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	<title>InterCargoSped &#187; Crypto News</title>
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		<title>Eth To Uah Currency Converter</title>
		<link>http://intercargosped.com/eth-to-uah-currency-converter/</link>
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		<pubDate>Tue, 21 Jun 2022 11:15:08 +0000</pubDate>
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				<category><![CDATA[Crypto News]]></category>

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		<description><![CDATA[Vitalik Buterin got the idea for Ethereum in 2013, after failed attempts to convince the Bitcoin core team to expand Bitcoin’s capabilities. Specifically, Vitalik sought to make a digital currency that was Turing complete. The first Ethereum white paper was &#8230; <a href="http://intercargosped.com/eth-to-uah-currency-converter/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>Vitalik Buterin got the idea for Ethereum in 2013, after failed attempts to convince the Bitcoin core team to expand Bitcoin’s capabilities. Specifically, Vitalik sought to make a digital currency that was Turing complete. The first Ethereum white paper was released later on in 2013. By 2014, the Ethereum Foundation, a non-profit organization that supports Ethereum’s research and development, had been created. The Ethereum Foundation still provides the majority of funding to research teams that build on the Ethereum platform.</p>
<ul>
<li>You will receive an email with instructions for how to confirm your email address in a few minutes.</li>
<li>Members of the ETH community can adjust the supply schedule to meet the minimum amount necessary for the market.</li>
<li>If you have ETH, write the amount you want to change into the calculator and you will see how much USD you will get.</li>
<li>You can calculate/convert USD from ETH to USD converter.</li>
</ul>
<p>Once you complete the purchase, we will deposit your new crypto directly to your Binance wallet &#8212; 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. If you wish to see how many ETH to Dollar you can convert, type in desired ETH amount in the left field. The tool will calculate the exact price in US dollars using the latest exchange prices.<br />
Deposit crypto to our exchange and trade with deep liquidity and low fees. Then just follow the step-by-step instructions on the page. After u clicked on the button, will u see an additional window where u can check all data for the output of Ethereum. You need to transfer Ethereum to the wallet indicated by the system. “Requires 1 confirmation of payment of transaction to the Ethereum system”. This currency converter can convert between several currencies simultaneously. ETH is the currency code for the cryptocurrency Ethereum.<br />
The main idea of every trading &#8212; buy a trading asset and then sell it for a better price and earn of the price difference. There are many various trading strategies, for example, a Buy&#038;HODL or any other active trading strategy. The Ethereum price used in the calculation above is a “volume weighted average” across a number of exchanges. More details on our data and methodology can be found here. Yes, we have a converter table where you can see the different options for Ethereum to USD conversion. In the table you can see many popular amounts that people often change.</p>
<h2>Eth To Uah Currency Converter</h2>
<p>The calculator is based on a third party service, and Company New Bit Ventures and its affiliates accept no responsibility for the contents or results of any calculations made using the calculator. The calculation by the calculator shall not be binding upon New Bit Ventures in the execution of transactions. CEX.IO is not providing the exchange services only, it is a cryptocurrency platform that offers different options to work with cryptocurrency assets like ETH, BTC LTC, ZIL and many more. Cryptocurrency trading is the main type of work with cryptocurrencies, but certainly not the only one.<br />
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" width="301px" alt="eth to usd calculator"/><br />
To explore general partnerships with Binance for new cash-crypto exchanges and or existing cash-crypto exchanges, please submit your application on &#171;Fiat Services Vendor Application Form&#187;. You can calculate/convert USD from ETH to USD converter. Also, you can select other currencies from the drop-down list. The left one is for cryptocurrencies, whereas the right one is for fiat currencies. 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.</p>
<h2>Eth To Usd</h2>
<p>Swipe left to pass and swipe right to take the trade. So you can access crypto markets whenever you need to. You can track the historical price data for ETH pairs by viewing the chart. Ethereum has a global 24-hour trading volume of $14,577,240,610. Ethereum can be traded across 565 different markets and is most actively traded in WhiteBIT.<br />
If I wish to set a desired price to buy or sell I can place what is called a ‘limit’ order. Download the Beaxy Trading App to trade your ETH and access all Markets anytime and anywhere. EthereumPrice.org cannot guarantee the accuracy of any calculated price and all prices should be used for informational purposes only. Use at your own risk and consult other price feeds for accuracy. In the event of technical difficulties, our qualified support team is ready to resolve the issue as soon as possible.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="it" dir="ltr"><a href="https://twitter.com/hashtag/Bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#Bitcoin</a> Last Price $38403 <a href="https://twitter.com/hashtag/BTC?src=hash&amp;ref_src=twsrc%5Etfw">#BTC</a> </p>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
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		<item>
		<title>The Ultimate Guide To Wire Transfer Fees</title>
		<link>http://intercargosped.com/the-ultimate-guide-to-wire-transfer-fees/</link>
		<comments>http://intercargosped.com/the-ultimate-guide-to-wire-transfer-fees/#comments</comments>
		<pubDate>Fri, 29 Apr 2022 15:14:38 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Crypto News]]></category>

		<guid isPermaLink="false">http://intercargosped.com/?p=1931</guid>
		<description><![CDATA[Content Transfer Amount Will Affect Fees Chase Wire Transfer Help How Do I Send A Chase International Wire Transfer? Can I Transfer Money From My Chase Account To Another Bank? Accounts Eligible For Wire Transfers This is why foreign wire &#8230; <a href="http://intercargosped.com/the-ultimate-guide-to-wire-transfer-fees/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></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">Transfer Amount Will Affect Fees</a></li>
<li><a href="#toc-1">Chase Wire Transfer Help</a></li>
<li><a href="#toc-2">How Do I Send A Chase International Wire Transfer?</a></li>
<li><a href="#toc-3">Can I Transfer Money From My Chase Account To Another Bank?</a></li>
<li><a href="#toc-4">Accounts Eligible For Wire Transfers</a></li>
</ul>
</div>
<p>This is why foreign wire transfers tend to cost significantly more. Not every single account at a bank is capable of sending and receiving wire transfers. If you plan to send money on a regular basis, either in the U.S. or overseas, you can set up repetitive wire transfers, which will give you a $5 discount on each item transferred. A wire transfer from your bank is one of the quickest ways to send and receive money both within the United States and throughout the world. You may be able to avoid the wire fee if you are wiring an amount of $5,000 or more to a bank outside the U.S. in foreign currency. Note that wire fees do change from time to time so always check for the most updated fees before processing your wire transfer. Independent transfer services usually win out over banks when it comes to fees. There are several providers that will send a transfer for free with competitive exchange rates, including OFX, XE and Wise.</p>
<div style='text-align:center'><iframe width='562' height='316' src='https://www.youtube.com/embed/z-NHAVn3dr4' frameborder='0' alt='chase wire transfer fee' allowfullscreen></iframe></div>
<div style='text-align:center'><iframe width='561' height='312' src='https://www.youtube.com/embed/z-NHAVn3dr4' frameborder='0' alt='chase wire transfer fee' allowfullscreen></iframe></div>
<p>But more and more banks make it worth your while by offering new customers a bonus once they open an account and meet certain requirements. Select’s editorial team works independently to review financial products and write articles we think our readers will find useful. We may receive a commission when you click on links for products from our affiliate partners. Because of how common these scams are, don&#8217;t be surprised if your banker asks several questions about the purpose of your wire transfer.</p>
<h2 id="toc-0">Transfer Amount Will Affect Fees</h2>
<p>Please review its terms, privacy and security policies to see how they apply to you. Chase isn’t responsible for (and doesn&#8217;t provide) any products, services or content at this third-party site or app, except for products and services that explicitly carry the Chase name. Bank deposit accounts, such as checking and savings, may be subject to approval. Deposit products and related services are offered by JPMorgan Chase Bank, N.A. Member FDIC.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>Does Zelle charge a fee?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>If an individual has to send money immediately because of an emergency, he can do it via a wire transfer. For instance, John has a son who lives abroad and needs money to pay for an unexpected car repair. John can get his son&#8217;s account number and transfer money from his own bank account into his son&#8217;s account.</p>
