<?xml version="1.0" encoding="UTF-8"?>
<rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>HTDBouw &#187; Crypto News</title>
	<atom:link href="http://htdbouw.nl/category/crypto-news/feed/" rel="self" type="application/rss+xml" />
	<link>http://htdbouw.nl</link>
	<description>Timmer- en Dakwerken</description>
	<lastBuildDate>Wed, 15 Apr 2026 14:46:20 +0000</lastBuildDate>
	<language>nl-NL</language>
	<sy:updatePeriod>hourly</sy:updatePeriod>
	<sy:updateFrequency>1</sy:updateFrequency>
	<generator>http://wordpress.org/?v=3.5.1</generator>
		<item>
		<title>Purchase Bitcoin And Altcoins With Credit</title>
		<link>http://htdbouw.nl/crypto-news/purchase-bitcoin-and-altcoins-with-credit/</link>
		<comments>http://htdbouw.nl/crypto-news/purchase-bitcoin-and-altcoins-with-credit/#comments</comments>
		<pubDate>Wed, 16 Mar 2022 14:41:24 +0000</pubDate>
		<dc:creator>Martin</dc:creator>
				<category><![CDATA[Crypto News]]></category>

		<guid isPermaLink="false">http://htdbouw.nl/?p=2721</guid>
		<description><![CDATA[<p>Content How Does A Bitcoin Exchange Work? Best Places To Buy Bitcoin In 2021 Spot Makes Cryptoeasy &#038; Safe A Wallet For Nfts, Bitcoin, Ethereum, Solana &#038; Tezos Financial Institutions In November 2020, PayPal announced that US users could buy, hold, or sell bitcoin. On 30 November 2020, the bitcoin value reached a new all-time high of $19,860, topping the&#160;<a href="http://htdbouw.nl/crypto-news/purchase-bitcoin-and-altcoins-with-credit/" class="read-more">Continue Reading</a></p><p>The post <a href="http://htdbouw.nl/crypto-news/purchase-bitcoin-and-altcoins-with-credit/">Purchase Bitcoin And Altcoins With Credit</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">How Does A Bitcoin Exchange Work?</a></li>
<li><a href="#toc-1">Best Places To Buy Bitcoin In 2021</a></li>
<li><a href="#toc-3">Spot Makes Cryptoeasy &#038; Safe A Wallet For Nfts, Bitcoin, Ethereum, Solana &#038; Tezos</a></li>
<li><a href="#toc-4">Financial Institutions</a></li>
</ul>
</div>
<p>In November 2020, PayPal announced that US users could buy, hold, or sell bitcoin. On 30 November 2020, the bitcoin value reached a new all-time high of $19,860, topping the previous high of December 2017. Alexander Vinnik, founder of BTC-e, was convicted and sentenced to five years in prison for money laundering in France while refusing to testify during his trial. In December 2020 Massachusetts Mutual Life Insurance Company announced a bitcoin purchase of USD $100 million, or roughly 0.04% of its general investment account. On 13 March 2020, bitcoin fell below $4,000 during a broad market selloff, after trading above $10,000 in February 2020. On 11 March 2020, 281,000 bitcoins were sold, held by owners for only thirty days. This compared to ₿4,131 that had laid dormant for a year or more, indicating that the vast majority of the bitcoin volatility on that day was from recent buyers.</p>
<p>Therefore, if the user forgets their password, they are likely to lose their cryptocurrency wallets and funds. Most Bitcoin exchanges are centralized and, therefore, require the user to share their private information. This is unnecessary when the user opts for Bisq, as the time required to validate a photo I.D. There are also no glitches attached when users fund their accounts. It can be quite expensive if users are not using the Coinbase Pro version, as this overall fee is much higher in comparison to its competitors. However, beginners may overlook this, as their priority may be ease of use and basic understanding of buying and selling bitcoin. BlockFi has successfully launched a rewards Visa credit card, which allows users to earn rewards of a rate of 1.5% in Bitcoin on credit card purchases without any annual fee. It offers an easy and user-friendly interface that is convenient and immensely simple to navigate.</p>
<h2 id="toc-0">How Does A Bitcoin Exchange Work?</h2>
<p>Regardless of how you came by your coins, any transaction in the cryptocurrency is reportable to the IRS at tax time. Bitcoin is one kind of digital currency or cryptocurrency, a way to pay for things that exists only virtually. The currency debuted in 2009 and really broke into mainstream consciousness in 2017 with its rapid rise that year. Coins are created, or “mined,” when computers that organize the currency process and legitimize transactions in the currency. Bankrate.com <a href="https://www.beaxy.com/market/drgn/">Dragonchain to Bitcoin</a> is an independent, advertising-supported publisher and comparison service. We are compensated in exchange for placement of sponsored products and, services, or by you clicking on certain links posted on our site. Therefore, this compensation may impact how, where and in what order products appear within listing categories. While we strive to provide a wide range offers, Bankrate does not include information about every financial or credit product or service.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Cryptoflation  </p>
<p>The post <a href="http://htdbouw.nl/crypto-news/purchase-bitcoin-and-altcoins-with-credit/">Purchase Bitcoin And Altcoins With Credit</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></content:encoded>
			<wfw:commentRss>http://htdbouw.nl/crypto-news/purchase-bitcoin-and-altcoins-with-credit/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>1 00 Eth = 2,810 Usd</title>
		<link>http://htdbouw.nl/crypto-news/1-00-eth-2-810-usd/</link>
		<comments>http://htdbouw.nl/crypto-news/1-00-eth-2-810-usd/#comments</comments>
		<pubDate>Fri, 17 Dec 2021 17:41:05 +0000</pubDate>
		<dc:creator>Martin</dc:creator>
				<category><![CDATA[Crypto News]]></category>

		<guid isPermaLink="false">http://htdbouw.nl/?p=2716</guid>
		<description><![CDATA[<p>This success award goes to the combination of people, accurate crypto market analysis and data, the latest news, latest blogs, advertisement placements, and many more. Yes, of course we have a calculator, it&#8217;s at the top of this post. In it you can easily calculate how many Ethereum you will give and how much USD you will get. If you&#160;<a href="http://htdbouw.nl/crypto-news/1-00-eth-2-810-usd/" class="read-more">Continue Reading</a></p><p>The post <a href="http://htdbouw.nl/crypto-news/1-00-eth-2-810-usd/">1 00 Eth = 2,810 Usd</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></description>
