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	<title>Crypto Trading &#8211; Super Satelite</title>
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		<title>BTC, ETH, XRP, BNB, DOGE, and SHIB Price Analysis for July 22</title>
		<link>https://www.supersatelite.com.br/btc-eth-xrp-bnb-doge-and-shib-price-analysis-for/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 20 Jun 2022 13:32:25 +0000</pubDate>
				<category><![CDATA[Crypto Trading]]></category>
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					<description><![CDATA[Content When Was Ethereum Created? Automated Trading See how easy it is, be one step ahead of others Open an account in five minutes and start trading! Newsstand This mechanism was activated, reset and delayed several times between 2017 and...]]></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">When Was Ethereum Created?</a></li>
<li><a href="#toc-1">Automated Trading</a></li>
<li><a href="#toc-2">See how easy it is, be one step ahead of others Open an account in five minutes and start trading!</a></li>
<li><a href="#toc-3">Newsstand</a></li>
</ul>
</div>
<p>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. Unlike many other cryptocurrencies, Ethereum’s cryptocurrency has an unbounded supply, meaning there is no limit to how many ether can enter circulation. CoinGecko provides a fundamental analysis of the crypto market. In addition to tracking price, volume and market capitalisation, CoinGecko tracks community growth, open-source code development, major events and on-chain metrics. If you have some fiat funds or crypto on your account balance, you can use an Exchange feature in the CEX.IO mobile app to convert one currency into another. The mobile app is suitable for people who want to stay in the know about all crypto opportunities throughout the day.</p>
<div style='border: black solid 1px;padding: 13px;'>
<h3>Ethereum: Buy The Dip Before The Merge (ETH-USD) &#8211; Seeking Alpha</h3>
<p>Ethereum: Buy The Dip Before The Merge (ETH-USD).</p>
<p>Posted: Fri, 24 Jun 2022 07:00:00 GMT [<a href='https://seekingalpha.com/article/4520065-eth-buy-dip-before-the-merge' rel="nofollow">source</a>]</p>
</div>
<p>Trading and investing in cryptocurrencies has become increasingly popular over the last year, as it could potentially present a good long-term opportunity. Most cryptos have a limited amount of units or tokens that can be  mined. Given the laws of supply and demand, if demand rises while supplies remain the same, prices are likely to climb. In fact, they could potentially rise sharply from current levels, and there is no telling just how high they could go. Ethereum was first conceived in 2013 by its founder, Vitalik Buterin.</p>
<h2 id="toc-0">When Was Ethereum Created?</h2>
<p>Neither Bankrate nor this website endorses or recommends any companies or products. Founder Buterin was said to hold just 630,000 Ether tokens and factoring a reported sale, is said to own less than half a percent of total Ether tokens in circulation. Some possible uses of ether include merchant remittance, sending funds to a friend for dinner and even buying a cup of coffee. When you return to goldprice.org the cookie will be retrieved from your machine and the values placed into the calculator.<br />
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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='402px'/></a><br />
This is a security measure that helps to protect your account against fraudulent activities. However, if you want to operate larger sums of funds, you can complete the other stages as well. This requires providing some additional information so that we know it’s really you who sends requests from your account. The first thing that you need is, of course, your personal account.</p>
<h2 id="toc-1">Automated Trading</h2>
<p>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. To check Ethereum&#8217;s price live in the fiat currency of your choice, you can use Crypto.com&#8217;s converter feature in the top-right corner of this page.</p>
<ul>
<li>Limit Order is an instruction to Buy ETH at a certain, more favorable price.</li>
<li>By default, Ethereum uses the Proof-of-Work consensus mechanism, but the network is slowly migrating to a Proof-of-Stake as part of its Ethereum 2.0 upgrade.</li>
<li>Together, the eight-member team formed an entity known as the Ethereum Foundation – a Switzerland-based nonprofit organization.</li>
</ul>
<p>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. It’s free to open an account, and there is no obligation to fund or trade.<br />
DOGE is trading similar to XRP as the meme coin keeps trading sideways with neither bullish nor bearish signals. The upward move is possible if buyers can get back the price above the $0.07 zone on the daily chart. 12 million off the 60 million ether tokens created in the presale were mostly distributed to early contributors and developers, with the remaining being held by the Ethereum Foundation. The total number of Ether tokens issued at the pre-sale was 60 million, with 0.2 per coin sold in the crowdsale, therefore, 72 million ether coins were issued at Genesis. Unlike Bitcoin, Ethereum was not created to provide an alternative to fiat money, while Ethereum’s smart contract offering has made it the chosen payment source in initial coin offerings. Ethereum is an open source, public blockchain that was created to address the vulnerability of personal data stored on the internet. The principal of Ethereum’s blockchain is to decentralize information stored on the web, competing against internet-based data warehouse companies, to protect internet-based data from theft. Some merchants have already begun accepting ether as a means of payment, and that number is likely to grow as consumers look for alternatives to credit cards and other payment methods. In fact, A house was recently sold and the transaction was performed using a cryptocurrency.</p>
<p>The Moscow native began working on Ethereum after he dropped out of college, according to CNBC. Bitfinex offers order books with top tier liquidity, allowing users to easily exchange Bitcoin, Ethereum, EOS, Litecoin, Ripple, NEO and many other digital assets with minimal slippage. It took about three years for the second-largest cryptocurrency by market cap to retest its previous all-time high price. Between February and May 2021, eth’s price more than tripled to set a new all-time high of $4,379. The price of gas can fluctuate from time to time depending on the network demand. Conversely when the network is under utilized, the market price of gas would decrease.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/wp-content/uploads/6084868a-ce97-4c84-a2dd-ed63ac3a14b2-350x233.jpg" width="305px" alt="eth usd"/><br />
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. We introduce people to the world of currency trading, and provide educational content to help them learn how to become profitable traders. We&#8217;re also a community of traders that support each other on our daily trading journey. Ether Tokens not only act as a fuel for the decentralized apps or software in the Ethereum network but are also used to cover transaction fees stemming from any change requests made for existing apps. The former Huobi Global, mainly provides trading of mature and well-performing blockchain assets with high quality. 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.</p>
<p>Find the approximate amount of currency units to buy or sell so you can control your maximum risk per position. Data are provided &#8216;as is&#8217; for informational purposes only and are not intended for trading purposes. Data may be intentionally delayed pursuant to supplier requirements. The Holdings Calculator permits you to calculate the current value of your gold and silver. Dogecoin launched a new update to improve security and efficiency and lowered dust limits for all network participants from 1 DOGE to 0.01 DOGE. IG International Limited is part of the IG Group and its ultimate parent company is IG Group Holdings Plc. IG International Limited receives services from other members of the IG Group including IG Markets Limited. Open a free, no-risk demo account to stay on top of forex movement and important events. The percentage of IG client accounts with positions in this market that are currently long or short.</p>
<p>The Ethereum 2.0 upgrade started in December of 2020 with the launch of the Beacon Chain. The ETH community supported this upgrade by staking 1 million ETH in the first week alone. Bitcoin finishes strong, sees correlations with traditional markets narrow to prior levels. Yahoo Finance&#8217;s Jared Blikre breaks down how markets ended the trading week. Thus, his experience is backed up by working in top blockchain related companies such as W12, Platinum Listing, ATB Coin, and others, can be contacted at XRP has underperformed the abovementioned coins, increasing by 4% over the past 24 hours.</p>
<h2 id="toc-4">Time to Upgrade!</h2>
<p>The 3 most popular Ethereum based wallets are Metamask, MyEtherWallet, and MyCrypto. However there are many other options available as well such as Argent, Trust Wallet, and Coinbase Wallet. Read more about <a href="https://www.beaxy.com/market/btc/">how much is 1 btc in usd</a> here. 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. Sign up for an account in minutes to buy crypto using credit card or bank transfer.<br />