</div></div>
</div>
<p>So, if your business is dealing with a lot of cash per month, then this account might not be the best fit. Citibank.com provides information about and access to accounts and financial services provided by Citibank, N.A. It does not, and should not be construed as, an offer, invitation or solicitation of services to individuals outside of the United States. You are applying for an account package that requires you to open both a checking and savings account. If you want only one account <a href="https://www.tmcnet.com/usubmit/-beaxy-taps-blockdaemon-node-infrastructure-/2021/09/07/9443959.htm">https://www.tmcnet.com/usubmit/-beaxy-taps-blockdaemon-node-infrastructure-/2021/09/07/9443959.htm</a> type, you can choose a different account package. Wire transfers can be a one-time event or you can set up domestic recurring wires in advance. You can also save and reuse wire information and see all past and future wires. The Chime Visa® Credit Builder Card is issued by Stride Bank pursuant to a license from Visa U.S.A. Inc. and may be used everywhere Visa credit cards are accepted. Our biggest, most comprehensive look at one of the most popular money transfer companies in the world.</p>
<h2 id="toc-1">Chase Wire Transfer Help</h2>
<p>We may receive compensation when you click on links to those products or services. Chase Bank has more than 4,700 branches and over 16,000 ATMs across the US. It is the commercial and consumer banking branch of JPMorgan Chase &#038; Co, which is one of the leading global financial services firms worldwide. They’re notorious for approaching new methods and technologies with caution, even if it could improve their customers’ experience, and ultimately banking efficiency. Chase is just one of several major banks in the US that still use this outdated transfer method, while new and innovative financial technologies become increasingly available. Established in the 1970s, this transfer method is still in use in almost all of the world’s major banks, though it has presented problems for customers since its inception. Chase in particular has been known to charge up to 6% above mid-market rate, one of the biggest differentials among major US banks. Your bank makes the exchange and then sends the newly changed-over currency. So, anywhere in the world that money is sent has to be exchanged into a local currency to be used.</p>
<p>But, there is something about international bank wires that makes them much more difficult than they need to be. Maybe that’s why Chase and other banks want to get their money’s worth. The receiving financial institution in another country exchanges the funds when they arrive. They fluctuate depending on several factors, and are an integral part of sending money globally. Unfortunately, many US banks haven’t caught on to this development, even though these online services have been around for a while. Unless you opt in to Chase Debit Card Coverage, transactions will automatically be declined when there are insufficient funds available, and you will not be charged a fee. It can be a drag to open a newchecking accountwith all the work you have to do to update direct deposit and set up all your autopayments.</p>
<h2 id="toc-2">How Do I Send A Chase International Wire Transfer?</h2>
<p>You use the information at your own risk, for more details read how our site works . If you need to transfer money within the U.S., there are often ways to do that with your bank that don’t require a wire transfer. Similarly, if someone in another country wires you $1,000, but you only see $970 in your bank account, it’s because your bank has taken out $30. Hidden fees – Your bank might not charge a fee, but there may be an intermediary bank that charges one. Give the party making the wire transfer both the Chase <a href="https://beaxy.com/faq/beaxys-guide-to-sending-wire-transactions/">chase wire transfer fee</a> bank routing number and the account number into which the funds are being transferred. The maximum daily limit on wire transfers with Chase is $100,000 or whatever your available balance is, although business customers can request a higher limit than this. Either way, banks generally charge a fee to make this exchange, which adds onto the total cost of your wire. Though that might seem a bit off-the-wall, consider the fact that every bank charges a different service fee to offer the exact same service.</p>
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<h2>How much cash deposit is suspicious?</h2>
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<p>Wire transfers can cost anywhere between $15 and $50. As such, they&#8217;re one of the most expensive ways to send money. The charge depends on your bank, the transfer amount, and whether the wire is domestic or international.</p>
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<p>If you are transferring money domestically within the US using Zelle within the Chase app, you can send up to $2,000 in a single transaction per day, and up to $16,000 in a month. Private Banking accounts can send up to $5,000 in a single transaction per day, and up to $40,000 in a calendar month. On top of that, your bank isn’t the only one charging service fees to handle your money. By the time it gets where you need it to go, your payment could be hundreds of dollars less than what you originally sent.</p>
<h2 id="toc-3">Can I Transfer Money From My Chase Account To Another Bank?</h2>
<p>Chase Bank has branches across the US for convenient access to your bank, although the company also has excellent online access to manage your accounts wherever you’re based. The bank has a wide offering of products and financial services designed for both individuals and businesses, including savings and checkings accounts, credit cards, and loans and mortgages. Chase isn’t the only one, but their high fees and outrageous foreign exchange rates are head and shoulders above the rest. This shouldn’t be a surprise at this point, but different banks will charge different foreign exchange rates. More often than not, more will be taken off the top of an international transfer than is expected out of the exchange. All of the accounts included on this list areFederal Deposit Insurance Corporation or National Credit Union Administration insured up to $250,000. This insurance protects and reimburses you up to your balance and the legal limit in the event your bank or credit union fails.</p>
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" width="306px%" alt="chase wire transfer fee"/></p>
<p>Western Union sends money online to friends and family in 200+ countries around the world. Remitly has quick, affordable transfers around the world, with both express and economy options. WorldRemit is an international <a href="https://www.hometownregister.com/news/state/beaxy-taps-blockdaemon-for-node-infrastructure/article_ef38a6ec-2c3e-59e8-adc8-5c45f649a704.html">https://www.hometownregister.com/news/state/beaxy-taps-blockdaemon-for-node-infrastructure/article_ef38a6ec-2c3e-59e8-adc8-5c45f649a704.html</a> payments company found in 2010. In one of our WorldRemit reviews, we&#8217;re taking a look at this UK-based remittance service. For a better experience, download the Chase app for your iPhone or Android.</p>
]]></content:encoded>
			<wfw:commentRss>http://intercargosped.com/the-ultimate-guide-to-wire-transfer-fees/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Is Cash App Safe For Buying &amp; Storing Bitcoin?</title>
		<link>http://intercargosped.com/is-cash-app-safe-for-buying-storing-bitcoin/</link>
		<comments>http://intercargosped.com/is-cash-app-safe-for-buying-storing-bitcoin/#comments</comments>
		<pubDate>Fri, 21 Jan 2022 09:41:42 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Crypto News]]></category>

		<guid isPermaLink="false">http://intercargosped.com/?p=1977</guid>
		<description><![CDATA[Content Bitcoin Atms Aaron Rodgers Teams Up With Cash App To Take Portion Of Nfl Salary In Bitcoin Withdrawing Your Coins However, it is likely that Square is today the simplest platform for buying Bitcoin . Although you can as &#8230; <a href="http://intercargosped.com/is-cash-app-safe-for-buying-storing-bitcoin/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></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">Bitcoin Atms</a></li>
<li><a href="#toc-1">Aaron Rodgers Teams Up With Cash App To Take Portion Of Nfl Salary In Bitcoin</a></li>
<li><a href="#toc-4">Withdrawing Your Coins</a></li>
</ul>
</div>
<p>However, it is likely that Square is today the simplest platform for buying Bitcoin . Although you can as of 2021 send Bitcoin to a friend’s $Cashtag, those moving from one wallet to another may find the process a little confusing at first if they aren’t used to crypto. To buy or sell Bitcoin using Cash App, go to the investing portion of the app, click on Bitcoin, and then hit the buy or sell button. Square’s Cash App lets you instantly buy, sell, store, and send Bitcoin. In other words, Cash App is a Bitcoin broker and wallet. To access withdrawals, tap on the home icon in the bottom left. Your total balance will be displayed and below information is shown about your wallets. If Cash App suspends your account, you will lose access to you Bitcoin. This is why you need to move your Bitcoin as soon as possible to a non-custodial wallet. Withdrawing to an external wallet is contingent on internal review and accurate and up to date ID verification information.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>Is Bitcoin safe on Cash App?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Cash App is PCI Data Security Standard (PCI-DSS) Level 1 compliant. Your payment information is encrypted and sent securely to our servers whether you&#8217;re using public or private Wi-Fi or a data service such as 3G, 4G and EDGE.</p>