				<content:encoded><![CDATA[<p>This success award goes to the combination of people, accurate crypto market analysis and data, the latest news, latest blogs, advertisement placements, and many more. Yes, of course we have a calculator, it&#8217;s at the top of this post. In it you can easily calculate how many Ethereum you will give and how much USD you will get. If you have ETH, write the amount you want to change into <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> the calculator and you will see how much USD you will get. You do not need to create an account on the site Exchanger24. 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”.</p>
<p>For example, you can buy Ethereum for US Dollars, and when ETH price goes up &#8211; you sell it for USD. Create a chart for any currency pair in the world to see their currency history. These currency charts use live mid-market rates, are easy to use, and are very reliable. We will be happy to help you with the sale Ethereum to USD today and answer all your questions in any time. There are multiple ways you can acquire ether tokens. You can buy them on an exchange just like you would any investment.</p>
<p>Further, the calculator will automatically calculate how much you will receive in return for dollarsETH to USD. MGT Capital, the company run by John McAfee, is one such firm. It said it would start to mine Ethereum in its latest bid to turn a profit. Buffett reiterated that bitcoin isn&#8217;t worth anything because it doesn&#8217;t produce anything, while Munger said he expects its price to plunge to zero. Currencies have existed for several millennia; they arose primarily as a replacement for the ineffective barter trade.</p>
<p>
<h2>Usd To Ethereum Eth Transactions  The Ways Can You Trade On Cexio</h2>
</p>
<p>On the currency market, there is a larger trade volume than on the credit or the stock market. For decades, the most important base currencies of the world have been the U.S. dollar, the euro, the British pound and the Japanese yen. In order to start using all the functions of ETH to USD converter, the user must provide a minimum of personal information, like electronic wallets. Therefore, registration takes a minimum of time, allowing you to quickly start making cryptocurrency transactions without any restrictions. If you are still seeking the best ways how to withdraw Ethereum to USD, make sure to use our exchange service and benefit from all its features. Please note that this tool can be also used to estimate the prices of other cryptocurrencies in various fiat currencies. You can switch the currency pairs by selecting different ones in their respective drop-down menus. You can also earn with the long-term investment &#8211; exchange USD to Ethereum and wait for the moment, when the price goes up significantly. The main goal is to sell your cryptocurrencies on the exchange for a price higher than the price of the purchase.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="302px" alt="eth price usd calculator"/></p>
<p>With the currency calculator, you can quickly and easily convert amounts between any currencies. In total, there are about 160 different currencies available on the currency calculator. Trade bitcoin in the most sophisticated and simple ways on Beaxy. Order books contain orders to buy or sell an asset that are determined by exchange users. Orders are matched by the exchange matching engine to produce completed traders. Beaxy offers both in house and Tradingview charting tools with all the indicators you need to chart assets and place trades easily and effectively. To check Ethereum price live in the fiat currency of your choice, you can use Crypto.com&#8217;s converter feature in the top right corner of this page. 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>
<p>Bitcoin was designed to be a currency from the start. Warren Buffett and Charlie Munger called out stock-market gamblers, dismissed bitcoin as worthless, and underlined the risks of inflation. Fidelity Investments will introduce the bitcoin option later this year, becoming the largest 401 provider to offer crypto. Ethereum Nov 10, 2021 had the highest price, at that time trading at its all-time high of $4,878.26. Enter the amount to be converted in the box to the left of Ethereum. Use &#8220;Swap currencies&#8221; to make United States Dollar the default currency. Click on United States Dollars or Ethereums to convert between that currency and all other currencies.</p>
<p>
<h2>Using Exmo Its Very Simple And Takes Only A Few Steps:</h2>
</p>
<p>The functions that a currency took on were essential to the development of an efficient economy with division of labor. In the beginning, different items were used as currency, including metals, pearls, shells or agricultural products. Minting of coins from precious metals was developed about 2500 years ago in ancient Greece; paper money has existed for about 1000 years. Using the calculator/converter on this page, you can make the necessary calculations with a pair of Ethereum to USD. This currency calculator is provided in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. At Beaxy we offer not only REST API but also FIX API, putting us in a category few exchanges inhabit. FIX API allows up to a million messages a second to be communicated, giving algorithmic traders an advantage. Suggestions, and signals for a variety of other cryptocurrencies. Swipe left to pass and swipe right to take the trade.</p>
<p>
<ul>
<li>In total, there are about 160 different currencies available on the currency calculator.</li>
<li>FIX API allows up to a million messages a second to be communicated, giving algorithmic traders an advantage.</li>
<li>The currency calculator of Markets Insider is the ideal tool for you.</li>
<li>The functions that a currency took on were essential to the development of an efficient economy with division of labor.</li>
</ul>
<p>The Ethereum Foundation still provides the majority of funding to research teams that build on the Ethereum platform. In 2015, Ethereum became the second-largest cryptocurrency by market cap. It is programmable meaning developers can build and deploy decentralized applications on the Ethereum network. ETH serves as a means of payment for transactions and is used as ‘gas’ to power interactions on the Ethereum blockchain. Ethereum is programmable meaning developers can build and deploy decentralized applications on the Ethereum network. The Ethereum network has a native token, ETH, which serves as a means of payment for transactions. Additionally, Ethereum can be used to build Decentralized Autonomous Organisations, or DAO’s. The Ethereum network is also used as a platform to launch digital tokens. The project is seeking to expand its scalability by implementing a proof-of-stake consensus algorithm. Ethereum is the most popular blockchain for third part development.</p>