Research and development are still in progress to roll out the remaining phases. Now let’s talk about how the CEX.IO price chart might be useful for your daily trading and long-term holding. Say, you’ve decided to enter the crypto markets and after a thorough analysis, you found that it would be good to buy Ethereum. By the way, you can use ETH as a means of exchange for the already wide variety of decentralized apps, but we will talk about them in a moment. Right now, it’s important to understand what do you do in your first few steps after you’ve decided to engage in the crypto economy. Ethereum is the second-largest cryptocurrency token in terms of market capitalization.</p>
<p>Currently, one should pay close attention to the recently formed local resistance level at $23,800. The bulls are not giving up, with all of the top 10 coins being in the green zone. Thing is, ETH/USD’s trip to $1,400 also meant breaking above a Triple Bottom “neckline” on the daily chart. Momentum above the $100 psychological level could lead to a retest of the $110 zone near the 100 SMA or even the previous highs near $120. Learn how to trade forex in a fun and easy-to-understand format. For example, you can sell a product online and request payment by Ether. You will need an Ethereum-compatible wallet to accept payment. Read the latest Ethereum news and analysis from the TipRanks news team. 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.</p>
<div style='border: grey dashed 1px;padding: 10px;'>
<h3>Bitcoin wobbles on Wall Street open as Ethereum hits $1.6K in 6-week high &#8211; Cointelegraph</h3>
<p>Bitcoin wobbles on Wall Street open as Ethereum hits $1.6K in 6-week high.</p>
<p>Posted: Fri, 22 Jul 2022 14:04:19 GMT [<a href='https://cointelegraph.com/news/bitcoin-wobbles-on-wall-street-open-as-ethereum-hits-1-6k-in-6-week-high' rel="nofollow">source</a>]</p>
</div>
<p>The Ethereum whitepaper described the blockchain as an evolution of Bitcoin’s, enabling not only payments but “smart contracts” too. That&#8217;s a kind of ledger that records and verifies transactions made on it. All transactions made on these so-called decentralized networks are public and not controlled by one governing entity. Bitcoin — the biggest cryptocurrency by market cap — is up about 16.6% from a month ago, trading around $23,296 on Friday. Stablecoin and other digital assets are falsely framed as a choice between personal privacy and national security. <a href="https://www.beaxy.com/exchange/eth-usd/">https://www.beaxy.com/exchange/eth-usd/</a> Ethereum token standards are the blueprints for creating tokens that are compatible with the broader Ethereum network. These include tokens that can be traded for one another as well as tokens that are inherently unique and cannot be mutually exchanged . Ethereum token standards were invented by Ethereum developers to help users create new digital currencies more easily, faster and cheaper than starting from scratch. 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.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Wulf Boy #613 bought for 0.06 ETH (87.98 USD) <a href="https://twitter.com/hashtag/WBSC?src=hash&amp;ref_src=twsrc%5Etfw">#WBSC</a> <a href="https://t.co/naGnsuWF20">https://t.co/naGnsuWF20</a> <a href="https://t.co/Z82tNdjzYC">pic.twitter.com/Z82tNdjzYC</a></p>
<p>&mdash; WBSC Sales Bot (@wbscsales) <a href="https://twitter.com/wbscsales/status/1551080194815021056?ref_src=twsrc%5Etfw">July 24, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>Ethereum is the well known  cryptocurrency asset, it pairs live price changes almost every second. Such volatility helps traders to generate good profit by using right trading strategies. Ethereum is a decentralized blockchain software platform that supports Ether, the second largest cryptocurrency by market cap, after Bitcoin. The Ethereum blockchain requires thousands of users, called nodes, running Ethereum virtual machines that are able to execute smart contracts. Smart contracts describe software and apps developed over the Ethereum platform. CFDs are complex instruments and come with a high risk of losing money rapidly due to leverage. 81% of retail investor accounts lose money when trading CFDs with this provider. You should consider whether you understand how CFDs work and whether you can afford to take the risk of losing your money. Any data, text or other content on this page is provided as general market information and not as investment advice. Past performance is not necessarily an indicator of future results.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">? SALE ALERT ? Feet and Eyes Guys #544 bought for 0.01 ETH (19.82 USD) by 0x75d418 from BurlVault <a href="https://twitter.com/hashtag/EyeLikeFeet?src=hash&amp;ref_src=twsrc%5Etfw">#EyeLikeFeet</a> <a href="https://t.co/Z4YTlrlsRH">https://t.co/Z4YTlrlsRH</a> <a href="https://t.co/tHKCOsHY6h">pic.twitter.com/tHKCOsHY6h</a></p>
<p>&mdash; Feet And Eyes Guys Sales Bot (@GUYSalesBot) <a href="https://twitter.com/GUYSalesBot/status/1551080396753969152?ref_src=twsrc%5Etfw">July 24, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<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. Your personal data will be stored for the duration of the agreement of information and educational service, as well as after its termination, until the limitation period for claims arising from legal provisions. 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. 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.</p>
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		<title>How to transfer money to another bank account</title>
		<link>https://www.supersatelite.com.br/how-to-transfer-money-to-another-bank-account/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Fri, 27 May 2022 07:19:49 +0000</pubDate>
				<category><![CDATA[Crypto Trading]]></category>
		<guid isPermaLink="false">https://www.supersatelite.com.br/?p=19759</guid>

					<description><![CDATA[Content Assets are transferred How much are wire transfer fees? Using your Armed Forces Bank debit card as the payment method for services like Venmo may help the money move to your recipient faster. Be sure to check with your...]]></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">Assets are transferred</a></li>
<li><a href="#toc-1">How much are wire transfer fees?</a></li>
</ul>
</div>
<p>Using your Armed Forces Bank debit card as the payment method for services like Venmo may help the money move to your recipient faster. Be sure to check with your favorite P2P service providers for terms and conditions. USAA bank, which is an online-only bank, has just one routing number. Other banks and credit unions might have multiple branches in several states, which means their banks will have more than one routing number. Each unique number will not only indicate which bank you’re doing business with but also the bank’s specific branch location, if applicable. Your funds can be received to debit cards or bank accounts. First Citizens does not charge fees to download or access First Citizens Digital Banking, including the First Citizens mobile banking app or First Citizens Text Banking. Mobile carrier fees may apply for data and text message usage.</p>
<ul>
<li>We’ll provide the tracking number for your transaction .</li>
<li>A USAA auto loan may be used for a vehicle 2013 or older, but the lender doesn’t specify a cutoff year.</li>
<li>Investing involves market risk, including possible loss of principal, and there is no guarantee that investment objectives will be achieved.</li>
<li>The Credit Union does not provide, guarantee, endorse, or assume responsibility for any content, products or services that may be provided by the website you are entering.</li>
</ul>
<p>If you submit a transfer request after the daily cutoff time, it will be debited from the source account on the second business day following the request date. Please note that all external transfers requested during the weekend, up until the Sunday cutoff time, will be debited from the source account on Monday. Want to know how to make an international wire transfer with Citibank? In this article, we&#8217;ll show you how to do it &#8211; and the corresponding fees. At Wise, we never hide extra fees and charges in the exchange rate. We just use the exchange rate – independently provided by Reuters. LendingTree is compensated by companies on this site and this compensation may impact how and where offers appears on this site .</p>
<h2 id="toc-0">Assets are transferred</h2>
<p>And finally, another popular way of sending money is with money transfer apps that connect to your bank account and allow you to quickly transfer money to friends and family. To wire money to a bank account, you&#8217;ll need information from the person who will receive the funds. You&#8217;ll need the recipient&#8217;s first and last name, contact information, account number, and routing number for wire transfers. Ask the recipient to confirm the details with their bank or credit union so the money is routed to the right place. You&#8217;ll then visit your local bank branch, provide the details, and wire the funds.</p>