</div></div>
</div>
<p>Once the sale is initiated you will see the amount in your local currency in your Cash App. After the confirmation, you will see your Bitcoin amount converted to cash in your local currency. Once you’re signed into your account you will select the Bitcoin icon in the bottom taskbar. You will see the option to buy or send Bitcoin along with the current price of BTC. Receive bitcoin to your secure Coinme account or send it to the wallet of your choice. Assets are secured with industry-leading, bank-level security. Sophisticated anti-fraud analysis tools are employed to monitor for any suspicious activity. Payment apps are popular because they make it simple for people to shop online using their phones or split checks with friends. The apps are also meant to be fun, with some featuring emojis and digital stickers decorating transaction notes.</p>
<h2 id="toc-0">Bitcoin Atms</h2>
<p>Tap “Buy” and enter in the amount of BTC you wish to purchase. Navigate to the “Investing” tab and choose the Bitcoin option. Verify your real name, address, SSN, birthday, and home address to satisfy Cash App’s KYC compliance standards. Enter your email address and your phone number to create your account. If you want to bet on tonight’s baseball game or this weekend’s football game, waiting nearly two weeks to get your crypto into your sportsbook account is a logical absurdity.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">i could transfer sol then buy bitcoin then transfer bitcoin and then sell it then transfer to the bank from cashapp but thats too many fucking hands and its a taxable event every single time and its not worth it to save on a small hit now and then get smoked later lmao</p>
<p>&mdash; Ceaselessly Leveling Sunbearer (@ITSYABOYDEVO) <a href="https://twitter.com/ITSYABOYDEVO/status/1463712014489079813?ref_src=twsrc%5Etfw">November 25, 2021</a></p></blockquote>
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<p>Discover the best crypto apps you can use on your iPhone or Android phone, based on security, data, availability and more. This is your username, which is going to be unique, and you need it in order to be able to receive funds. The referral code can be given to a friend or family member, so you can receive a bonus when they sign up using it. The person should also be a resident of the U.S. and use these services in the U.S. Lastly, those who want to buy Bitcoin with Cash App must be individual persons and not entities, meaning that the service should be used for personal use only.</p>
<h2 id="toc-1">Aaron Rodgers Teams Up With Cash App To Take Portion Of Nfl Salary In Bitcoin</h2>
<p>Matt Frankel, CFP has no position in any cryptocurrencies mentioned. We’re firm believers in the Golden Rule, which is why editorial opinions are ours alone and have not been previously reviewed, approved, or endorsed by included advertisers. Editorial content from The Ascent is separate from The Motley Fool editorial content and is created by a different analyst team. We do receive compensation from some partners whose offers appear on this page. Compensation may impact the order in which offers appear on page, but our editorial opinions and ratings are not influenced by compensation. You can deposit up to $10,000 worth of Bitcoin in any 7-day period. With Cash App investing, you can purchase as little or as much of a stock as you want, even if you only want to spend $1. We’ve answered some common questions to help you get you started. Now you can access earnings data, news, key stats and much more to help you decide on what&#8217;s worth buying or holding. With just $1, you can buy what&#8217;s known as fractional shares, or smaller pieces of stocks comission-free.</p>
<ul>
<li>Then, you need to confirm your name, social security number, birth date, and home address.</li>
<li>It is accessed via the withdraw and deposit functions as explained on the page.</li>
<li>You should be able to choose the Cash App wallet to deposit the funds into.</li>
<li>Virgin Islands, American Samoa, and the Northern Mariana Islands.</li>
<li>We maintain a firewall between our advertisers and our editorial team.</li>
</ul>
<p>If you don’t have enough funds available, the remaining amount will be debited from your linked debit card. Once the order is filled, you can review your investment under My Portfolio on the Investing tab. Cash App, the fourth leading P2P money sending platform, finally allows users to buy Bitcoin instantly. Alas, because these services don’t let members send their crypto off-platform, there’s no way to use them as a bridge to procure crypto with which to deposit at legitimate online sportsbooks. The trial, which seems to only be available right now to a small number of users, lets you buy and sell bitcoin directly in the app. Square is testing cryptocurrency support in their Cash app, according to TechCrunch reader Zach Miles on Twitter and confirmed by the company. If you dread the idea of searching for individual sellers and want to purchase bitcoin quickly, then BitQuick is a great option for you. You will receive your bitcoins once the payment is made. LocalBitcoins is a peer-to-peer escrow service that allows you to buy, sell and trade Bitcoin directly with other people in 249+ countries, safer and faster. With their reliable escrow system in place, you can be assured you will get your bitcoins directly in your wallet once payment is made.</p>
<p>The information on this website and the links provided are for general information only and should not constitute any financial or investment advice. We strongly recommend you to conduct your own research or consult a qualified investment advisor before making any financial decisions. We are not responsible for any loss caused by any information provided directly or indirectly on this website. Go to the Android or Apple app store and download Cash App for your mobile device. The steps to transfer to another wallet are given in the article. Within this guide, you will get the steps to buy and sell Bitcoins rapidly. Proceed through the comprehensive article since there are additional questions solved for Bitcoins. Now scan the QR code from the external wallet, or select “Use Wallet Address” at extreme bottom of the screen. Read more about <a href="https://www.beaxy.com/market/btc/">Btcoin to Dollar</a> here. A $100 purchase of Bitcoins would attract a fee of $1.75, which is equal to 1.75% of the total purchase value. Users can withdraw Bitcoins to a limit.$2000 of Bitcoins in a day or $2000 of Bitcoins in a week to a maximum of $5000 in a week.</p>
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<h2>How does the $100 to $800 work?</h2>
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<p>Here&#8217;s how &#171;The Blessing Loom&#187; scheme works: You&#8217;ll see an octagon that must be filled with names of participants. You are told that if you pay $100 to get a spot, you recruit other people, and once your name makes it to the center of the octagon, you get $800.</p>
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<p>Our editorial team does not receive direct compensation from our advertisers. With that said, since it’s very easy to buy bitcoin on Cash App and there seem to be no issues with the buying side, we’d say that using Cash App to buy bitcoin is totally fine. The company offered some commentary on its January performance but declined to give a formal financial outlook. The payments company generated fourth-quarter net income of $294 million, or 59 cents a share, whereas Square posted net income of $391 million, or 83 cents a share, a year prior.</p>
<p>You must have a balance of at least 0.001 bitcoin to make a withdrawal. I usually withdrawal every time my balance goes over $100. Transfers can take anywhere from 5-60 minutes depending on how fast new blocks are mined and network congestion. I personally use and recommend a Ledger Nano X. It&#8217;s a bluetooth enabled next-generation hardware wallet that supports 1000&#8217;s of coins and tokens. It is super secure and you can be sure that nothing will ever happen to your Bitcoin if its stored on a Ledger Nano X. Congratulations, you have just purchase Bitcoin using CashApp! Now you will need to withdrawal it to a non-custodial wallet that you control the private keys.</p>
<p>Then, you’ll be asked to type in how much money you’d like to invest or the percentage of a coin you want to purchase. If you have multiple forms of payment set up, choose where you wish the money to <a href="https://www.beaxy.com/buy-sell/eth-usdc/">Buy ETH</a> come from. Hit the next button in the top right corner and confirm the trade. When inputting a payment method, you have a couple of options such as using a bank account, credit/debit card, or both.</p>
<p>Unlike online casino gambling, online sports betting requires rapid deposits so bettors can take advantage of changing lines and odds for daily contests. That may change in the future, but for now, these apps are crypto no-gos. And like it or not, those drawbacks are big enough that at least some gamblers will simply pass the options by. Thinkmaverick.com earns commissions from some of the services/products listed on this site.Read more. Don’t store your Bitcoin on an exchange any longer than you need to.</p>