<p>This Ethereum and United States Dollar convertor is up to date with exchange rates from April 30, 2022. Curious about the price of Ethereum in your national currency? Simply input the amount of ETH you want to convert, select your local currency, and get the result! ETH prices are taken from the Beaxy exchange marketplace. Coinmama&#8217;s live Ethereum calculator does the math so you don’t have to, giving you real rates in real time. Convert fiat to ether, plan your investment, and buy. The referral rewards make 30% of the fees of the trading operations your referrals make. This is a lifetime reward &#8211; it means you will receive the referral payouts as long as your referral performs any operations on CEX.IO cryptocurrency trading platform. If you go for Buy&#038;HODL, you buy cryptocurrency , and then wait for the price growth to sell your assets and get profit.</p>
<p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="ja" dir="ltr">❤︎Live❤︎ ビットコイン☆イーサリアム☆リップル ❤︎05.01（BTCJPY ETHJPY XRPJPY bitcoin Ethereum FXライブ trading forex)❤︎ <a href="https://t.co/alTeoR1uFf">https://t.co/alTeoR1uFf</a></p>
<p>&mdash; 気になるニュース.ch (@cooldmatter) <a href="https://twitter.com/cooldmatter/status/1520901563891343361?ref_src=twsrc%5Etfw">May 1, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
</p>
<p>Additionally, you can also choose whether to calculate the result based on the current exchange rate or the exchange rate on a certain date. This way, the Markets Insider currency calculator allows you to search for historical exchange rates. The result provided by the currency calculator is displayed in a clearly arranged <a href="https://www.beaxy.com/exchange/eth-usd/">eth calculator</a> table. Here, the currency calculator shows the opening and closing rate as well as the lowest and highest rates for the respective date. 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.</p>
<p>
<h2>Starting Currency</h2>
</p>
<p>If you already have the asset you wish to trade you can either place a bid order for more of that asset, or an ask order to sell some of that asset. Thus, picking your crypto trading pair is the first step to trading. Coinmama lets you easily purchase cryptocurrency using a debit card, credit card, or bank transfer. The Ethereum price page is part of Crypto.com Price Index that features price history, price ticker, market cap, and live charts for the top cryptocurrencies. Use the calculator on this page to list the current price of Ethereum for any given quantity. Prices can be calculated in a range of different fiat currencies including USD, EUR and GBP. The price shown on this page is updated in real-time every 30 seconds, so there is no need to refresh the page. The price of Ethereum in other fiat and cryptocurrencies is based on the corresponding exchange rate of those currencies to the US Dollar. This Gwei to USD calculator / converter takes in an amount of Gwei, which is 1 billionth of an ETH, and spits out the amount of USD based on current prices from CoinGecko. It estimates the cost of a typical Ethereum transaction based on 200,000 gas units.</p>
<p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr"><a href="https://twitter.com/hashtag/PulseChain?src=hash&amp;ref_src=twsrc%5Etfw">#PulseChain</a> is launching on May, it will have a battle tested <a href="https://twitter.com/hashtag/Ethereum?src=hash&amp;ref_src=twsrc%5Etfw">#Ethereum</a> code but fees are a fraction of a fraction of a penny, x4 faster, POS &amp; deflationary. With no admin keys as true <a href="https://twitter.com/hashtag/DeFi?src=hash&amp;ref_src=twsrc%5Etfw">#DeFi</a> is supposed to be. Trustless, No middleman, no counterparty risk. It&#8217;s you and the code.</p>
<p>&mdash; Jimmy X (@MarcoMerola1991) <a href="https://twitter.com/MarcoMerola1991/status/1520901501060890625?ref_src=twsrc%5Etfw">May 1, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
</p>
<p>Whereby transactions are validated through network participants who lock their tokens onto the blockchain. This is a more environmentally friendly method to reach consensus as it doesn’t require nearly as much electricity as Proof-of-Work consensus. Staking also allows network participants who lock their tokens to collect interest on the value that they keep in the system. There are approximately 110 million ETH tokens in the circulating supply. There is no official cap on the amount of Ethereum tokens that can be produced by the protocol. Once you select the base and target currencies from the list and enter the desired amount into the provided field, the currency calculator immediately gives you the result.</p>
<p>Or you can use a computer to &#8220;mine&#8221; for them by solving complex math problems using computer software. These math problems get more complex as more coins are mined, in order to control the supply. This website is intended to provide a clear summary of Ethereum&#8217;s current and historical price as well as important updates from the industry. Ethereum ERC20 token prices can also be found in the menu options along with other coin data such as BTC, XRP and others. Prices are updated every minute in real-time and the open/close prices are recorded at midnight UTC. The main idea of every trading &#8211; 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.</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>Can I turn Ethereum into cash?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Absolutely! The most common way to cash out Ethereum is by using a crypto exchange. A cryptocurrency exchange is exactly that – you can exchange one currency for another. Cashing out Ethereum is when you exchange your cryptocurrency for fiat currency (usually Dollars or Euros).</p>
</div></div>
</div>
<p>You can also use the current gas fees by clicking fast, normal, or slow. These are the average exchange rates of these two currencies for the last 30 and 90 days. 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.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="300px" alt="eth price usd calculator"/></p>