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<h2>What company owns Zelle?</h2>
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<p>Who Owns Zelle? Zelle is a product of Early Warning Services, LLC, a fintech company owned by seven of America&apos;s largest banks: Bank of America, Truist, Capital One, JPMorgan Chase, PNC Bank, U.S. Bank and Wells Fargo.</p>
</div></div>
</div>
<p>A basic account for kids offering free ATMs and no monthly fees — but it lacks robust financial tools. Yes, USAA offers employees a competitive retirement savings plan as an easy way to save for their future. USAA matches each pre-tax and/or Roth contribution with $2 for every $1 contributed, up to 4% of eligible earnings each paycheck. Yes, USAA provides a cash balance pension benefit at no cost to employees.</p>
<h2 id="toc-1">How much are wire transfer fees?</h2>
<p>This is not an offer to buy or sell any security or interest. All investing involves risk, including loss of principal. Working with an adviser may come with potential downsides such as payment of fees . There are no guarantees  that working with an adviser will yield positive returns. The existence of a fiduciary duty does not prevent the rise of potential conflicts of interest. To be fair, the rates offered here are quite similar to banks like Wells Fargo, Chase and Bank of America. It makes sense, USAA is one of the top 25 banks in the U.S., and most of the larger banks that offer a wide range of retail banking products tend to have lower interest rates. The most common way to open an account is online through USAA’s website. Those who live near one of the four bank locations can visit a branch and apply for an account in person.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/wp-content/uploads/9bc54244-1528-4297-8f8c-d21ff5299849-350x233.jpg" width="301px" alt="usaa transfer to another person"/><br />
This post will review who benefits, and then we’ll discuss your options. Over the years I’ve spoken with USAA’s managers about their investment business, and I’ve attended USAA’s annual influencer conferences since 2011. USAA sold its investment businesses to Victory Capital and Schwab in July 2019 and is now a Victory Capital Investment Franchise. Contact your bank after you submit your request to confirm they have everything they need. David J. Rubin is a fact checker for The Balance with more than 30 years in editing and publishing. The majority of his experience lies within the legal and financial spaces. At legal publisher Matthew Bender &#038; Co./LexisNexis, he was a manager of R&#038;D, programmer analyst, and senior copy editor. Full BioMichael Boyle is an experienced financial professional with more than 10 years working with financial planning, derivatives, equities, fixed income, project management, and analytics. Yes, your Youth Spending account is safe for you and your children.</p>
<h2 id="toc-2">Banking Services</h2>
<p>If we cannot reach you by phone, processing your wire transfer request may be delayed. Send or receive money around the world with Prosperity Bank Wire Transfers. For the most efficient, and secure service visit your local banking center in-person. Read more about <a href="https://www.beaxy.com/market/btc/">bitcoin price converter to usd</a> here. The appropriate information will need to be provided to complete the transfer. Member to Member Transfers allow qualifying members to transfer funds from their account to other Robins members. It cannot be used to transfer to accounts you already have linked, or within your own account. Those transactions should be processed using the Transfer Funds option. After you fund your account, you’ll start earning interest (if it’s an interest-earning account).<br />
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alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='405px'/></a><br />
Wire transfers can’t be reversed once they are processed. For other accounts, we will ask you to complete a trial deposit verification procedure, which typically takes two to three business days. You could search for fee-only advisors through NAPFA, the Garrett Network, or the XY Planning Network. Consider advisors who only charge for specific tasks or projects, with no commissions or other upsells.</p>
<p>Since your transactions are transmitted to us as an ACH transaction and process the bank is required to comply with the rules and formats developed by the Electronic Payments Association . To do this we need to obtain information as described below to the relevant US government agency to your transactions in the IAT format. If you reside in Thailand, you can apply for the service in person at any Bangkok Bank branch . You won’t save much with the savings products USAA offers, unfortunately. Compared with the banks we’ve already reviewed, its rates just aren’t close to the top tier. In fact, they’re pretty close to bottom of the bunch.</p>
<p>USAA also has a Cashback Rewards Checking Account that earns rewards on debit purchases, but it’s only available in a limited number of states in the U.S. Open a savings account or open a Certificate of Deposit and start saving your money. Then, fill in account details and the amount of the transfer, then choose &#8220;Set up repeating transfers.&#8221; Finally, choose the transfer frequency, dates and duration. Your other <a href="https://www.beaxy.com/exchange/eth-usd/">https://www.beaxy.com/exchange/eth-usd/</a> bank may charge a fee to move money to Chase, so you should check with them prior to starting your transfer. Advice services are provided by Vanguard Advisers, Inc., a registered investment advisor, or by Vanguard National Trust Company, a federally chartered, limited-purpose trust company. You can follow your transfer’s progress online via the “Track Your Transfer” link on your Account Details page.</p>
<h2 id="toc-4">What are the benefits of external bank transfers?</h2>
<p>First off, USAA offers one free cashiers check per calendar year, which they can FedEx if you need it fast. Once you contribute money to the account, you can’t withdraw it; only the beneficiary can. Once the child reaches 18 , he or she has legal control of the account. You’ll want to keep in mind that this type of account can reduce college financial aid eligibility for your child.</p>
<p>Civilians cannot access the excellent products and customer service. With membership restricted to military and their immediate family—which only includes spouse and children, not the parents of a military member—USAA is out of reach for many people. Emily Guy Birken is a Plutus award winning freelance writer and the author of four books on personal finance. She has been writing about personal finance, retirement, behavioral economics, and Social Security for more than 10 years.<br />
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" width="307px" alt="usaa transfer to another person"/><br />
Funds can also be transferred using an official check, also known as a cashier’s check, and deposited the same way a standard check is. A fee may apply for the purchase of an official check or money order. Setup is required for transfers to other U.S. financial institutions, and verification may take 1 – 3 business days. Customers should refer to their other U.S. financial institutions for information about any potential transfer fees charged by those institutions. See Wells Fargo’s Online Access Agreement for more information. Wire transfers are generally considered a highly secure and fast way of sending money. If you send a wire transfer to another bank within the U.S., the funds might be available within one business day or even within a few hours.</p>
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		<title>Understanding Order Books  Market, Limit, Stop loss. Whats the</title>
		<link>https://www.supersatelite.com.br/understanding-order-books-market-limit-stop-loss/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Wed, 26 Jan 2022 14:55:27 +0000</pubDate>
				<category><![CDATA[Crypto Trading]]></category>
		<guid isPermaLink="false">https://www.supersatelite.com.br/?p=19301</guid>

					<description><![CDATA[Content Trade Aggregations Manage Data Object List Strict Receive Payment Paths The Asset Object Streaming mode allows you to listen for new offers for this account as they are added to the Stellar ledger. If called in streaming mode, Horizon...]]></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">Trade Aggregations</a></li>
<li><a href="#toc-1">Manage Data Object</a></li>
<li><a href="#toc-2">List Strict Receive Payment Paths</a></li>
<li><a href="#toc-3">The Asset Object</a></li>
</ul>
</div>
<p>Streaming mode allows you to listen for new offers for this account as they are added to the Stellar ledger. If called in streaming mode, Horizon will start at the earliest known offer unless a cursor is set, in which case it will start from that cursor. By setting the cursor value to now, you can stream offers created since your request time. Streaming mode allows you to listen for new operations for this account as they are added to the Stellar ledger. Streaming mode allows you to listen for new transactions for this account as they are added to the Stellar ledger.<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 />