<p>And because these apps have well over 500 million users between them , that’s an enormous missed opportunity for the offshore betting market. One source also said that a transaction sent to this address hasn’t yet shown up in his balance, so it’s definitely more of a beta than a fully functional release. Now you know how to find a Bitcoin ATM, let’s see how these Bitcoin ATMs work and how to use them to buy/sell bitcoin. This way, you can buy bitcoins with cash conveniently and privately. Buying bitcoins on ATMs is probablyone of the fastest and easiest way without needing any ID verification. CoinMama,create an account with your email address, and provide some documents to verify your identity. On the contrary, there’s a 6% fee for purchasing Bitcoin with credit card.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/wp-content/uploads/mt5-350x229.png" width="308px%" alt="buy bitcoin from cash app"/><br />
Do not buy crypto or stocks on this site until they fix themselves. You can get your public key in the withdrawal / deposit screen. If you want a private key, switch to another wallet where you control your private key first. Almost all centralized or even semi-centralized wallets will not allow users to access their private key. Your Cash App wallet is essentially found in two places. It is accessed via the withdraw and deposit functions as explained on the page. Give the page a quick read to understand the difference.</p>
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<p lang="en" dir="ltr">so i was gonna save that 74 i got from bitcoin stuff from cash app n megan way back when but i think i’m gonna buy that septum stretching kit </p>
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		<title>Bitcoin And Ethereum Are Leading A Breakout Year For Cryptocurrency Adoption</title>
		<link>http://intercargosped.com/bitcoin-and-ethereum-are-leading-a-breakout-year/</link>
		<comments>http://intercargosped.com/bitcoin-and-ethereum-are-leading-a-breakout-year/#comments</comments>
		<pubDate>Mon, 22 Nov 2021 10:49:53 +0000</pubDate>
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				<category><![CDATA[Crypto News]]></category>

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		<description><![CDATA[Content Goldman Sachs Says The Metaverse Must Run On Blockchain, And Heralds Crypto Tech As A Huge Disruptor Bitcoin Price Chart, 2010 As of 2021, miners receive 6.25 bitcoins each time they mine a new block. The next bitcoin halving &#8230; <a href="http://intercargosped.com/bitcoin-and-ethereum-are-leading-a-breakout-year/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
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<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Goldman Sachs Says The Metaverse Must Run On Blockchain, And Heralds Crypto Tech As A Huge Disruptor</a></li>
<li><a href="#toc-1">Bitcoin Price Chart, 2010</a></li>
</ul>
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<p>As of 2021, miners receive 6.25 bitcoins each time they mine a new block. The next bitcoin halving is expected to occur in 2024 and will see bitcoin block rewards drop to 3.125 bitcoins per block. As the supply of new bitcoin entering the market gets smaller, it will make buying bitcoin more competitive – assuming demand for bitcoin remains high. This is a significant spread, and it points to the volatile and speculative nature of cryptocurrency investing. No model is perfect, but these three can provide a framework and help investors begin to anchor the range of potential outcomes for Bitcoin and other digital currencies. It has indeed exhibited a varying degree of correlation with these assets, and these correlations were not static but evolved over time. It’s important to note that Bitcoin is primarily thought of as a store of value, but other cryptocurrencies do not offer similar value proposition.</p>
<ul>
<li>The first Bitcoin ATMs were introduced in October, opening the door for greater public adoption.</li>
<li>Every day, more businesses accept bitcoins because they want the advantages of doing so, but the list remains small and still needs to grow in order to benefit from network effects.</li>
<li>The deflationary spiral theory says that if prices are expected to fall, people will move purchases into the future in order to benefit from the lower prices.</li>
<li>The opinions expressed in this Site do not constitute investment advice and independent financial advice should be sought where appropriate.</li>
</ul>
<p>This may influence which products we write about and where and how the product appears on a page. All prices on this page are nominal (i.e., they are not indexed to inflation). This has to do with several things, including volume on an exchange. It is also worth noting that while merchants usually depend on their public reputation to remain in business and pay their employees, they don&#8217;t have access to the same level of information when dealing with new consumers. Bitcoin is not a fiat currency with legal tender status in any jurisdiction, but often tax liability accrues regardless of the medium used.</p>
<h2 id="toc-0">Goldman Sachs Says The Metaverse Must Run On Blockchain, And Heralds Crypto Tech As A Huge Disruptor</h2>
<p>You can think about the impact the news has on its price as similar to how news stories impact stock prices. When there are numerous news outlets and stories reporting positive news about BTC and/or cryptocurrencies in general, the market may see a positive impact. 2011 was also the year alternative cryptocurrencies to Bitcoin – known as “altcoins” – began to populate the cryptocurrency landscape. Created from bitcoin’s open source code, examples of the altcoins that emerged include GeistGeld, I0coin, Fairbrix, Namecoin, and SolidCoin. In these early days before Bitcoin was listed on an exchange, the price of mined bitcoins was determined via individuals trading BTC on a Bitcoin forum.</p>
<p>The authenticity of each transaction is protected by digital signatures corresponding to the sending addresses, allowing all users to have full control over sending bitcoins from their own Bitcoin addresses. In addition, anyone can process transactions using the computing power of specialized hardware and earn a reward in bitcoins for this service. To learn more about Bitcoin, you can consult the dedicated page and the original paper. Because bitcoin transactions are irreversible and there are many faucets, they have become targets for hackers interested in stealing bitcoins. Faucets try to get traffic from users by offering free bitcoin as an incentive. Some faucets also make money by mining altcoin in the background, using the user&#8217;s CPU. In November 2013, the University of Nicosia announced that it would be accepting bitcoin as payment for tuition fees, with the university&#8217;s chief financial officer calling it the &#171;gold of tomorrow&#187;. During November 2013, the China-based bitcoin exchange BTC China overtook the Japan-based Mt. Gox and the Europe-based Bitstamp to become the largest bitcoin trading exchange by trade volume. Even though it has been around for more than a decade, Bitcoin is still a nascent asset class. That means its price is determined by a complex combination of factors that include production costs, competition, and regulatory developments.</p>
<h2 id="toc-1">Bitcoin Price Chart, 2010</h2>
<p>In the event that quantum computing could be an imminent threat to Bitcoin, the protocol could be upgraded to use post-quantum algorithms. Given the importance that this update would have, it can be safely expected that it would be highly reviewed by developers and adopted by all Bitcoin users. For bitcoin&#8217;s price to stabilize, a large scale economy needs to develop with more businesses and users. For a large scale economy to develop, businesses and users will seek for price stability. The deflationary spiral theory says that if prices are expected to fall, people will move purchases into the future in order to benefit from the lower prices. That fall in demand will in turn cause merchants to lower their prices to try and stimulate demand, making the problem worse and leading to an economic depression. Some concerns have been raised that Bitcoin could be more attractive to criminals because it can be used to make private and irreversible payments.</p>
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<h3>Gala Coin price: How much the crypto is worth, and what experts predict could happen to its value &#8212; iNews</h3>
<p>Gala Coin price: How much the crypto is worth, and what experts predict could happen to its value.</p>
<p>Posted: Sun, 05 Dec 2021 08:00:00 GMT [<a href='https://inews.co.uk/inews-lifestyle/money/investing/gala-coin-price-how-much-crypto-worth-today-games-prediction-value-latest-explained-1313437' rel="nofollow">source</a>]</p>
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<p>The Bitcoin protocol and software are published openly and any developer around the world can review the code or make their own modified version of the Bitcoin software. Just like current developers, Satoshi&#8217;s influence was limited to the changes he made being adopted by others and therefore he did not control Bitcoin. As such, the identity of Bitcoin&#8217;s inventor is probably as relevant today as the identity of the person who invented paper. “Our take is that we don’t think you need Bitcoin in order to reach financial goals,” she says, adding that the average person should favor simple ways of investing that are easy to understand.</p>