<p>Prices data are continually gathered from multiple markets. All exchange rates are updated regularly hourly every hour. Quickly and easily calculate foreign exchange rates with this free currency converter. 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. For example last price change in a pair ETH/USD was +2.39%.</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>How is Eth price calculated?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Ethereum&#8217;s price is determined by market supply and demand for the cryptocurrency. Just like stocks, cryptocurrency markets have order books with buy and sell orders. An increase in demand for Etherum will drive the price up and an increase in sell order supply will drive the price down.</p>
</div></div>
</div>
<p>Live tracking and notifications + flexible delivery and payment options. Then just follow the step-by-step instructions on the page. In the event of technical difficulties, our qualified support team is ready to resolve the issue as soon as possible. The use of the latest software significantly increases the level of security of financial transactions, as well as the safety of sensitive data. This page features a handy tool to check the Ethereum to USD rate. Below is a short guide on how to use it effectively. There&#8217;s a key difference between Ethereum and bitcoin.</p>
<p><a href="https://www.beaxy.com/"><img src='data:image/jpeg;base64,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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='402px'/></a></p>
<p>To earn on active trading you need to keep an eye even on the smallest price movements to spot every opportunity in the market. And since the market is very volatile, such opportunities occur quite often. The main thing here is to correctly read charts and understand how the price movements work. CEX.IO offers a range of API solutions for high-frequency automated trading. It’s Websocket, REST and FIX API. You can choose what suits your trading tasks and set it up. The Xe Rate Alerts will let you know when the rate you need is triggered on your selected currency pairs. 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.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="308px" alt="eth price usd calculator"/></p>
<p>The Recent Trades section is displayed beneath the order book on the right side of the Trading Page. It lists all recently completed trades on the current trading pair in chronological order. If I wish to have my order executed immediately I can place a ‘market’ order, which will buy or sell at the best market price. If I wish to set a desired price to buy or sell I can place what is called a ‘limit’ order. You can track the historical price data for ETH pairs by viewing the chart. Deposit crypto to our exchange and trade with deep liquidity and low fees. Sign up for an account in minutes to buy crypto using credit card or bank transfer. The Ethereum price used in the calculation above is a “volume weighted average” across a number of exchanges.</p>
<p>The main idea of the Affiliate Program is that you get paid for inviting users to the CEX.IO platform. The logic is simple — you generate a referral link and share it with your audience. As soon as your friend, a brother-in-law, a teammate or someone from your network registers on CEX.IO using your referral link, you will receive referral rewards for their transactions on CEX.IO. It doesn’t matter what currency pair your referral prefers to trade — ETH/USD, BTC/EUR, ZIL/USDT, or any other — you will be earning on all their trades. The United States Dollar is also known as the American Dollar, and the US Dollar. The exchange rate for the Ethereum was last updated on April 30, 2022 from coinmarketcap.com. The exchange rate for the United States Dollar was last updated on April 28, 2022 from The International Monetary Fund. The ETH conversion factor has 15 significant digits. Cryptocurrency Pairs Pick the cryptocurrency pair you wish to trade on. If you are using USD or other FIAT currency to trade you can onboard your money into a new asset through a bid order.</p>
<p>The post <a href="http://htdbouw.nl/crypto-news/1-00-eth-2-810-usd/">1 00 Eth = 2,810 Usd</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></content:encoded>
			<wfw:commentRss>http://htdbouw.nl/crypto-news/1-00-eth-2-810-usd/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Usd To Btc</title>
		<link>http://htdbouw.nl/crypto-news/usd-to-btc-2/</link>
		<comments>http://htdbouw.nl/crypto-news/usd-to-btc-2/#comments</comments>
		<pubDate>Fri, 20 Aug 2021 07:09:44 +0000</pubDate>
		<dc:creator>Martin</dc:creator>
				<category><![CDATA[Crypto News]]></category>

		<guid isPermaLink="false">http://htdbouw.nl/?p=2422</guid>
		<description><![CDATA[<p>Content Crypto Asset Manager Grayscale Has Added Altcoins Solana And Uniswap To One Of Its Funds Conversion From United States Dollar To Bitcoin Popular Cryptocurrency Conversions How To Convert Usd To Btc ZenLedger is the leading software focused on cryptocurrency tax management and accounting. Users can easily manage their crypto portfolio and generate their required tax forms. Enter the number&#160;<a href="http://htdbouw.nl/crypto-news/usd-to-btc-2/" class="read-more">Continue Reading</a></p><p>The post <a href="http://htdbouw.nl/crypto-news/usd-to-btc-2/">Usd To Btc</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Crypto Asset Manager Grayscale Has Added Altcoins Solana And Uniswap To One Of Its Funds</a></li>
<li><a href="#toc-1">Conversion From United States Dollar To Bitcoin</a></li>
<li><a href="#toc-4">Popular Cryptocurrency Conversions</a></li>
<li><a href="#toc-5">How To Convert Usd To Btc</a></li>
</ul>
</div>
<p>ZenLedger is the leading software focused on cryptocurrency tax management and accounting. Users can easily manage their crypto portfolio and generate their required tax forms. Enter the number of bitcoins you have, and watch their value fluctuate over time. But if you want a comprehensive guide on how to buy Bitcoin, and a full explanation of how conversions work, CoinMarketCap is here to save the day. Bitcoin is renowned for its volatility — and in the past, it&#8217;s gained and lost hundreds of dollars in a matter of minutes. Thanks to our straightforward tool, you&#8217;ll never be out of the loop. Don&#8217;t forget that we have plenty of other metrics that can show you whether the BTC market is in a healthy state. You can easily assess the market cap of the world&#8217;s biggest cryptocurrency — and at the top of every page we deliver an insight into Bitcoin&#8217;s dominance. There&#8217;s a constant buzz about how Bitcoin is performing against the U.S. dollar. Traders anxiously watch the pair&#8217;s every move — and fluctuations regularly hit the headlines.</p>
