its price to plunge to zero. At Myfin.us we always try to provide our readers with the most relevant information and free useful tools. For maintaining project viability we may receive compensations from our partners, which influences the place where we put some products on our pages.</p>
<h2>Trending Coins Pairs</h2>
<p>Our new digital magazine goes beyond the daily headlines to put crypto and blockchain developments in perspective. The latest moves in crypto markets in context for March 28, 2022. There are three main types of nodes that operate on the Ethereum network. Przemysław Kral is set to discuss cryptocurrencies starting from April 7. 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. See our pricing page to see the different limits to sell Ether by bank transfer, with or without KYC. Download Bridge Wallet, the mobile app that we&#8217;ve made to help you easily invest and manage your cryptoassets from your phone with total control on your funds. Ethereum has a global 24-hour trading volume of $14,768,470,739. Ethereum can be traded across 565 different markets and is most actively traded in WhiteBIT. Ethereum market price is updated every three minutes and is automatically displayed in USD.<br />
<a href="https://www.beaxy.com/"><img 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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='409px'/></a><br />
An entity that is not established in the EU or regulated by an EU National Competent Authority. The entity falls outside the EU regulatory framework i.e.MiFID IIand there is no provision for an Investor Compensation Scheme. You will not benefit from the protections available to clients receiving regulated investment services. With PoS and sharding both enabled, Ethereum developers expect that they will make further tweaks to enhance the security of the network. That includes adding anonymity features to conceal validator identities behind block proposals.</p>
<p>The two had worked together on a separate project called “Colored Coins” – which subsequently laid the foundations for the NFT market. After the merge, there will be additional, smaller upgrades needed. The next task for Ethereum developers will be enabling sharding, which creates multiple mini-blockchains. Each shard will be responsible for verifying its own set of transactions rather than the entire network verifying every single transaction. The Beacon chain will act as the main coordinator between these shards, randomly assigning validators to each. Increasing mining difficulty lengthens the time it takes for miners to discover new blocks.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/images/pages/pageHome/calc-bullit-second.webp" width="306px" alt="3 eth to usd"/><br />
That means less ether enters circulation in the form of block rewards, which in turn tapers overall issuance. This mechanism was activated, reset and delayed several times between 2017 and 2020, mainly because Ethereum developers needed more time to work on key updates ahead of the 2.0 upgrade. To check Ethereum 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. CoinGecko provides a fundamental analysis of the crypto market.</p>
<p>These math problems get more complex as more coins are mined, in order to control the supply. Ethereum is a blockchain-based software platform that can be used for sending and receiving value globally with its native cryptocurrency, ether, without any third-party interference. The 3Commas currency calculator allows you to convert a currency from Ethereum to US Dollar in just a few clicks at live exchange rates. Once you complete the purchase, we will deposit your new crypto directly to your Binance wallet &#8211; a safe and simple way to manage your crypto assets. You can immediately trade your purchased crypto on the many products and services on the Binance Platform.</p>
<p>O post <a rel="nofollow" href="https://fmarck.com.br/0-3-ethereum-to-us-dollar-or-convert-03-eth-to-usd/">0 3 Ethereum To Us Dollar Or Convert 03 Eth To Usd</a> apareceu primeiro em <a rel="nofollow" href="https://fmarck.com.br">Fmarck Sites e Comunicação</a>.</p>
]]></content:encoded>
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		<item>
		<title>Convert Btc To Usd</title>
		<link>https://fmarck.com.br/convert-btc-to-usd/</link>
				<pubDate>Mon, 31 Jan 2022 13:43:04 +0000</pubDate>
		<dc:creator><![CDATA[Equipe Fmarck Comunicação]]></dc:creator>
				<category><![CDATA[Crypto News]]></category>

		<guid isPermaLink="false">https://fmarck.com.br/?p=1605</guid>
				<description><![CDATA[<p>BTC, along with the majors, have arrived at the trend bottom. Expect high volatility over the next few days as the trend is tested and established. News Corp is a global, diversified media and information services company focused on creating and distributing authoritative and engaging content and other products and services. There are several differences [...]</p>
<p>O post <a rel="nofollow" href="https://fmarck.com.br/convert-btc-to-usd/">Convert Btc To Usd</a> apareceu primeiro em <a rel="nofollow" href="https://fmarck.com.br">Fmarck Sites e Comunicação</a>.</p>
]]></description>