<p>Cryptocurrency as an asset class is still relatively new, and some have argued that it is a premature characterization because it lacks long-term data required to be included in an asset allocation framework. While we agree, cryptocurrencies have already exhibited characteristics of a separate and unique asset class, and we expect key measures, including volatility, correlation, and return drivers, to continue to evolve. Since its inception, Bitcoin has continually dominated the total cryptocurrency market cap. In other words, in comparison to other cryptocurrencies, Bitcoin has always had the greatest share of the total dollar value of the crypto market. While history has shown that its growth in dominance does not necessarily lead to its growth in price, there is oftentimes a correlation between the two. All in all, the Mt. Gox incident shook the confidence of a great number of cryptocurrency traders at the time. With reduced confidence and substantial losses, the price of bitcoin dropped the $500 range, before recovering to the $600 to $700 range. Enabling crypto payments, such as bitcoin, without bringing it onto the company’s balance sheet may be the easiest and fastest entry point into the use of digital assets. It may require the fewest adjustments across the spectrum of corporate functions and may serve immediate goals, such as reaching a new clientele and growing the volume of each sales transaction.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="300px%" alt="how much does 2 bitcoin cost"/><br />
This peaked in April 2021, as Bitcoin posted a new all-time high of over $64,600. But the other area where misconceptions are common is in how Bitcoin actually consumes energy, and how that’s likely to change over time. Most companies currently using crypto in a “hands-on” fashion use a third-party custodian. Given that tendency, we will examine this path in greater detail. We&#8217;re firm believers in the Golden Rule, which is why editorial opinions are ours alone and have not been previously reviewed, approved, or endorsed by included advertisers. Editorial content from The Ascent is separate from The Motley Fool editorial content and is created by a different analyst team. After 2017, interest in Bitcoin fell for a considerable period of time. The price bottomed at $3,300 in December 2018 and didn&#8217;t break through its 2017 high again until November 2020. Many or all of the products here are from our partners that pay us a commission.</p>
<p>Despite the volatility, many experts say Bitcoin is on its way to passing the $100,000 mark, though with varying opinions on exactly when that will happen. The volatility is nothing new, and is a big reason experts say new crypto investors should be extremely cautious when allocating part of their portfolio to cryptocurrency. At the time of this writing, the digital asset was trading close to $53,000. The world’s most valuable digital currency by market value reached as little as $51,808.54 this afternoon, CoinDesk data shows. All content on Blockonomi.com is provided solely for informational purposes, and is not an offer to buy or sell or a solicitation of an offer to buy or sell any security, product, service or investment. The opinions expressed in this Site do not constitute investment advice and independent financial advice should be sought where appropriate. That crash was made up for by a rally in October and November of that year. By early October, Bitcoin was at about $100, and it hit $195 by the end of the month.</p>
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<h2>Will Bitcoin go up in 2022?</h2>
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<p>Its prediction for 2022 outlines a steady uptrend for the entirety of the year. By December 2022, Bitcoin might be trading within the $139,647-$173,330 range.</p>
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<p>A trader using this approach will buy BTC when they feel like it, and will not necessarily limit themselves to the same amount each time. At the time of this article’s first publication , 17,237,100 bitcoins have already been mined. It is notable that up until 2017, Bitcoin was at large, unregulated. The lack of governmental intervention allowed for the market to grow in an unconstrained way. However this changed in 2017 when the popularity of cryptocurrency saw new heights, and the governments of many countries scrambled to issue legislation and regulations to assert greater control. Since then, the rate at which governments are issuing regulations is increasing. Moreover, many of the problems bitcoin faces, such as its lack of scalability, were not foreseen at the time of its creation. Conversely, cryptocurrencies that have come after it has had the opportunity to address these problems in their own design. By implication, anyone concerned about Bitcoin’s problems may choose to invest in these other cryptocurrencies instead.<br />
Every four years, the number of bitcoins released relative to the previous cycle gets cut in half, as does the reward to miners for discovering new blocks. (The reward right now is 12.5 bitcoins.) As a result, the number of bitcoins in circulation will approach 21 million, but never hit it. But while fraudulent credit-card purchases are reversible, bitcoin transactions are not. Quickly and easily calculate foreign exchange rates with this free currency converter. The process of requiring network contributors to dedicate time and resources to creating new blocks ensures the network remains secure. As of 2021, the Bitcoin network consumes about 93 terawatt hours of electricity per year – around the same energy consumed by the 34th-largest country in the world. Prospective investors should also note that investments in the products described involve long lock-ups and do not provide investors with liquidity.</p>
<h2 id="toc-4">Currency Conversion Tables</h2>
<p>From a user perspective, Bitcoin is nothing more than a mobile app or computer program that provides a personal Bitcoin wallet and allows a user to send and receive bitcoins with them. Volatility makes it hard to know the “what” and “why” behind your crypto strategy. Before investing in Bitcoin or any alternative assets, ask yourself what you want to achieve from your participation in this particularly volatile market, and why. Federal officials have made it clear in recent months they are paying attention to the crypto industry. President Joe Biden recently signed an infrastructure bill requiring all crypto exchanges to notify the IRS of their transactions. Similarly, Treasury Secretary Janet Yellen recently said stablecoins — a type of crypto linked to the value of the U.S. dollar — should be subject to federal oversight. “I’m a big believer that if it’s not in cash, you don’t really have that money because in crypto, anything can drop dramatically overnight,” Merchan says.</p>
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<h3>A Proposed Architecture for a Central Bank Digital Currency for India &#8212; Observer Research Foundation</h3>
<p>A Proposed Architecture for a Central Bank Digital Currency for India.</p>
<p>Posted: Thu, 16 Dec 2021 06:52:24 GMT [<a href='https://www.orfonline.org/research/a-proposed-architecture-for-a-central-bank-digital-currency-for-india/' rel="nofollow">source</a>]</p>
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<p>Read more about <a href="https://www.beaxy.com/market/ltc/">Litecoin to Bitcoin</a> here. This is why certified financial planners suggest only allocating 1% to 5% of your portfolio to crypto — to protect your money from the volatility. Unfortunately, these new highs for Bitcoin were so far from the past figures that the price was very volatile. The volatility was fueled by rumors of poor security on Mt. Gox exchange, which was part of about 70 percent of Bitcoin transactions of the time. This was likely a contributing factor in the drop of Bitcoin’s price from $1,230 on Dec. 4, 2013, to $750 by Dec. 7. As the first cryptocurrency, Bitcoin’s long price history should come as no surprise.</p>
<p>This certainly sounds alarming — but the reality is a little more complicated. Deloitte refers to one or more of Deloitte Touche Tohmatsu Limited, a UK private company limited by guarantee (&#171;DTTL&#187;), its network of member firms, and their related entities. DTTL and each of its member firms are legally separate and independent entities. DTTL (also referred to as &#171;Deloitte Global&#187;) does not provide services to clients. In the United States, Deloitte refers to one or more of the US member firms of DTTL, their related entities that operate using the &#171;Deloitte&#187; name in the United States and their respective affiliates. Certain services may not be available to attest clients under the rules and regulations of public accounting.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/wp-content/uploads/fe200b3a-5183-42aa-9100-2e6add724c7b-350x197.jpg" width="307px%" alt="how much does 2 bitcoin cost"/><br />
Bitcoin was created in 2009 by Satoshi Nakamoto, an alias for a person or group who has still not been revealed. Over the years, it has hit many highs and lows, To better understand the past of this cryptocurrency, as well as its potential in the future, take a deeper delve into its history. Once renowned for being a prominent Wall Street hedge fund manager, Mike Novogratz has now set his sights on the cryptocurrency space, and he’s not turning back. Running the crypto-based Galaxy Investment Partners, Novogratz is betting big on the Bitcoin boom in general as his mid-term BTC price projection suggests. On 19 December 2017, Yapian, a company that owns the Youbit cryptocurrency exchange in South Korea, filed for bankruptcy following a hack, the second in eight months.<br />
While Bitcoin has yet to find favor as a medium of exchange, it has attracted the attention of retail investors. The locus of Bitcoin’s demand shifts based on economic and geopolitical considerations. For example, China’s citizens may have reportedly used the cryptocurrency to circumvent capital controls in 2020. Bitcoin cash came out of left field, according to Charles Morris, a chief investment officer of NextBlock Global, an investment firm with digital assets. A 2015 survey showed bitcoin users tend to be overwhelmingly white and male, but of varying incomes.<br />