<div style='border: grey dotted 1px;padding: 14px;'>
<h3>Why Do Bitcoins Have Value? &#8211; NextAdvisor</h3>
<p>Why Do Bitcoins Have Value?.</p>
<p>Posted: Tue, 07 Sep 2021 07:00:00 GMT [<a href='https://time.com/nextadvisor/investing/cryptocurrency/why-do-bitcoins-have-value/' rel="nofollow">source</a>]
</div>
<p>The exchange acts as a broker between buyers and sellers of cryptocurrencies. The United States Dollar is also known as the American Dollar, and the US Dollar. The United States Dollar is divided into 100 cents. The exchange rate for the Bitcoin was last updated on October 3, 2021 from coinmarketcap.com. The exchange rate for the United States Dollar was last updated on September 30, 2021 from The International Monetary Fund.</p>
<h2 id="toc-0">Crypto Asset Manager Grayscale Has Added Altcoins Solana And Uniswap To One Of Its Funds</h2>
<p>Conversion from United States dollar to Bitcoin can be done at current rates as well as at historical rates – to do this, select the desired exchange rate date. Additionally, the currency calculator shows the closing rate of the previous day as well as the highest and lowest rates of the conversion United States dollar &#8211; Bitcoin. The results are displayed in a clearly arranged table. In addition to the United States dollar &#8211; Bitcoin rate, the Markets Insider currency calculator also offers other exchange rates for about 160 international currencies. A bitcoin calculator gives you the price of bitcoin in US-dollar or any other fiat currency. You can also convert the price from fiat currencies into Bitcoin. The conversion rate displayed is often an average of multiple exchanges.</p>
<p>Scroll up and type in how much you&#8217;re ready to invest. You will immediately see how much BTC you will get. When you&#8217;re ready, click the Buy now button — and rest assured, we&#8217;ve made buying Bitcoin just as simple as using this tool. The BTC calculator can help anyone who is interested in crypto or is already trading crypto. It is automatically updated with the latest price, so it always remains accurate. This Bitcoin calculator is a simple, convenient way to estimate how much you need to spend to buy the amount of crypto you want. According to crypto experts, Bitcoin can reach 300 million US dollars or even 250 million dollars by 2025.</p>
<h2 id="toc-1">Conversion From United States Dollar To Bitcoin</h2>
<p>To convert US Dollar to Euro, type currency.world/convert/USD/EUR. You can also press $ or € on your keyboard, or start typing a currency name, currency code or country name to change currency. Coinmama lets you easily purchase cryptocurrency using a debit card, credit card, or bank transfer. Enter the amount to be converted in the box to the left of Bitcoin. Use &#8220;Swap currencies&#8221; to make United States Dollar the default currency. Click on United States Dollars or Bitcoins to convert between that currency and all other currencies. Price data is continually gathered from multiple markets. A weighted average price of these markets is shown by default (based on 24-hour trade volume).<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="300px%" alt="dollar to bitcoin calculator"/><br />
More advanced calculators, such as the bitcoin price converter you can find on this website, take price movements of individual exchanges into account too. With our Bitcoin calculator, you can easily get the current conversion rate of the Bitcoin exchange of your preference. The rates displayed by the calculator represent market exchange rates, and are provided for informational and estimation purposes only. They do not include any conversion fees or other charges applicable to a conversion or other transaction. The calculator may allow you to calculate exchanges of currencies currently not available through Coinmama. The calculation by the calculator shall not be binding upon New Bit Ventures in the execution of transactions. World currency prices and crypto conversion rates of our Bitcoin calculator are based on the rates obtained via Currency Freaks. The rates displayed represent market exchange rates provided for informational and estimation purposes only. The current market price of Bitcoin is updated every 3 minutes and is automatically sourced in USD. Bitcoin prices in other currencies are based on their corresponding USD exchange rates.</p>
<p>Prices data are continually gathered from multiple markets. All exchange rates are updated regularly hourly every hour. Our currency rankings show that the most popular US Dollar <a href="https://www.beaxy.com/exchange/btc-usd/">dollar to bitcoin calculator</a> exchange rate is the USD to EUR rate. A bitcoin exchange platform is a digital marketplace where traders can buy and sell bitcoins using various currencies like US-Dollar.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="307px%" alt="dollar to bitcoin calculator"/><br />
To quickly compare the real-time price of the leading cryptocurrency on exchanges such as Binance, Coinbase, or CEX.io, use the conversion table below. This Bitcoin to dollar calculator makes these estimates easy. In fact, not only it works as a BTC to USD converter, you can also choose a number of different currencies. To help you get started, we&#8217;ve even prepared several popular amounts and pairs! Click on these to see how easy it is to start investing in Bitcoin. This currency converter can convert between several currencies simultaneously. These are the average exchange rates of these two currencies for the last 30 and 90 days.</p>
<h2 id="toc-3">Exchange Rate Chart</h2>