Similarly, if it sells all available shares at the highest bid, the next bid below will become the new highest bid, and that is where additional shares will be sold. The small gap between the lowest selling price and the highest buying price is called the spread. The requirement to take the best offer is enforced by exchanges so customers don’t accidentally take a worse offer than the best one available. Some exchanges have as many as hundreds of different trading pairs. In technical analysis, you will be using tool like moving averages and the Relative Strength Index to determine whether to buy or sell an asset. In price action analysis, you will use the arrangement of a chart to determine whether it is a buy or sell. One of the most popular order book in the stock market is known as the NOII or the Net Order Imbalance Indicator.</p>
<h2 id="toc-0">Trade Aggregations</h2>
<p>A vivid sign of the market control by a buyer or seller is that all major cross limit orders are broken by the price. Levels with short-term limit orders and very often they emerge after breakouts or during focused trend moves, thus offering support or resistance. This is how we set visualization of aggressive market trades. Now the tape reflects only those trades, the aggregated volume of which is more than 100,000 contracts. This setting allows concentrating on major aggressive volumes. The order book provides you with the insights you need to make an informed decision and placing an order with a fair chance of making a profit. The data available from the order book gives you an “under-the-hood” look at a market’s structure and dynamics. When placing a market order, you can buy or sell right away from the available asks or bids without needing to wait. What if I enter a limit order to buy at $50.03 and the present ask is $50.01?</p>
<div style='border: black dotted 1px;padding: 11px;'>
<h3>What Is a DEX? &#8211; The Defiant &#8211; DeFi News</h3>
<p>What Is a DEX?.</p>
<p>Posted: Fri, 15 Jul 2022 11:35:06 GMT [<a href='https://thedefiant.io/what-is-a-dex/' rel="nofollow">source</a>]</p>
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<p>The average capacity usage over the last 5 ledgers (0 is no usage, 1.0 is completely full ledgers). Can only be used if the resolution is greater than 1 hour. Value must be in whole hours, less than the provided resolution, and less than 24 hours. The duration of the segments is specified with the resolution parameter. The start and end of the time range are given by startTime and endTime respectively, which are both rounded to the nearest multiple of resolution since epoch. The price as seen on last trade aggregated as a rational number. The price as seen on first trade aggregated as a rational number.</p>
<h2 id="toc-1">Manage Data Object</h2>
<p>By setting the cursor value to now, you can stream ledgers since your request time. Walls can form on the buy or sell sides of the chart, and indicate price levels in which the cumulative bid or ask value increases dramatically. You can’t see this data on a standard price chart, but taking a look at the Depth Chart, you can get a sense of how other market participants are reacting to ever-changing conditions. Walls formed throughout the trading session may later form support or resistance on the price chart. The Market Depth Chart in NinjaTrader is one of the simpler interfaces for viewing order book data. While not often used in futures trading, cryptocurrency traders consider the depth chart a mainstay in determining market sentiment. The order provides the broker with instructions on how to proceed.</p>
<div style='border: grey dotted 1px;padding: 13px;'>
<h3>Understanding Order Books and Challenges Facing Centralized Order Books &#8211; FinanceFeeds</h3>
<p>Understanding Order Books and Challenges Facing Centralized Order Books.</p>
<p>Posted: Wed, 02 Mar 2022 08:00:00 GMT [<a href='https://financefeeds.com/understanding-order-books-challenges-facing-centralized-order-books/' rel="nofollow">source</a>]</p>
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<p>Information about the fee charged for transactions in the last 5 ledgers. This endpoint displays trade data based on filters set in the arguments. An estimated cost for making a payment of destination_amount on this path. Suitable for use in  the sendMax field of a path payment operation. The single liquidity pool endpoint provides information on a liquidity pool. Assets are representations of value issued on the Stellar network.</p>
<p>Spoofing – a limit order book trading strategy used by big players to manipulate the price. The purpose of spoofing is to manipulate the market price and create a false depiction of liquidity in the market. By doing this, the smart money is trying to manipulate one side of the order book and convince other market participants to join the market on the same side. Every trader needs to become acquainted with the tools that will help them gauge the market and inform their decision-making.<br />
All the Offers placed in the system will remain outstanding till the last day of the book building process. EToro accepts market orders, whether the market you wish to invest in is open or closed. If the market is open, we will quickly execute your order  at the best available market price. Check out the order book in the middle to see how much people are buying and selling for, enter your order and confirm. To do that you are required to select the BTC/USD pairing in the top left of the dashboard.</p>
<p>For each security being traded, there is a buyer and a seller. The information that can be found in order books might not be that relevant to buy and hold investors, as intraday movements have little impact on their overall strategy. But for short-term traders, the improved transparency of the financial markets can help them to identify key trends and the balance, or imbalance, of buyers and sellers. The abundance of data helps traders who prefer technical analysis over fundamental or sentimental analysis use trading algorithms. They can use this data to evaluate the market and determine whether it is appropriate to trade. They may, for example, utilize a stochastic indicator and then fine-tune its settings using theorder book in stock market. An order book is an electronic or written list of all the buy and sell orders investors have made for a particular security. It lists the prices buyers and sellers are willing to pay, and how many orders are submitted for the particular price.<br />
Orders placed to be fulfilled using the current market prices are called market orders. Highest bid prices and lowest ask prices appear at the top of the order book. The difference between these two prices is referred to as the bid-ask spread. An order book lists all the open orders with different offers from buyers and sellers for an underlying security. It provides investors with information such as the different prices of each order, the total volume of orders at that particular price, and the spread between the best buy and sell prices.</p>
<h2 id="toc-3">The Asset Object</h2>
<p>It is the same date/time value that absBefore represents, just expressed in integral unix epoch seconds within the range of a signed 64bit integer. The list of entries which could claim the claimable balance. Removes the source account from the Stellar and transfers the source account’s lumens to another account. The array of string values of flags that has been cleared in this operation. Options include AUTH_REQUIRED_FLAG, AUTH_REVOCABLE_FLAG, and AUTH_IMMUTABLE_FLAG. The array of numeric values of flags that has been cleared in this operation. Options include 1 for AUTH_REQUIRED_FLAG, 2 for AUTH_REVOCABLE_FLAG, and 4 for AUTH_IMMUTABLE_FLAG. The array of string values of flags that has been set in this operation. The array of numeric values of flags that has been set in this operation.<br />
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" width="302px" alt="order book explained"/><br />
As mentioned, you can have a quick review of the current market depth and estimate the filled price of a market order. The Order Book shows how many limit orders are active at each price level at the current moment. The greater the market depth, the smaller the market impact of a large market order, and thus less likely the chance of the price being manipulated. A limit order book is a record of outstanding limit orders, which are buy and sell orders that are to be executed at pre-specified prices or better. The offers that appear in this table are from partnerships from which Investopedia receives compensation. This compensation may impact how and where listings appear.</p>