The XBX is the flagship in a portfolio of single- and multi-asset indices offered by CoinDesk. Governments are exploring launching their own digital currencies. China, for example, introduced the digital yuan, and there are concerns that other governments may follow suit, which will lead to headwinds in the cryptocurrency market. In our view, China’s entry provides credibility and demonstrates the potential power of this asset class, as they acknowledge the technological advancement of blockchain. Let’s examine how Bitcoin traded relative to gold, the U.S. dollar, and the broad stock market, as represented by the S&#038;P 500, since 2019. Corporations are adding cryptocurrencies to their Treasury holdings. Square, Tesla, and MicroStrategy added cryptoassets to their own corporate balance sheets. These holdings are currently small, valued at approximately $7.7 billion.<br />
<a href="https://www.beaxy.com/exchange/eth-btc/"><img src='data:image/jpeg;base64,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' alt='Ethereum to Bitcoin' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='403px'/></a><br />
Many people monitor Bitcoin’s price action through charts and either purchase BTC or buy BTC futures contracts which allow them to open long and short positions on Bitcoin. Trading such a volatile currency can be profitable, but is undeniably risky. While one can often track the movement of stolen funds on the blockchain, it’s impossible to reverse the transaction, making Bitcoin holdings a popular target for cybercriminals. However, with proper online security you can achieve relative anonymity which offers far more protection of your financial data than traditional financial services which have often been hacked in the past. Transaction fees on the network vary, and increase during periods of congestion – however, with no overhead costs, the fees are still lower than with wire transfers or other forms of international money transfer. There is a limited number of bitcoins , and all funds have a digital signature that cannot be replicated.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/wp-content/uploads/c8f49a5e-b983-4887-90d5-6a0254e996d6-350x233.jpg" width="305px%" alt="how much does 2 bitcoin cost"/><br />
Because Bitcoin’s energy footprint has grown so rapidly, people sometimes assume that it will eventually commandeer entire energy grids. This was the premise of a widely-reported 2018 study that was recently cited in the New York Times, making the shocking claim that Bitcoin could warm the earth by two degrees Celcius. How you answer that likely depends on how you feel about Bitcoin. If you believe that Bitcoin offers no utility beyond serving as a ponzi scheme or a device for money laundering, then it would only be logical to conclude that consuming any amount of energy is wasteful. If you are one of the tens of millions of individuals worldwide using it as a tool to escape monetary repression, inflation, or capital controls, you most likely think that the energy is extremely well spent. Whether you feel Bitcoin has a valid claim on society’s resources boils down to how much value you think Bitcoin creates for society.<br />
There is a wide variety of legislation in many different jurisdictions which could cause income, sales, payroll, capital gains, or some other form of tax liability to arise with Bitcoin. At NextAdvisor we’re firm believers in transparency and editorial independence. Editorial opinions are ours alone and have not been previously reviewed, approved, or endorsed by our partners. Editorial content from NextAdvisor is separate from TIME editorial content and is created by a different team of writers and editors. Learn all about finances in next to no time with our weekly newsletter. Even if Bitcoin breaks $100,000, stay focused building on your overall portfolio including passive index funds, emergency savings, and your retirement account. “This dip certainly tracked the fall in equity prices that we’ve seen as a result of Covid fears and concerns about inflation,” he stated. In May, it hit $2,000 for the first time ever, and just a few weeks later, it was already over $3,000. Unsurprisingly, each new milestone was followed by a quick drop in price and other turbulence.<br />
Bitcoin miners run specialized computer equipment that constantly searches for the answers to complex math puzzles. Satoshi Nakamoto, a pseudonymous person or group, published the Bitcoin white paper in 2008, laying out BTC’s concept. In 2009, Bitcoin’s first block, called its genesis block, went live and brought BTC officially into existence as an asset. Nakamoto ceased communication in Bitcoin’s early years, and their real identity remains a mystery. Some of the top crypto cold wallets are Trezor, Ledger and CoolBitX. Some of the top crypto hot wallets include Exodus, Electrum and Mycelium. Bitcoin’s most unique advantage comes from the fact that it was the very first cryptocurrency to appear on the market.</p>
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		<title>Quora Explains Why Bitcoins Are A Bad Idea</title>
		<link>http://intercargosped.com/quora-explains-why-bitcoins-are-a-bad-idea/</link>
		<comments>http://intercargosped.com/quora-explains-why-bitcoins-are-a-bad-idea/#comments</comments>
		<pubDate>Tue, 20 Apr 2021 15:07:20 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Crypto News]]></category>

		<guid isPermaLink="false">http://intercargosped.com/?p=410</guid>
		<description><![CDATA[Content Nuvei Partners With Ftx Exchange To Provide Seamless Crypto Trades Why Does Bitcoin Have Value? Celsius Price Prediction There&#8217;s also the source code to bitcoinj, which is a very well-commented implementation of the protocol. There are, of course, other &#8230; <a href="http://intercargosped.com/quora-explains-why-bitcoins-are-a-bad-idea/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></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">Nuvei Partners With Ftx Exchange To Provide Seamless Crypto Trades</a></li>
<li><a href="#toc-1">Why Does Bitcoin Have Value?</a></li>
<li><a href="#toc-3">Celsius Price Prediction</a></li>
</ul>
</div>
<p>There&#8217;s also the source code to bitcoinj, which is a very well-commented implementation of the protocol. There are, of course, other reasons to take long or short positions on commodities other than speculation on their future value. This is the position the US government has taken relative to the US dollar. Bitcoin is, in a way, backed by the value that it brings as a currency&#8212; privacy and anonymity. We can argue whether that value is $10 per BTC, but I also don&#8217;t think any reasonable person thinks that it is zero. Name a first-world country where gold is widely accepted as currency. Some places in some parts of the world might accept gold, but it&#8217;s not backed by a central body nor does it carry a relatively stable value .<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/wp-content/uploads/fe200b3a-5183-42aa-9100-2e6add724c7b-350x197.jpg" width="301px%" alt="bitcoin price quora"/><br />
BTT was launched on TRON’s own blockchain, using its TRC-10 standard. According to its official literature, BitTorrent is currently the “largest decentralized P2P communications protocol” in the world. Conversely, if the investors turn against the crypto, the bears might take over and dethrone CRO from its uptrend position. In simpler terms, the price of CRO might plummet to almost $0.32, a bearish signal. As of the time of writing this Crypto.com price analysis, CRO trades at $0.42 with a 24-hour trading volume of $473,677,457. The price of CRO has increased by 1.87% in the last 24 hours. Watching otherwise intelligent people adopt these is hilarious. Read more about <a href="https://www.beaxy.com/exchange/drgn-btc/">Dragonchain exchange</a> here. I won&#8217;t speak to the tech side (I&#8217;m sure its strong). The problem that Bitcoins will have in gaining traction is inherent in this post.<br />
More so, these are followed by fluctuations, consolidation, and corrections right away. Taking this into consideration, CRO has a competitive market this 2021. As shown above, at the beginning of this month, CRO turned from its bear-to-bull trend. This shows a high trade volume occurred in that period. Moreover, in the daily time frame, CRO showed an Ascending Scallop pattern. In the eventual steady state , Bitcoin should constantly experience deflation as the world population continues to grow and per-capita productivity continues to increase. Most people have already discussed but I will summarize. In that case (&#171;in real terms&#187;) there is no difference. Actually, you can&#8217;t even reliably brute force a one time pad. All plausible messages of length N are equally valid solutions for a brute forcing algorithm.</p>
<h2 id="toc-0">Nuvei Partners With Ftx Exchange To Provide Seamless Crypto Trades</h2>
<p>This replacement provoked controversy on the campus and led to Thiel co-founding The Stanford Review, a conservative and libertarian newspaper, in 1987 with funding from Irving Kristol. Thiel served as The Stanford Review&#8217;s first editor-in-chief and remained in that post until completing his Bachelor of Arts in 1989. People believe Bitcoin will one day be worth more than it is today, which increases their demand for it, and its value continues to grow, similar to gold. CFDs and other derivatives are complex instruments and come with a high risk of losing money rapidly due to leverage. You should consider whether you understand how an investment works and whether you can afford to take the high risk of losing your money. Keep updated with our round the clock and in-depth cryptocurrency news. If this bullish trend continues, Quora predicts BTT will reach $0.0095 by the end of 2022 and up to $0.01 in the first half of 2023. It will taper off after that, but without any major decline.<br />