<p>The BTC conversion factor has 15 significant digits. The USD conversion factor has 6 significant digits. Our currency rankings show that the most popular Bitcoin exchange rate is the XBT to USD rate. There is no official ISO code for Bitcoins, although XBT is commonly used. The online Bitcoin converter is the fastest way to get the current exchange rate of Bitcoin , millibitcoin , bits(µBTC), or satoshis in any local currency. Currency World delivers instant currency conversion and fresh exchange rates in a user-friendly interface. Coinmama&#8217;s live crypto calculator does the math so you don&#8217;t have to, giving real rates in real time. Convert fiat to crypto, plan your investment, and buy. CoinDesk is an independent operating subsidiary of Digital Currency Group, which invests in cryptocurrencies and blockchain startups.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="300px%" alt="dollar to bitcoin calculator"/><br />
Alternatively, you can choose a specific source from the settings menu. Many exchanges offer clean user interfaces that can be compared to those used by top e-commerce websites and banks. Cryptocurrencies have gained a reputation for being complicated, but the industry has made great progress in demystifying digital assets once and for all. Live tracking and notifications + flexible delivery and payment options. Get the Bitcoin price in USD, or choose other conversions like BTC to Euro, BTC to Japanese Yen, or BTC to British Pound Sterling.</p>
<h2 id="toc-4">Popular Cryptocurrency Conversions</h2>
<p>Comparing prices across exchanges helps guarantee you&#8217;ll get the best deal, as some platforms offer a better deal than others. Create a chart for any currency pair in the world to see their currency history. These currency charts use live mid-market rates, are easy to use, and are very reliable. 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. BTC price is often quoted in US dollars per single Bitcoin. This price may seem much too high to even start; it&#8217;s not obvious just how much Bitcoin you would receive for a given amount of money.</p>
<ul>
<li>All exchange rates are updated regularly hourly every hour.</li>
<li>Bitcoin is a digital currency without a central authority.</li>
<li>To quickly compare the real-time price of the leading cryptocurrency on exchanges such as Binance, Coinbase, or CEX.io, use the conversion table below.</li>
<li>The exchange rate for the United States Dollar was last updated on September 30, 2021 from The International Monetary Fund.</li>
<li>The conversion rate displayed is often an average of multiple exchanges.</li>
</ul>
<p>They are not guaranteed to be accurate, and are subject to change without notice. You can use Bitcoin to send money to anyone via the Internet with no middleman. See the Bitcoin exchange rate i.e. the current value of one bitcoin. Over the years, we&#8217;ve gained a reputation for continually monitoring thousands of markets. News websites and exchanges don&#8217;t always have the latest conversions, but our easy-to-use tool is automatically updated on a regular basis. Check live rates, send money securely, set rate alerts, receive notifications and more. The Bitcoin price page is part of Crypto.com Price Index that features price history, price ticker, market cap and live charts for the top cryptocurrencies. Just type in how much BTC you would like to buy, and you immediately get a price estimate in your local currency. Since 2017, DigitalCoin has become one of the trusted brands within the crypto community. This success award goes to the combination of people, accurate crypto market analysis and data, the latest news, latest blogs, advertisement placements, and many more.</p>
<p>You have currently selected the base currency United States dollar and the target currency Bitcoin with an amount of 1 United States dollar. In the menu, you can select the desired exchange rates of about 160 international currencies from the two lists. Additionally, the currency calculator allows you to calculate historical exchange rates in addition to the current rate. The results are displayed in a table with the closing rate of the previous day, the opening rate as well as the lowest and highest rates of the respective date. The Markets Insider currency calculator offers a currency conversion from United States dollar to Bitcoin within seconds. Vacationers in United States can make conversions at the current exchange rate. The currency calculator provides an ideal tool for investors investing in international stock exchanges with different currencies. Conversion rates are based on CoinDesk’s Bitcoin Price Index and the price indexes of other digital assets. World currency prices are based on rates obtained via Open Exchange Rates.<br />
Author: Omkar Godbole</p>
<p>The post <a href="http://htdbouw.nl/crypto-news/usd-to-btc-2/">Usd To Btc</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></content:encoded>
			<wfw:commentRss>http://htdbouw.nl/crypto-news/usd-to-btc-2/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Capital One Bank Routing Numbers And Wire Transfer Instructions Online Banking</title>
		<link>http://htdbouw.nl/crypto-news/capital-one-bank-routing-numbers-and-wire-transfer/</link>
		<comments>http://htdbouw.nl/crypto-news/capital-one-bank-routing-numbers-and-wire-transfer/#comments</comments>
		<pubDate>Mon, 09 Aug 2021 11:02:46 +0000</pubDate>
		<dc:creator>Martin</dc:creator>
				<category><![CDATA[Crypto News]]></category>

		<guid isPermaLink="false">http://htdbouw.nl/?p=2402</guid>
		<description><![CDATA[<p>Content Capital One Bank: Foreign Currency Exchange, International Wire Transfer &#038; Atm Fees Explained Capital One Routing Numbers For Wire Transfers Capital One Bank International Wire Transfer International Money Transfer Services International Wire Cit Bank Money Market Account Capital One does not provide a currency exchange service for buying and selling currency when you’re going abroad. You can find providers&#160;<a href="http://htdbouw.nl/crypto-news/capital-one-bank-routing-numbers-and-wire-transfer/" class="read-more">Continue Reading</a></p><p>The post <a href="http://htdbouw.nl/crypto-news/capital-one-bank-routing-numbers-and-wire-transfer/">Capital One Bank Routing Numbers And Wire Transfer Instructions Online Banking</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Capital One Bank: Foreign Currency Exchange, International Wire Transfer &#038; Atm Fees Explained</a></li>
<li><a href="#toc-1">Capital One Routing Numbers For Wire Transfers</a></li>
<li><a href="#toc-2">Capital One Bank International Wire Transfer</a></li>
<li><a href="#toc-3">International Money Transfer Services</a></li>