<p>The bid price, on the other hand, is the highest price a prospective buyer is willing to pay for a security, and the bid-ask spread is the difference between them. Banks, NBFCs, mutual funds, pension funds, and hedge funds are all examples. The system that matches buy orders with sell orders, called the matching engine, uses the order book to execute trades for participants <a href="https://www.beaxy.com/faq/how-do-i-read-the-order-book/">https://www.beaxy.com/faq/how-do-i-read-the-order-book/</a> of the exchange. The order matching system is the core of all electronic exchanges and determines the efficiency and robustness of the exchange. Order books generally contain the same information, but the layout can vary depending on the platform itself. The order book is a list of the currently open buy and sell orders for an asset, organized by price.</p>
<p>Decentralized exchanges also give room for wash trading, pump and dump schemes, and more. That’s one reason why many traders don’t treat order books as the best choice for DEXs. Such behavior is usually punished in traditional stock exchanges, but nobody can punish you on a DEX where trading is anonymous. The strict send payment path endpoint lists the paths a payment can take based on the amount of an asset you want to send. The source asset amount stays constant, and the type and amount of an asset received varies based on offers in the order books. It is presented in the form of a red-green vertical bar chart.</p>
<p>The amount of counter asset that the account making this offer is willing to sell at this price. An order book is a collections of offers for a specific pair of assets. When an offer is fully or partially fulfilled, a trade happens. Trades can also be caused by successful path payments, because path payments involve fulfilling offers. This endpoint represents successful operations for a given account and can be used in streaming mode.<br />
If called in streaming mode, Horizon will start at the earliest known operation unless a cursor is set, in which case it will start from that cursor. By setting the cursor value to now, you can stream operations created since your request time. Streaming mode allows you to listen for new transactions referencing this liquidity pool as they are added to the Stellar ledger. If called in streaming mode, Horizon will start at the earliest known transaction unless a cursor is set, in which case it will start from that cursor. By setting the cursor value to now, you can stream transactions created since your request time. Streaming mode allows you to listen for new trades referencing this liquidity pool as they are added to the Stellar ledger. If called in streaming mode, Horizon will start at the earliest known trade unless a cursor is set, in which case it will start from that cursor.</p>
<ul>
<li>Then we will understand that the seller snatched the initiative and the market entered into a correction.</li>
<li>Order or continuous books provide open offers and order history for a particular asset at all price levels and total volumes.</li>
<li>Any returned path must start with an asset that the sender holds.</li>
<li>If you submit a transaction that has already been included in a ledger, this endpoint will return the same response as would’ve been returned for the original transaction submission.</li>
</ul>
<p>Data on the Stellar ledger is organized according to resources. In Horizon, you will only encounter XDR when posting and getting transactions and in the ledger header. By default, a client is limited to 3600 requests per hour &#8211; one request per second on average. If a response is a collection, the _links section will provide pagination links, and the response’s list of records will be nested underneath the _embedded property. IntroductionHow Horizon is structured.ResourcesDescriptions of resources and their endpoints.AggregationsDescriptions of specialized endpoints.ErrorsPotential errors and what they mean. Notice, in due time, those moments when the market passes from the buyer’s control to the seller’s control and vice versa.<br />
Order book trading has 3 major benefits among which the most important is that you’re forced to trade what you see, not what you think. Your job is to train your eyes to spot this kind of spoofing activity and take advantage of it. Keep in mind that spoofing is an illegal activity, but it’s still happening in today’s markets. In simple terms, spoofing is the process of submitting large sell or buys limit orders added on the order book but with no intention to want to get filled on that particular order. There is a situation that happens quite often with the order book, namely canceling orders. This is something known as spoofing the limit order book. The top of the book is a key part of the order book because it shows you the highest bid or the best bid and the lowest ask price or the best asks. We can see it improves on the best asking price so it’s going to be placed on the top of the book over the previous sell order. The order O103 will be pushed down and replaced by the new order O105, which is now sitting at the top of the book. Since there are no other orders on the book the limit order will go up to the top of the book on the bid size.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Hi Najib! When an exchange trades in an open order book, the pricing is determined by the buyers and sellers, and hence there will always be a difference in prices. We have also explained this in our tutorial video &#8211; <a href="https://t.co/PUjEeHX16S">https://t.co/PUjEeHX16S</a> hope it helps!</p>
<p>&mdash; WazirX (@WazirXCares) <a href="https://twitter.com/WazirXCares/status/1544194251277611008?ref_src=twsrc%5Etfw">July 5, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>If a market is liquid enough, order books are a perfect way to trade as slippage will remain low even when the trading volume is high. The primary advantage of AMM is that there will always be liquidity for otherwise illiquid markets — at least while there are enough people to invest in a liquidity pool. Binance’sintroduction to AMMuses a great metaphor to describe AMM — a robot that’s always ready to quote you a price when you want to trade two assets. Decentralized exchanges are still young, and many platforms struggle with liquidity. Simply put, some crypto pairs are more difficult to exchange than others, and AMM aims to solve that. This chapter will explore both AMM and order book-based decentralized exchanges and list their respective advantages and disadvantages. The operation is malformed because the source account cannot merge with itself. Read more about <a href="https://www.beaxy.com/faq/how-do-i-read-the-order-book/">what is order book</a> here. The account creating this offer does not have enough XLM to satisfy the minimum XLM reserve increase caused by adding a subentry and still satisfy its XLM selling liabilities. For every offer an account creates, the minimum amount of XLM that account must hold will increase.<br />
This endpoint represents successful transactions for a given account and can be used in streaming mode. The sum of all sell offers owned by this account for this asset. Withdraws asset reserves from a liquidity pool by redeeming pool shares. The minimum duration of time (in seconds as an unsigned 64-bit integer) that must have passed since the source account’s sequence number changed for the transaction to be valid. Set to transactions to include the transactions which created each of the operations in the response. The difference between the highest price a buyer is willing to pay for an asset and the lowest price a seller is willing to accept is called the bid-ask spread, or simply the spread. This number is usually displayed above the order book and updated dynamically as orders are cancelled or filled. Futures, foreign currency and options trading contains substantial risk and is not for every investor.</p>
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		<title>Earn Free Bitcoin With These 5 Methods</title>
		<link>https://www.supersatelite.com.br/how-to-buy-bitcoin-legally-in-the-u-s/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Fri, 14 Jan 2022 02:07:03 +0000</pubDate>
				<category><![CDATA[Crypto Trading]]></category>
		<guid isPermaLink="false">https://www.supersatelite.com.br/?p=5450</guid>

					<description><![CDATA[Of course, in relation to varied services like exchanges or fee methods where you maintain your Bitcoin, you might even see prompt motion of the funds throughout the service. However, because of this you do not actually maintain the BTC;...]]></description>
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" width="255px" alt="how can i buy bitcoins anonymously with a credit card"/></p>
<p><p>Of course, in relation to varied services like exchanges or fee methods where you maintain your Bitcoin, you might even see prompt motion of the funds throughout the service. However, because of this you do not actually maintain the BTC; the service does, and it permits you to use the BTC you have. It will take a while to get your Bitcoin on your exterior handle when you decide to withdraw it. It’s value allowing for that bitcoin continues to be probably the most broadly accepted cryptocurrency. Others can nonetheless be used to pay for loads of goods and providers, however usually through coin fee platforms which aren&#8217;t anonymous.</p>