<a href="https://www.beaxy.com/market/eth/"><img 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' alt='ETH to USD' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='408px'/></a><br />
Trading cryptocurrencies is not supervised by any EU regulatory framework. Any trading history presented is less than 5 years old unless otherwise stated and may not suffice as a basis for investment decisions. The Bitcoin economy is a free market; people can buy and sell bitcoins and will, and any profits they might make are entirely governed by supply and demand. Bitcoins are not production inputs, so their only value is as an alternative fiat money or value store. Unlike country-backed fiat money, you cannot exchange bitcoins for goods, so the only demand for bitcoins comes from people &#171;investing&#187; in them. If you want to play the bitcoin market, that&#8217;s fine&#8212;in that case, you&#8217;re generating wealth for yourself. They would tax Bitcoin receipts the same way they tax service-for-service or service-for-property exchanges. Read the sentence &#171;Prices might even fall gradually as higher incomes led people to want to hold a large fraction of their wealth in the form of money.&#187; Inflation is a Money Supply / Money Demand phenomenon.</p>
<h2 id="toc-1">Why Does Bitcoin Have Value?</h2>
<p>Adam isn&#8217;t arguing that &#171;deflation is bad,&#187; but rather that the supply of Bitcoins as currency will dry up as their value appreciates. An inflationary currency is what gives us our social mobility. But in a hyper-deflationary environment, which seems bound to happen with a currency with a fixed supply in a growing economy, almost no investment could provide returns in excess of the risk-free rate. It is of course possible that there can be a bubble of expectations in a kind of echo chamber that cause a stock to act like a Ponzi scheme, but ultimately over time there must be returns. If too much of the stock price is formed from aspirational expectations of the future (i.e. a bubble), then the price fall may be drastic. This will help me understand some of the concepts with this whole e-fiat money. I usually upvote your posts on Quora but I didn&#8217;t upvote this one because of &#171;scam&#187; and also because you gave more reasons than necessary. &#171;Built-in deflation&#187; is alone the reason bitcoin cannot work as a currency (at least, not without a prevailing currency to act as a &#8216;heat sink&#8217;).<br />
And increasing popluation is only one example of the need for inflation. We create wealth all the time, people in other countries are buying their first car etc&#8230; The more goods are purchases and sold the more money you need. At least that&#8217;s what I understand from my couple Economics classes. I&#8217;m weak on my deflation theory, but I don&#8217;t think the computer-purchasing analogy is 100% right. Instead of buying the computer with paper money, consider buying the computer with gold bullions during the commodity boom. Why buy that Macbook Pro with x bullions today if you can buy it with x-y bullions tomorrow?</p>
<div style='border: black solid 1px;padding: 10px;'>
<h3>Watch Out Bitcoin and Ethereum, Memecoins Are Taking Over By CoinQuora &#8212; Investing.com</h3>
<p>Watch Out Bitcoin and Ethereum, Memecoins Are Taking Over By CoinQuora.</p>
<p>Posted: Wed, 13 Oct 2021 07:00:00 GMT [<a href='https://www.investing.com/news/cryptocurrency-news/watch-out-bitcoin-and-ethereum-memecoins-are-taking-over-2643056' rel="nofollow">source</a>]</p>
</div>
<p>My point was more of an observation about the aristocracy point. Often the rich do still take significant risks with their wealth even though the effects of inflation are negligible on them. An inflationist currency is great if you are deep in debt or like cheap consumer credit. I&#8217;m definitely not a crypto expert, but the way I read it was simply that if sha256 gets defeated, bitcoin is screwed. I was a bitcoin user during this period, it was managed relatively easily and quickly; major miners updated their clients and within a few hours, the competing blockchain had died off. Right now the value of BTC has been going up hand over fist due to increased demand. But eventually &#8212; and I think it&#8217;s going to be pretty quickly &#8212; the buying spree is going to end and the miners are still going to be churning out new Bitcoins. I don&#8217;t think deflation in itself is a problem, but the current rate of deflation of BC does worry me. I wonder whether this might be caused by a relative lack of way to spend it.</p>
<h2 id="toc-2">More Stories From Currency</h2>
<p>With Confinity, Thiel realized they could develop software to bridge a gap in making online payments. Although the use of credit cards and expanding automated teller machine networks provided consumers with more payment options, not all merchants had the necessary hardware to accept credit cards. Thus, consumers had to pay with exact cash or check. Thiel wanted to create a type of digital wallet for consumer convenience and security by encrypting data on digital devices, and in 1999 Confinity launched PayPal.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="301px%" alt="bitcoin price quora"/><br />
Ethereum may have a clearer inherent use case where Bitcoin does not, but that does not mean it’s guaranteed to maintain or increase its value. With thousands of different cryptocurrencies all claiming to address some unmet need or opportunity, experts recommend keeping your crypto investments to the main two cryptos— Bitcoin and Ethereum. Still, all cryptocurrency assets are unregulated and speculative, and there’s not enough data to make any sort of concrete predictions about how your investment may grow in the future. Furthermore, CRO has a current circulating supply of 25.26 billion CRO. Currently, the top cryptocurrency exchanges for CRO are OKEx, CoinTiger, Huobi Global, FTX, and Upbit. Now, let’s proceed to the next part of this CRO price prediction for 2021. Keep in mind that it&#8217;s just one currency out of many worldwide.<br />
I seem to recall basically no problems occurring during periods when inflation rates are 0-10%. I would not like to live in a society with deflationary monetary policy; money is meant to be spent and made to work for you, not hoarded. Even if you are a full on supporter of bitcoin you would be mad to assume that it doesn&#8217;t have a fatal flaw at this stage. In your story, I would attribute the $25 a loaf bread to the credit panic, not the resultant of a consumers increase in purchasing power &#8212; such as the expected deflation in BitCoins.</p>
<h2 id="toc-3">Celsius Price Prediction</h2>
<p>If an investment isn&#8217;t making at least that much, it&#8217;s losing money. It&#8217;s valid to criticise the use of bitcoins on this basis, but it&#8217;s not a systemic problem. If we had a period of high inflation, it&#8217;s reasonable to expect people would trust finite-supply bitcoins over an unending supply of newly-minted, inflating notes. There&#8217;s a creed in mainstream economics that deflation is bad, repeated here. &#171;if your money is getting predictably more valuable, why would you want to spend it?&#187; It&#8217;s just false.<br />
The exchange will be concluded at the current coin to coin market rate. I think everyone is missing the biggest factors here &#8212; faith and integration. The way something becomes currency, is that people believe it will still have value in the future, and it becomes widely accepted for goods and services. These are, by far, the two largest factors that could drive even a digital currency into use, by themselves. This is why Bitcoin is so risky &#8212; nobody knows if the general public will eventually accept Bitcoins for their product. I&#8217;m pretty sure that if certain companies had not started accepting them as valid currency, the Bitcoin would already be worthless. Since there is no way to know if people will want to use these other than to throw currency to the wall and see what sticks, it is extremely risky. I would NOT recommend anyone pay for Bitcoins with an already-tested currency such as cash or credit. If you are, however, interested in acquiring a few of these Bitcoins, try getting free ones for online services, such as &#171;mining&#187;, completing surveys, answering captcha&#8217;s, etc.</p>
<p>1) New investors demanding a finite supply of bitcoins are increasing the exchange rate of bitcoins/dollar. I&#8217;m unsure about the deflationary aspect of bitcoin &#8212; in my opinion the degree to which it is problematic depends on the rate of depreciation compared to other assets. It seems more of a problem if you wanted to use bitcoin to replace a sovereign currency, rather than use it as a currency on a smaller scale intended for grey market/black market transactions. Trading and investing in digital assets is highly speculative and comes with many risks. The analysis / stats on CoinCheckup.com are for informational purposes and should not be considered investment advice. Statements and financial information on CoinCheckup.com should not be construed as an endorsement or recommendation to buy, sell or hold. Please do your own research on all of your investments carefully. Scores are based on common sense Formulas that we personally use to analyse crypto coins &#038; tokens.</p>