<li><a href="#toc-4">International Wire</a></li>
<li><a href="#toc-5">Cit Bank Money Market Account</a></li>
</ul>
</div>
<p>Capital One does not provide a currency exchange service for buying and selling currency when you’re going abroad. You can find providers who can offer low cost currency exchange by comparing them here. Find out more with our complete guide on how banks and money transfer operators make money with hidden fees. Basically, routing numbers are 9-digit numbers that banks use to identify themselves. Simply, it is like an address that banks and <a href="https://www.newspressnow.com/tn_exchange/beaxy-taps-blockdaemon-for-node-infrastructure/article_ee288542-0cf9-5c97-9c2a-c54fea846c04.html">https://www.newspressnow.com/tn_exchange/beaxy-taps-blockdaemon-for-node-infrastructure/article_ee288542-0cf9-5c97-9c2a-c54fea846c04.html</a> other financial institutions use to locate your money. Find out how to send an Intermex wire transfer, and the fees involved. To make sure you know what you’re getting before you commit, you can compare the exchange rate you’re being offered with an online currency converter. If you need to send money abroad, then take a look at Wise, which could be a cheaper way to make your transfer, while being secure, efficient, and easy to do online.</p>
<div style='text-align:center'><iframe width='564' height='316' src='https://www.youtube.com/embed/Q9EoTi0V1ig' frameborder='0' alt='capital one address for wire transfers' allowfullscreen></iframe></div>
<p>It is a bit more complicated when it comes to foreign wire transfers, also known as remittance transfers. In addition to standard payment requirements, central banks in certain countries require specific codes to be included in the payment instruction. These codes are used to advise the government of the receiving country on why the payment is being made, to help route payments and to identify beneficiaries properly. Whether you will be asked for further information depends on the details of your international money transfers. Please check with your recipient to ensure you are providing all of the information needed. Those in possession of a standard Capital One checking account have the option of transferring money to a payee overseas, but will need to do this in branch or over the phone. Capital One no longer requires customers to notify their bank of overseas travel. According to their website, as long as the transfer has been submitted and successfully verified before 2pm on a business day, the money will be processed on the same day. Domestic transfers can be processed faster than international ones.</p>
<h2 id="toc-0">Capital One Bank: Foreign Currency Exchange, International Wire Transfer &#038; Atm Fees Explained</h2>
<p>Capital One online banking &#8211; You’ll be able to get your Capital One routing number by logging into online banking. A bank might have a few different routing numbers, but they&#8217;re never shared with other banks. This helps to make sure your payment ends up where it’s meant to. You&#8217;ll need to include the ACH routing number when sending an ACH transfer to any Capital One account.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>Does a wire transfer require an address?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Wire transfers allow you to send and receive large amounts of money quickly and securely. The type of Capital One account you have will determine your limits, fees and eligibility for wire transfers.  Keep in mind that these steps apply to personal bank accounts.</p>
</div></div>
</div>
<p>This exchange rate difference is another way that banks make money from foreign wire transfers. For instance, Wells Fargo offers domestic outgoing wire transfers at $30, but if you set up the repetitive wire transfer, each transaction will cost <a href="https://www.ktvn.com/story/44683009/beaxy-taps-blockdaemon-for-node-infrastructure">https://www.ktvn.com/story/44683009/beaxy-taps-blockdaemon-for-node-infrastructure</a> you $25. If you’re in a hurry, try finding the fastest way to send money abroad by comparing all international money transfer services with Monito. In order to conduct these type of transfers, you will need to consider a wire transfer.</p>
<h2 id="toc-1">Capital One Routing Numbers For Wire Transfers</h2>
<p>KSA No fee Delivery TimesDomestic transfers will be deposited and made available the same business day if received by 5 p.m. International wires may take 3–5 business days to arrive and be deposited to your account. You get a great exchange rate and a low, upfront fee every time. It ensures more clarity in <a href="https://beaxy.com/faq/beaxys-guide-to-sending-wire-transactions/">capital one address for wire transfers</a> how the exchange rate is handled and presented to customers in the U.S. by all financial institutions. Typically, wire transfers are not allowed through certificate of deposit accounts. Be careful with conducting a wire transfer through the phone, it is likely to cost more than a typical wire transfer.</p>
<ul>
<li>Capital One will process your wire transfer on the same working day if you submit the payment before the relevant cutoff time.</li>
<li>You get a great exchange rate and a low, upfront fee every time.</li>
<li>Intermediary banks are usually big multinational banks which have working arrangements with many top banks across the world.</li>
<li>If you visit in-branch or send the wire via phone, then the customer service representative will be able to complete the process using these details.</li>
<li>You can visit a branch to make a transfer if you prefer not to make the transaction over the phone.</li>
<li>Think of them as addresses that let other banks know where to find your money.</li>
</ul>
<p>Your routing number is there to make sure your payment arrives to its recipient safe and sound. This page is a great place to start when you’re looking for your Capital One routing number. But it’s always worth checking the right account and routing number with your bank or your recipient. The Capital One routing number you need will depend on the transaction. You might need one number to receive ACH transfers, and another to set up automated bill payments.</p>
<h2 id="toc-2">Capital One Bank International Wire Transfer</h2>