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<p><p>There are plenty of theories about why Amazon refuses to accept cryptocurrencies. The value of bitcoin is extra volatile than the worth of many other authorities currencies accepted by Amazon, so there could possibly be some problem in pricing merchandise. The uncertainty about future cryptocurrency regulation may additionally scare the ecommerce giant, as might the problem processing returns contemplating Bitcoin&#8217;s wild price fluctuations. Bitcoin may be transferred from one country to another without limitation. However, the change price in opposition to government-backed currencies can be very volatile.</p>
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<p><h2>Might Amazon Ever Accept Bitcoin?</h2>
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<p><p>The machine is handy, easy to make use of, and protected as the danger of being scammed is nearly zero. The safety factor is underpinned d y the fact that the machines function under KYC regulations <a href="https://tokenexus.com/buy-bitcoin-2/">how can i buy bitcoins anonymously with a credit card</a> as per the jurisdiction of operation. Follow the guidelines in this article and you&#8217;ll be able to do the identical. Coinbase, for instance, lets you purchase litecoins and Ethereum with credit card.</p>
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<p><h2>Can I Buy Bitcoin With Credit Card Anonymously?</h2>
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<p><p>When making this cash transfers you deposit cash at the Walmart teller who&#8217;s usually located at the customer support space. When you deposit money the money shall be deposited in your bitcoin wallet or be transferred to a bitcoin seller. When you hear that you could purchase bitcoin at Walmart, it doesn’t mean that you just go to Walmart and you are handed the bitcoin. Buying bitcoin at Walmart is what folks check with as peer to look market place.</p>
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<p><p>Such companies also require you to belief the people operating them to not lose or steal your funds and not to maintain a log of your requests. Even though mixing providers can break traceability for small amounts, it turns into more and more tough to do the identical <a href="https://tokenexus.com/">https://tokenexus.com/</a> for larger transactions. Buy Bitcoin Worldwide receives compensation with respect to its referrals for out-bound crypto exchanges and crypto pockets web sites. The PayPal platform has just lately applied for a patent right on the Expedited Virtual Currency Transaction System .</p>
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<p><p>In 2014, the company issued IRS Notice to supply info on the tax therapy of virtual currencies. Virtual forex is the term that the IRS uses for cryptocurrency. Even the place Bitcoin is authorized, many of the laws that apply to other property <a href="https://beaxy.com/">https://beaxy.com/</a> additionally apply to Bitcoin. Tax legal guidelines are the realm the place most individuals are more likely to run into trouble. For tax functions, bitcoins are usually handled as property rather than forex.</p>
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<p><p>If you should make cost in BTC and your funds are situated solely in your e-wallet, you&#8217;ll be able to send Bitcoin from PayPal . You should buy crypto on the exchange, then make a easy external trade switch from <a href="https://cryptolisting.org/">https://cryptolisting.org/</a> your account. If you store your BTC on an change platform, there could be obtainable options to withdraw funds from your on-line fee system account. You can find instructions on how to do this on the service website.</p>
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<p><p>That is partly as a result of hypothesis usually drives the worth, but also as a result of bitcoins have a relatively small market compared to conventional currencies. In 2020, the IRS created a brand <a href="https://1investing.in/">https://1investing.in/</a> new tax kind requiring taxpayers to declare in the event that they engaged in any virtual currency transactions throughout 2019. In the United States, the IRS has taken an rising curiosity in Bitcoin and issued guidelines.</p>
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<h3>Are Bitcoins legal in US?</h3>
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<p>Determining the exact time it takes to successfully mine 1 Bitcoin depends on a lot of things like computing power, the type of equipment used, and the competition. However, in the best-case scenario, with the ideal computational power and equipment, it should take about 10 minutes to process 1 BTC.</p>
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<p><p>In 2018, the value of a single bitcoin reached virtually $20,000. That worth has since gone down, however it still hovers around the $three,000 mark making bitcoin one of the most useful cryptocurrencies on the planet. If such apocryphal tales are true, they would supply a method of buying cryptocurrency that can not be traced back to its precise purchaser. There are also rumors of readymade identities being purchased on the darknet, and used in the identical method to anonymously buy bitcoin. This short information covers shopping for Monero with Bitcoin (tl;dr you should use Binance).</p>
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<p><h2>The Five Most Private Cryptocurrencies</h2>
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<h3>How can I get 1 Bitcoin fast?</h3>
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<p>Since Walmart doesn&#8217;t have direct purchasing of the bitcoin from all their stores what they offer is money transactions. Through these transactions, you can buy bitcoins from any place in the country.  When you want to buy bitcoin, you can use online money transfers, credit/debit cards, cash deposits, and gift cards.</p>
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<li>Be positive to choose a wallet that has the options you require.</li>
<li>On June 11, 2018 there were reports that Wells Fargo blocked all its prospects credit cards from shopping for BTC.</li>
<li>Bitcoin wallets control your public and private keys for you, and every pockets has completely different commerce-offs between security and consumer-friendliness.</li>
<li>At that time, most bank cards had already been blocked by Visa and Mastercard from shopping for bitcoins as properly.</li>
<li>If you’d quite spend your bitcoin on other cryptocurrencies or cash, the only thing to do could be to go to an trade.</li>
<li>Of course, with the main points required to set up an change account — together with ID and banking or credit card info — it will be really troublesome to take care of anonymity this way.</li>
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<p><p>You can be a part of purchase reward applications, open an curiosity-bearing bitcoin account, turn into an affiliate marketer, and even receives a commission to mine bitcoin with none specialized hardware. Since it is Walmart, they use the cash deposit methodology of shopping <a href="https://tokenexus.com/buy-bitcoin-2/">how can i buy bitcoins anonymously with a credit card</a> for bitcoins. On the left aspect of the display screen, you will notice a clear listing showing all the cost choices. Scroll down till you see the walmart2walmart choice listed and click on on that.</p>
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<h3>How can I mine Bitcoin on my phone?</h3>
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<p>Bitcoin transactions are recorded in a digital ledger called a blockchain. Blockchain technology and users&#8217; constant review of the system have made it difficult to hack bitcoins. Hackers can steal bitcoins by gaining access to bitcoin owners&#8217; digital wallets.</p>
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<p><p>In order to pay with cryptocurrencies instantly, likelihood is you’ll find yourself having to transform your privacy coins to bitcoin sooner or <a href="https://tokenexus.com/buy-bitcoin-2/">how can i buy bitcoins anonymously with a credit card</a> later to be able to spend them. Wallets, coin exchanges, mixing firms, and P2P sites, have all been used to swindle bitcoin customers out of their funds.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="255px" alt="how can i buy bitcoins anonymously with a credit card"/></p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
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<h3>Can you be taxed on Bitcoin?</h3>
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<p>5. Bitcoin ATMs.  Some BTC ATMs don&#8217;t require you to disclose your identity and they don&#8217;t require facial or fingerprint identification. You can simply buy bitcoins from such ATMs in exchange for fiat currency.</p>
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<p><p>This is an online market that matches the buyers with the sellers, to make transactions simple. Many improvements could be anticipated in the future to improve privacy. For instance, some efforts are ongoing with the fee messages API to keep away from tainting a number of addresses collectively during a payment. Bitcoin Core change addresses might be implemented in other wallets over time.</p>
</p>