								<content:encoded><![CDATA[<p>BTC, along with the majors, have arrived at the trend bottom. Expect high volatility over the next few days as the trend is tested and established. News Corp is a global, diversified media and information services company focused on creating and distributing authoritative and engaging content and other products and services. There are several differences between a blockchain and a database, including the level of control. Blockchains are under a decentralized control, whereas a centralized database creates a dependent relationship between users and administrators. Users tend to prefer confidentiality, which is better achieved through a centralized database. Performance also differs, as a centralized database is able to compute information faster than blockchains. Using a blockchain ensures security and manages digital relationships as part of a system of record.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr"><a href="https://twitter.com/hashtag/LunarOpinions?src=hash&amp;ref_src=twsrc%5Etfw">#LunarOpinions</a> Would you recommend trading on Beaxy?</p>
<p>90.6% Yes<br />4.274% No<br />5.128% No opinion</p>
<p>Data represents opinions given on LunarCrush over the last 24 hours.<a href="https://t.co/vOlKvVnhjW">https://t.co/vOlKvVnhjW</a></p>
<p>&mdash; johansyah coga (@johan_syah) <a href="https://twitter.com/johan_syah/status/1498493682672013315?ref_src=twsrc%5Etfw">March 1, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>With AvaTrade, you do not need to create a wallet to trade cryptocurrency. In the BTCUSD pair, Bitcoin is the base currency, while the US dollar is the quote currency. When, for instance, the price of the BTCUSD pair is 10,000, it means that one would require 10,000 US dollars to acquire 1 Bitcoin. Deposit crypto to our exchange and trade with deep liquidity and low fees. Sign up for an account in minutes to buy crypto using credit card or bank transfer. <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> This is a visual representation of the price action in the market, over a certain period of time. As you can see, today, the price of Bitcoin decreased by 3% following the announcement of the intensification of quarantine in China , and it is currently in the support range of ($37600 to $38500) . According to the previous analysis, if this support level fails to maintain the price in this range, we can wait for the second scenario to happen.</p>
<h2>How To Exchange Bitcoin Btc To Us Dollars Usd Via Quick Exchange?</h2>
<p>As the largest cryptocurrency by far Bitcoin should be of great interest to currency traders. While the size of the digital currency’s market capitalization pales in comparison with that of any major or minor fiat currency, Bitcoin acceptance has been growing. As the acceptance of Bitcoin grows it becomes more commonplace as a currency, a store of value, and as a trading asset. This will only increase in the future, so by learning to trade BTC/USD now you are future-proofing your trading career. Plus cryptocurrencies like Bitcoin are one of the few markets available for trading on the weekend. When you’re looking for a place where to buy Bitcoin or other virtual currencies, a robust crypto exchange platform will come in handy. To make your crypto purchases simple and convenient, many of them are supporting transfers from debit cards and credit cards, since it’s probably the most popular payment methods for now. When using cards online, people care most about the security of their operations and card data.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="300px" alt="bitc to usd"/><br />
If you are looking for quick access to your BTC to facilitate trading, you can consider storing your Bitcoin on the Binance exchange. The total dollar value of all transactions for this asset over the past 24 hours. &#8220;A group of miners who didn&#8217;t like SegWit2x are opting for this new software that will increase the size of blocks from the current 1 megabyte to 8,&#8221; Morris told Business Insider. Each new block has a value called a “target hash.” In order to win the right to fill the next block, miners need to produce a hash that is lower than or equal to the numeric value of the ‘target’ hash.</p>
<h2>What Is Bitcoin?</h2>
<p>This process can differ depending on how advanced the exchange is. It’s worth mentioning that crypto markets are highly volatile. By trading virtual currencies you can make profits more quickly than when you trade stocks. Besides, trading cryptocurrencies don’t require special finance education. That’s why it’s so attractive for institutional and retail users. Therefore it’s essential to follow the price charts and understand what influences the value of BTC and other coins and tokens.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="307px" alt="bitc to usd"/><br />
The listings that appear on this page are from companies from which this website and Bankrate may receive compensation, which may impact how, where and in what order products appear. This table does not include all companies or all available products. Neither Bankrate nor this website endorses or recommends any companies or products. Founder Satoshi Nakamoto is reported to own in excess of 4% of total Bitcoins that can ever hit circulation. Bitcoin was invented in 2009, by Satoshi Nakamoto, whose true identity had yet to be released.<br />