<p>In financial terms, a short position is a way to bet against the value of the underlying commodity. The US government is currently about $7 million million dollars &#171;short&#187;. Not a terribly noble future, perhaps, but certainly one that ensures bitcoins have value. So long as I can exchange bitcoins for value, they will function as a currency. The design of bitcoin makes it very difficult for governments to make such a scenario impossible . For that reason alone, bitcoins will remain valuable, if for nothing other than goods or services that governments don&#8217;t like. I recognize that there may be people out there who are willing to pay real dollars for it right now, but I think that in the long run, no such people will exist. Commodities (diamonds, zinc, gold, wheat, oil, etc.) will always be demanded as factors of industrial production or farming. Equities generate real-world wealth for investors in the form of dividends.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="305px%" alt="bitcoin price quora"/><br />
Through Valar Ventures, an internationally focused venture firm he cofounded with Andrew McCormack and James Fitzgerald, Thiel was an early investor in Xero, a software firm headquartered in New Zealand. Valar Ventures also invested in New Zealand-based companies Pacific Fibre and Booktrack. Thiel played Dungeons &#038; Dragons, was an avid reader of science fiction, with Isaac Asimov and Robert A. Heinlein among his favorite authors, and a fan of J. R. R. Tolkien&#8217;s works, stating as an adult that he had read The Lord of the Rings over ten times. Six firms that he founded adopted names originating from Tolkien.</p>
<ul>
<li>It&#8217;s two orders of magnitude more volatile than a legitimate currency pair like the Dollar/Euro.</li>
<li>Looked at in another way, think of Bitcoin as something more like MMORPG loot.</li>
<li>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.</li>
<li>The BTC supply is set to increase something like 30% next year.</li>
<li>He left the law firm after seven months and three days, citing a lack of transcendental value in his work.</li>
<li>For CRO, this may not be the case as it continues to maintain its uptrend position.</li>
</ul>
<p>(I have no problem with having to pay the tax.) That took 4 long phone calls over consecutive days to transfer that money, and cost me £100 in total. Imagine if my assets in the UK, and thus my tax owed in Austria, had been 10x as large, or 100x as large. Foreign exchange markets also experience a smaller amount of volatility. The number of Bitcoins available to users is algorithmically limited — meaning the number of new Bitcoins introduced into the economy decreases over time and reaches a cap of somewhere around 21 million. That means that, similar to days on the stock market where there is low trading volume, smaller moves in the market are able to cause greater swings in the value of the Bitcoin. An 8 percent swing in the value of the Bitcoin throughout the day is pretty typical. Instead of keeping your digital assets on a Bitcoin exchange, you could keep your BTC in a Bitcoin wallet. Hot wallets are software that stays connected to the internet, aka storing your Bitcoin online in a digital wallet or a mobile wallet. It is more convenient to transact via a hot wallet, but they are more susceptible to being attacked. Cold storage of your new Bitcoin is possible by using hardware wallets, but online wallets are potentially more user-friendly for crypto newbies.<br />
Inflation encourages holders of capital to use it to invest in other things. Probably low enough to allow someone to retire without worry. I would love to see a currency like this work, and I would be interested in using one, but the major issue for bitcoin, for me, is that deflation is built into its core. One time pads strain the definition of &#171;encryption&#187; and are by convention a bozo filter for people talking about crypto.</p>
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<h2>Where can I spend Bitcoin?</h2>
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<p>But they might keep a few spenders from making purchases with their Bitcoin. Either way, anyone in the cryptocurrency ecosystem should know the tax consequences of spending their hard-earned digital coins.</p>
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<p>You now have to sell twice as many shoes to keep up payroll. BTC could be fine because in this &#8212; as it&#8217;s position of a value store is somewhat different &#8212; it&#8217;s not attached to anyone or anything, and it works digitally in the true sense of a crypto currency. The fact that it has an exchange rate demonstrates that it is working. Cohen said the process of adding new Bitcoins to the market was a way to enrich early adopters and promote usage of the currency, but that puts new adopters and users of the currency at a disadvantage. There are ways to exchange real-world dollars for Bitcoins at the current market price. Many smaller coins and assets do not have pairs with fiat currencies. To buy or sell these, you will need to transact via another asset, usually BTC, ETH or a stablecoin based on the U.S. dollar. To do this, you should select a coin, select BTC and then make your purchase. A few seconds later, your account will show you as holding BTC rather than your deposited currency. Now you can select a new trade, using BTC as one half of the pair and your coin of choice as the other.</p>
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<h2>What will happen if Bitcoin crashes?</h2>
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<p>What Will Happen To The Cryptocurrency Ecosystem? &#8230; The current rise in prices for most cryptocurrencies is mostly the result of a domino effect from bitcoin&#8217;s surge. It is quite likely that a bitcoin price crash will result in a correction in their prices as well.</p>
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<p>If people lose faith that a government will do a good job managing its currency or even think that the government will disappear soon, the worth of the currency will probably fall. The second group are people who want to buy illegal things, launder money, and avoid taxes. You get people like Jon Matonis suggesting that Bitcoins would be useful to make tax-free payments, even though of course the laws in almost all countries don&#8217;t agree. You presumably get child pornographers on Tor and so forth. This group will hopefully invite regulation, and also, since they&#8217;re just trading with Bitcoins, they won&#8217;t do much to increase their value long-term. People obtain bitcoins by buying them from other people, who are typically miners or people who bought a lot of bitcoins early and want to cash out a proportion of their worth. In a pyramid scheme the wealth always flows up to the creator of the scheme, but the creators of Bitcoin can only make money by selling their own bitcoins &#8212; they don&#8217;t get a cut when anybody else does. Commodities can be used in production or for luxury goods.<br />
Yes, you are right about deflation increasing the value of Bitcoins. However, there is one additional point &#8212; if someone wanted to deliberately attack the currency it would be fairly easy to buy a large number of Bitcoins, then deliberately destroy them. Once that occurs, they disappear from circulation, which causes instant deflation. Option &#171;C&#187; is maintaining a &#171;short&#187; position in the Zimbabwean dollar. If you had somehow found such a sucker, then within a few weeks, you could have paid them back by selling off a tiny percentage of the rice you bought, as the Zimbabwean dollar continued to inflate. If people are willing to trade goods for it, then someone will be willing to trade dollars for it . People who participate in illegal trade (such as drugs, guns, prostitution, etc.) still need most of their purchases to be in the legal economy. The state does this, but people already get around this by conducting cash transactions.</p>
<p>I don&#8217;t like the Federal Reserve and it bothers me that the federal government has control over the money system. However, I&#8217;m not going to disregard science to make myself feel better. Money isn&#8217;t supposed to be a store of value; the object of money is to facilitate exchange, not to inhibit it. The reason &#171;when something goes wrong, it will die&#187; is a valid point is because of contagion and panic selling, and the reduction in the number of buyers in the market. It makes perfect sense to me, because it&#8217;s the exact reverse analogue of why bitcoin has a built-in bootstrap advantage. 1) Bitcoin has a bootstrap advantage, not disadvantage; like all Ponzi schemes, it has the potential to return real profit to early adopters. Bitcoins are quite likely a mistaken long-term investment, but it doesn&#8217;t seem like its proponents are trying to trick anyone about the core ideas.<br />
Unconventional thinking is fine, but the outcomes he predicts here are real problems. I&#8217;ve heard that unlike say steel, the majority of gold ever mined is still in circulation, and by circulation I mean locked vaults. A few large organizations control the vast majority of it, and this is especially true since governments have not needed to hold gold for years. The reason for the scarcity of gold, and it&#8217;s value, is that this gold is not for sale. One gold owning organization could make a great deal in other currencies by attacking the gold market, much as quantum fund used it&#8217;s sterling holdings to attack the British currency with great success. Houses are at the lowest point in prices that they have been in decades, but people still aren&#8217;t buying, and they won&#8217;t until there&#8217;s some indication that they won&#8217;t ever be this cheap. Adam&#8217;s point is not the unfairness of early adoption, but that early adopters control all the rents. Today&#8217;s miners will control currency as it appreciates, but after a point (say, the supply of mine-able Bitcoins is exhausted) there is zero reason to demand Bitcoins unless they supplant paper money . Money has a cost; for example, compared with the interest rate on a risk-free government bond.</p>
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