<p><p>The consensus-type Bitcoin blockchain calls for large efforts by miners to substantiate transactions. It is understood that the Bitcoin blockchain can now course of not more than seven transactions per second. Meanwhile, VISA and MasterCard manage to process lots of of thousands of transactions per second. The transaction waits to be confirmed – should you typed an handle that exists, however isn&#8217;t the one you want to send money to, the transaction will go on. You can solely do it if you&#8217;re dealing with a service that enables the transfer of funds by way of phone quantity using text messages, or by way of e-mail.</p>
</p>
<p><p>The World Health Organization is urging people to make use of contactless funds as a way to cut back the unfold of COVID-19. The drawback with Bitcoin is that it&#8217;s a very volatile currency. If you tie it to USD, another fiat currency, and even one other cryptocurrency, you&#8217;ll notice that the price of Bitcoin modifications dramatically inside 24 hours.</p>
</p>
<p><p>However, with sure purchases, similar to those by way of categorised websites or direct P2P sales, the service provider might not maintain a document of your tackle. As such, if you can pay with bitcoin, and you&#8217;ll trust the merchant not to maintain any records of PII, the purchase could be nameless. The key step in making bitcoin extra anonymous is to combine your coins. Often called coin tumbling or laundering, this entails mixing cash from a number of events.</p>
</p>
<p><p>For example, if one bitcoin is worth $250, and also you need to purchase $125 value of bitcoin, you’ll obtain zero.50 bitcoin–assuming there aren&#8217;t any charges. For now, please try buying bitcoin with card or use our trade finder to seek out an trade. Most exchanges won&#8217;t let you use a pre-paid debit card. To purchase bitcoin with a pre-paid debit card you will have to change it domestically utilizing LocalBitcoins.</p>
</p>
<p><p>In general, it&#8217;s essential to have a look at Bitcoin laws in particular nations. To buy bitcoin, the first step is to obtain a bitcoin wallet, which is where <a href="https://tokenexus.com/buy-bitcoin-2/">https://tokenexus.com/buy-bitcoin-2/</a> your bitcoins will be saved for future spending or buying and selling. The coronavirus pandemic can be more likely to accelerate the development toward digital forms of value change.</p>
</p>
<p><p>That isn&#8217;t actually an issue, as immediate handle creation on such providers is a simple process. Even if the particular person you ship cash to doesn’t have a Coinapult account, he/she will be notified via SMS. After signing up, he or she can redeem funds to his/her Bitcoin handle.</p>
</p>
<p><p>First of all, ensure the corporate you are buying for has a good popularity and is regulated. It&#8217;s potential that sketchy firms selling bitcoins may be collecting card information and could presumably use your data to make fraud purchases along with your card.</p>
</p>
<p><h2>Anonymizing Your Bitcoins</h2>
</p>
<p><p>For digital goods, corresponding to music, motion pictures, software, and video games, you won’t want to provide a physical handle. If the service provider accepts bitcoin and has a .onion web site, then you definitely’ll be capable of make an anonymous purchase. Some merchants would require an e-mail, however you can use a burner. To obtain many bodily goods, you’ll need to offer no less than an tackle, which suggests buying physical items anonymously can be tough. Using a PO Box, a work tackle, or other tackle not your personal may help, however they will all nonetheless be linked to you ultimately.</p></p>
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		<title>Unit Of Account</title>
		<link>https://www.supersatelite.com.br/unit-of-account/</link>
					<comments>https://www.supersatelite.com.br/unit-of-account/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 06 Jan 2022 07:22:11 +0000</pubDate>
				<category><![CDATA[Crypto Trading]]></category>
		<guid isPermaLink="false">https://www.supersatelite.com.br/?p=8472</guid>

					<description><![CDATA[Content Open Market Operations Introducing Money What Is Money Briefly? Fiat Vs Representative Money: What&#8217;s The Difference? Different Types Of Money Are Typically Classified As ms Standard Of Deferred Payment Money can also act a as a standard measure and...]]></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">Open Market Operations</a></li>
<li><a href="#toc-1">Introducing Money</a></li>
<li><a href="#toc-2">What Is Money Briefly?</a></li>
<li><a href="#toc-3">Fiat Vs  Representative Money: What&#8217;s The Difference?</a></li>
<li><a href="#toc-4">Different Types Of Money Are Typically Classified As ms</a></li>
<li><a href="#toc-5">Standard Of Deferred Payment</a></li>
</ul>
</div>
<p>Money can also act a as a standard measure and common denomination of trade. Its most important usage is as a method for comparing the values of dissimilar objects. All forms of money in a modern economy are effectively debt instruments, and monetary transactions are therefore a trade of something for a debt. And these debt instruments are measured in a common unit, which is the domestic currency like the Canadian dollar, U.S. dollar, or the British Pound. If there was no common unit of measure, it would be essentially impossible to pay these debts back. This is because debts are often settled by the debtor handing the lender a debt instrument of a third party, and you need a common measure to compare their values. In a typical foreign exchange transaction, a party purchases a quantity of one currency by paying a quantity of another currency.</p>
<div style='text-align:center'><iframe width='566' height='312' src='https://www.youtube.com/embed/UWmC8V7drYg' frameborder='0' alt='unit of account' allowfullscreen></iframe></div>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
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<h2>What is meant by unit of account?</h2>
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<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
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<p>: a monetary unit or measure of value (as a coin) in terms of which accounts are kept and values stated.</p>
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<p>We also reference original research from other reputable publishers where appropriate. You can learn more about the standards we follow in producing accurate, unbiased content in oureditorial policy. Cryptocurrencies are a type of money that can be used to facilitate international transactions. Economically, each government has its own money system, defined and monitored by a central authority. The authenticity and quantity of the good should be readily ascertainable to the users so that they can easily agree to the terms of an exchange. Trying to use a non-recognizable good as money produces transaction costs of agreement on the authenticity and quantity of the goods by all parties to an exchange. It should be divisible into small quantities so that people appreciate its original use value &#8211; highly enough that a worthwhile quantity of the good can be conveniently carried or transported.</p>
<h2 id="toc-0">Open Market Operations</h2>
<p>Finally, a unit of account must also be something which can be easily broken up into components of equal value without losing value. In the example of $10 USD above, if it is broken up into 10 one dollar increments, they still have the same value and are comparable to each other. One dollar bill, in other words, is like any other dollar bill, and ten dollar bills are equivalent in value to a $10 bill. On the other hand, something like a work of art does not have this trait. By contrast, durable goods like flour share the same value whether one is looking at 10 sacks of flour or 100 sacks of flour. In accounting, an account is a record in the general ledger that is used to sort and store transactions.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
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<h2>What is an example of barter?</h2>
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<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
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<p>The 5 functions of money are a measure of value, an exchange medium, store of value, transfer of value, the standard of deferred payments.</p>
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<p>This website also incorporates links that are part of the Amazon affiliate program ; you will need to consult their websites to see what tracking information they use. This blog contains general discussions of economic and financial market trends for a general audience. These are not investment recommendations tailored to the particular needs of an investor. The author may discuss strategies which are wildly inappropriate for retail investors. Any mention of corporate securities are for illustrative purposes only; the author does not make recommendations to buy or sell such securities . No warranties are made with regards to the correctness of data or analysis, and some data may be under copyright protection of the original data provider. However, many economists have incorrectly attributed many more properties to money than just being a unit of account. This mission creep has lead to many people being confused or even angry about the monetary system. Legal-tender laws, like those in the U.S., only specify what currencies discharge debts, including the payment of taxes.</p>