As stated, earlier Bitcoin provides the price direction cue for almost all cryptocurrencies. Therefore, the BTCUSD has a positive correlation with all the major crypto pairs, such as ETHUSD, BTGUSD, LTCUSD, ETCUSD and XRPUSD. Gold has, for years, been considered a safe haven and a hedge against inflation and fiat – qualities that Bitcoin now portrays. Additionally, the price of gold is measured in USD, something shared by the BTCUSD pair. By sharing fundamental economic qualities, gold and Bitcoin have developed a positive correlation that traders should always consider. Bitcoin is the world’s most traded cryptocurrency, representing a huge slice of the crypto market pie. It was the first digital coin and, as such, remains the most famous and widely-adopted cryptocurrency in the world. The original gangster in whose footsteps all other coins must follow. The birth of Bitcoin was the genesis for an entirely new asset class, and a huge step away from forms of centralized control. Today, many advocates believe Bitcoin will be the inevitable future for the entire global financial system, although this – of course – remains to be seen.</p>
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<p>If you let your emotions get in the way, you could sell at the wrong time, or you might make the wrong investment decision. Just like you shouldn’t let a price drop influence your decision to buy Bitcoin, don’t let a sudden price increase alter your long-term investment strategy. Even more importantly, don’t start buying more Bitcoin just because the price is rising. Use this to see how IG client accounts with positions on this market are trading other markets. Data is calculated to the nearest 1%, and updated automatically every 15 minutes. When you click the Exchange button, you will create a market order for your trading pair. Therefore, the exchange will not be instant and the final price may be different. The crypto amount quoted is based on the current rate and is not final. Depending on the order type and market changes, the final price may be different.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="303px" alt="bitc to usd"/><br />
You can narrow down your search for the right platform by mostly paying attention to security and fees. If you plan to keep your crypto on your account with an exchange, make sure you choose an exchange that uses offline, cold storage, and has strong protections against theft. Some exchanges also have independent insurance policies to help protect investors from potential hacking. There are hundreds of cryptocurrency exchanges you can use to buy crypto online, but a few of the more popular ones are Coinbase, Gemini, and Kraken. These exchanges are online platforms where you can buy and sell cryptocurrencies. Generally, if you’re using a beginner-friendly platform like Coinbase or PayPal, you can simply enter the amount in dollars you want to trade for Bitcoin, and buy at the current rate . If you use an exchange designed for more active trading, you may have the option to place both market and limit orders. A rate hike would pressure the BTCUSD price lower, while any rate cut would provide tailwinds for the crypto pair. To put this into perspective, in November 2018, the BTCUSD pair traded at $3,778.</p>
<h2>What Is The Difference Between A Blockchain And A Database?</h2>
<p>A case in point is a lawsuit filed by the SEC against Ripple Labs, custodians of Ripple , one of the world’s biggest and most popular cryptocurrencies. Also, there was the May 2020 Bitcoin halving event that reduced the incentive to mine Bitcoin, further limiting the supply of the cryptocurrency. After hitting the $42,000 mark, BTC-USD pulled back to settle above $30,000 as of February 2021. The correction was largely attributed to profit-taking, as well as some negative comments on the use of cryptocurrencies by U.S. But after the 2017 rally, BTC then began a retracement and remained trapped below $10,000 for most of 2018 and 2019. There was cooling interest in cryptocurrencies in general, with traditional investments, such as stocks, proving to be more lucrative and safer as well. The year 2017 looked like a bubble, and the characteristic of cryptocurrencies as stores of value seemed to be largely an illusion.<br />
Conversion rates are based on CoinDesk’s Bitcoin Price Index and the price indices of other digital assets. World currency prices are based on rates obtained via Open Exchange Rates. First, you’ll want to choose a cryptocurrency trading platform to exchange your U.S. dollars for Bitcoin or other digital currencies. Depending on the exchange you choose, you may need to provide information like your Social Security number, ID, and your source of income when you create your account. Once you’ve created your account, most exchanges will ask to connect your bank account or a debit card. That way, you can fund it with fiat currency, like U.S. dollars, to buy Bitcoin. Once you’ve connected a payment method, you’ll be able to actually place your order for Bitcoin.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Have never even heard of Beaxy so I don’t understand why the name is bad but the former is triggering enough for me that I will relegate it below Stargate and Dragonchain for worst name title</p>
<p>&mdash; Cobie (@cobie) <a href="https://twitter.com/cobie/status/1506066525857275908?ref_src=twsrc%5Etfw">March 22, 2022</a></p></blockquote>