<h2 id="toc-1">Introducing Money</h2>
<p>Broader measures add less liquid types of assets (certificates of deposit, etc.). The continuum corresponds to the way that different types of money are more or less controlled by monetary policy. Narrow measures include those more directly affected and controlled by monetary policy, whereas broader measures are less closely related to monetary policy actions. Unit of measure and unit of account are sometimes treated as synonyms in financial accounting and economics. Unit of measure in financial accounting refers to the monetary unit to be used; that is, whether it should be nominal units of money as opposed to units that are adjusted for changes in purchasing power over time. Economists have created averages, like the Consumer Price Index to attempt to create a single &#8220;composite good&#8221; which could theoretically have a stable monetary price even as some prices rise and others fall.</p>
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<p>Forced-tender laws remove the freedom of choice in the use of currencies for all transactions, including everyday purchases like groceries. When forced tender is imposed, all domestic exchanges, including those that traders would rather conduct in another currency, must be conducted in the currency designated by law. The physical character of the good should be durable enough to retain its usefulness in future exchanges and be reused multiple times. A perishable good or a good that degrades quickly with use in exchanges will not be as useful for future transactions. Trying to use a non-durable good as money conflicts with money&#8217;s essentially future-oriented use-value.</p>
<h2 id="toc-2">What Is Money Briefly?</h2>
<p>Due to that, money is not always considered a good <a href="https://beaxy.com/glossary/unit-of-account/">unit of account</a> as its ability to measure the value of things is not always the same. To understand this problem, imagine if the unit of a centimeter wasn’t able to remain constant over time. Then the centimeter as a unit would become less and less useful to measure distance or length. In economics, the term is used to describe one of the major functionalities of money, which is related to its ability to measure the value of a particular property, good, or service. This is what allows us to evaluate a wide range of distinct products and compare then in monetary values, based on a specific currency, such as the US dollar, the British Pound, or the Euro. In order for an item to be considered money, it must be widely accepted as payment for goods and services. In this way, money creates efficiency because it eliminates uncertainty regarding what is going to be accepted as payment by various businesses. This may be related to fiat currency, cryptocurrencies, or any other financial instrument that allows for evaluation and comparison of the value of things. Since June 8, 2021, by law, anyone offering a good or service in El Salvador must accept Bitcoin as a medium of exchange. That is, people still primarily think about and record values in terms of dollars, not in terms of Bitcoin.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Sats as a unit of account. Noice.</p>
<p>&mdash; Dustin Dettmer<img src="https://s.w.org/images/core/emoji/13.0.1/72x72/26a1.png" alt="⚡" class="wp-smiley" style="height: 1em; max-height: 1em;" /> (@dustin_dettmer) <a href="https://twitter.com/dustin_dettmer/status/1435452086607437827?ref_src=twsrc%5Etfw">September 8, 2021</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>In order to be a medium of exchange, money must hold its value over time; that is, it must be a store of value. If money could not be stored for some period of time and still remain valuable in exchange, it would not solve the double coincidence of wants problem and therefore would not be adopted as a medium of exchange. As a store of value, money is not unique; many other stores of value exist, such as land, works of art, and even baseball cards and stamps. Money may not even be the best store of value because it depreciates with inflation. However, money is more liquid than most other stores of value because as a medium of exchange, it is readily accepted everywhere. Furthermore, money is an easily transported store of value that is available in a number of convenient denominations. Nearly all contemporary money systems are based on fiat money, which is modern currency that has value only by government order. A unit of account is a standard numerical unit of measurement of the market value of goods, services, and other transactions. In this sense, currencies are actually less than ideally suited because they can be quite volatile, depending on the market.</p>
<h2 id="toc-3">Fiat Vs  Representative Money: What&#8217;s The Difference?</h2>
<p>Although it would be nice if the monetary unit had a stable relationship with all other values in the economy, this is not really possible in an economy with a diverse array of goods and services. Commercial bank money or demand deposits are claims against financial institutions that can be used for the purchase of goods and services. A demand deposit account is an account from which funds can be withdrawn at any time by check or cash withdrawal without giving the bank or financial institution any prior notice. Banks have the legal obligation to return funds held in demand deposits immediately upon demand (or “at call”). Demand deposit withdrawals can be performed in person, via checks or bank drafts, using automatic teller machines , or through online banking. Many items have been used as commodity money such as naturally scarce precious metals, conch shells, barley, and beads, as well as many other things that are thought of as having value. Commodity money value comes from the commodity out of which it is made.</p>
<ul>
<li>Currency refers to physical objects generally accepted as a medium of exchange.</li>
<li>In other words, it is a measurement of usefulness that a consumer obtains from any good.</li>
<li>Although it would be nice if the monetary unit had a stable relationship with all other values in the economy, this is not really possible in an economy with a diverse array of goods and services.</li>
<li>As a store of value, money is not unique; many other stores of value exist, such as land, works of art, and even baseball cards and stamps.</li>
<li>The unit of account in financial accounting refers to the words used to describe the specific assets and liabilities that are reported in financial statements rather than the units used to measure them.</li>
</ul>
<p>When a <a href="https://www.tribuneledgernews.com/extra/news/beaxy-taps-blockdaemon-for-node-infrastructure/article_3d2d884b-00ef-52ab-b2d1-3f1beb1964b8.html">https://www.tribuneledgernews.com/extra/news/beaxy-taps-blockdaemon-for-node-infrastructure/article_3d2d884b-00ef-52ab-b2d1-3f1beb1964b8.html</a> continually increases or decreases in value relative to the currency of each party, it can add confusion to the transaction and tax accounting. Gold was popular as a medium of exchange and store of value because it was inert. Gold was convenient to move because even small amounts of it had considerable value. Gold also had a constant value due to its special physical and chemical properties, which made it cherished by men.</p>
<h2 id="toc-4">Different Types Of Money Are Typically Classified As ms</h2>
<p>Public and private sector analysts have long monitored changes in money supply because of its possible effects on the price level, inflation and the business cycle. Fiat money, if physically represented in the form of currency , can be accidentally damaged or destroyed. However, fiat money has an advantage over representative or commodity money in that the same laws that created the money can also define rules for its replacement in case of damage or destruction. For example, the U.S. government will replace mutilated Federal Reserve notes (U.S. fiat money) if at least half of the physical note can be reconstructed, or if it can be otherwise proven to have been destroyed. By contrast, commodity money which has been lost or destroyed cannot be recovered.</p>
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" width="305px%" alt="unit of account"/></p>
<p>A crack-up boom is the crash of the credit and monetary system due to continual credit expansion and price increases that cannot be sustained long-term. Chartalism is a non-mainstream theory that emphasizes the impact of government <a href="https://aithority.com/technology/blockchain/beaxy-taps-blockdaemon-for-node-infrastructure/">https://aithority.com/technology/blockchain/beaxy-taps-blockdaemon-for-node-infrastructure/</a> policies and activities on the value of money. Investopedia requires writers to use primary sources to support their work. These include white papers, government data, original reporting, and interviews with industry experts.</p>
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