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<p>We are thrilled to announce becoming the first European cryptocurrency exchange that was granted regulatory approval to operate in Canada. Bitcoin plummeted off global recession fears and a strong selloff in stocks. We have completely given up the $40K handle for now, but are finding support at $38.2K. The Kovach OBV is abysmally low, and hugging a lower bound, after turning sharply south with the selloff.</p>
<p>Major companies, such as Tesla and MicroStrategy Incorporated, invested big money in Bitcoin, paving the way for other corporations to rethink their cryptocurrency strategy. With the price at ‘favourable’ levels, BTCUSD is due for another round of heavy backers – something that would be a major tailwind for the digital currency’s price. Bitcoin is the first cryptographic currency, and thus a pioneer that has changed the market forever. It is the most trusted and popular coin of this type, with the largest market capitalization. It is often called digital gold, as well as the currency of the future. A decentralized ledger that is updated instantaneously across all users, with transaction times and fees depending upon the speed which miners are able to verify transactions. The Blockchain technology is unique as it has no centralized control or the ability to manipulate its content. Bitcoin is a virtual currency, more commonly referred to as a cryptocurrency that was created with the principal of removing intermediary control as enjoyed by banks, central banks, and governments. Bitcoin was created in order to compete or replace fiat currencies as an alternative instant payment mechanism.<br />
With the release of version 0.3 of the Bitcoin client, information about the digital currency spread throughout the internet. An article published on a popular technology portal presented the project to a wider audience, thanks to which the BTC/USD exchange rate increased by 900% within 5 days, reaching the price of 8 cents. The rapid increase in the price of Bitcoin encouraged more investors and initiated an annual boom period on the market. <a href="https://www.beaxy.com/exchange/btc-usd/">bitc to usd</a> Half a year later, on February 9, 2011, the value of a Bitcoin had reached the price of one dollar. The huge breakthrough moment was the first exchange of digital currency on the exchange. On October 12, 2009, USD/BTC transactions were made and 5,050 Bitcoins were purchased for 5 dollars and 2 cents. The first rationalization of cryptocurrencies, although symbolic, revolutionized the perception of BTC in the eyes of numerous investors.</p>
<ul>
<li>Cryptocurrencies are known for their immense volatility, while the US dollar is by far the most traded fiat currency globally.</li>
<li>Even before BTC developers launched the first distributed ledger, the concept of blockchain was described by different computer scientists.</li>
<li>By sharing fundamental economic qualities, gold and Bitcoin have developed a positive correlation that traders should always consider.</li>
<li>Binance has the lowest transaction fee rate amongst all major trading platforms.</li>
<li>When using cards online, people care most about the security of their operations and card data.</li>
</ul>
<p>The CoinDesk Bitcoin Price Index is the world’s leading reference for the price of bitcoin, used by the largest institutions active in crypto assets. It is the crypto market standard, benchmarking billions of dollars in registered financial products and pricing hundreds of millions in daily over-the-counter transactions. Built for replicability and reliability, in continuous operation since 2014, the XBX is relied upon by asset allocators, asset managers, market participants and exchanges. The XBX is the flagship in a portfolio of single- and multi-asset indices offered by CoinDesk. Any of the excellent strategies you’re using for forex trading will also work when trading BTC/USD.<br />
<a href="https://www.beaxy.com/"><img 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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='405px'/></a><br />
The last idea didn&#8217;t reach the entry point and the price fell under the border of the ascending channel, under the liquidity level. In the coming days, I expect a false breakout of the zone, fixing under it and reaching the support level. As it can be inferred from the BTC/USD chart, the up-trending channel is still holding. The price has managed to drop below the lower boundary of the channel, but now it is once again trading within the borders of it. We are pretty positive that the price will keep rising from now on and we are waiting for more confirmations before launching BUY positions and&#8230; Any copying, republication or redistribution of Lipper content, including by caching, framing or similar means, is expressly prohibited without the prior written consent of Lipper. Lipper shall not be liable for any errors or delays in the content, or for any actions taken in reliance thereon.</p>
<p>O post <a rel="nofollow" href="https://fmarck.com.br/convert-btc-to-usd/">Convert Btc To Usd</a> apareceu primeiro em <a rel="nofollow" href="https://fmarck.com.br">Fmarck Sites e Comunicação</a>.</p>
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	</channel>
</rss>