<p>Whether you’re doing business or sending money to friends or relatives, a wire transfer is a well-established way to send money. If you bank with Capital One, you might well want to make your wire transfer directly with your bank. You can receive domestic wire transfers into your Capital One 360 account. The routing number is required for the wire transfer along with the account details. You can find the routing number from the most recent bank online transaction. Else, it is usually available at the bottom of the check leaf. Many people are aware of the fact that wire transfer fees are actually cheaper at credit unions than at banks &#8212; a lot cheaper.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="301px%" alt="capital one address for wire transfers"/></p>
<p>Note that the fees shown in the table above are reflective of transfers made in person at a branch and outgoing transfers sent in U.S. dollars. Instead of banner ads and paywalls, Monito makes money through affiliate links to the various payment service providers featured on our website. While we work hard to scout the market for the best deals, we&#8217;re unable to consider every possible product available to you. Our extensive range of trusted affiliate partners enables us to make detailed, unbiased, and solution-driven recommendations for all types of consumer questions and problems. This allows us to match our users with the right providers to suit their needs and, in doing so, match our providers with new customers, creating a win-win for everybody involved. However, while some links on Monito may indeed earn us a commission, this fact never impacts the independence and integrity of our opinions, recommendations, and evaluations. Paying with a Capital One Bank debit card abroad doe not incur any additional fees. Before submitting a wire transfer for processing, it&#8217;s a good idea to double-check you have all the necessary information entered correctly.</p>
<h2 id="toc-3">International Money Transfer Services</h2>
<p>You can check the most accurate information by signing in to your account and visiting the Wire Money section under More Services. The money will be delivered the same day, if requested by 2 p.m ET. If it’s requested after this time, it will be delivered the next business day. An online wire transfer may not be able to be deleted or cancelled.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>Does Capital One charge a wire transfer fee?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>An ACH transfer can often take two to three business days to complete. They take a longer time to clear because many are processed by banks together at once. Wire transfers send the funds along almost immediately. There is usually no hold on funds received by wire transfer, so the recipient can access it right away.</p>
</div></div>
</div>
<p>Access your online bank statement by logging in to your account. To the right of your account number will be your Capital One bank entity. Once you know your bank entity, you can determine your routing number using the list provided above. Your routing number is associated with the institution or entity where you opened your account. You can find that entity on your bank statement located to the right of your account number. Capital One savings accounts use the same routing numbers as checking accounts. Customers are required to contact the bank to enquire about monetary limits for international transfers. Like we mentioned above, your Capital One routing number is associated with the location of the bank where you opened your account.</p>
<p>The post <a href="http://htdbouw.nl/crypto-news/capital-one-bank-routing-numbers-and-wire-transfer/">Capital One Bank Routing Numbers And Wire Transfer Instructions Online Banking</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></content:encoded>
			<wfw:commentRss>http://htdbouw.nl/crypto-news/capital-one-bank-routing-numbers-and-wire-transfer/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Cambridge Superior Learner&#8217;s Dictionary</title>
		<link>http://htdbouw.nl/crypto-news/cambridge-superior-learner-s-dictionary/</link>
		<comments>http://htdbouw.nl/crypto-news/cambridge-superior-learner-s-dictionary/#comments</comments>
		<pubDate>Wed, 30 Jun 2021 04:49:15 +0000</pubDate>
		<dc:creator>Martin</dc:creator>
				<category><![CDATA[Crypto News]]></category>

		<guid isPermaLink="false">http://htdbouw.nl/?p=2327</guid>
		<description><![CDATA[<p>Content What Does Rekt? Mean? Other Submitted Phrases Join B&#038;h News And Particular Offers Since 2009, all new entries are recorded in an electronic database. In 1996, Merriam-Webster launched its first website, which provided free entry to an internet dictionary and thesaurus. Since the Forties, the company has added many specialised dictionaries, language aides, and other references to its repertoire.&#160;<a href="http://htdbouw.nl/crypto-news/cambridge-superior-learner-s-dictionary/" class="read-more">Continue Reading</a></p><p>The post <a href="http://htdbouw.nl/crypto-news/cambridge-superior-learner-s-dictionary/">Cambridge Superior Learner&#8217;s Dictionary</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">What Does Rekt? Mean?</a></li>
<li><a href="#toc-1">Other Submitted Phrases</a></li>
<li><a href="#toc-2">Join B&#038;h News And Particular Offers</a></li>
</ul>
</div>
<p>Since 2009, all new entries are recorded in an electronic database. In 1996, Merriam-Webster launched its first website, which provided free entry to an internet dictionary and thesaurus. Since the Forties, the company has added many specialised dictionaries, language aides, and other references to its repertoire. The firm has been a subsidiary of Encyclopædia Britannica, Inc. since 1964. With the version of 1890, the dictionary was retitled Webster&#8217;s International. Webster accomplished his dictionary throughout his 12 months overseas in 1825 in Paris, and on the University of Cambridge. His 1820s e-book contained 70,000 phrases, of which about 12,000 had never appeared in a dictionary before. As a spelling reformer, Webster believed that English spelling guidelines had been unnecessarily complex, so his dictionary launched American English spellings, changing colour with shade, waggon with wagon, and centre with middle. He additionally added American phrases, together with skunk and squash, that didn&#8217;t appear in British dictionaries. At the age of 70 in 1828, Webster published his dictionary; it bought poorly, with solely 2,500 copies, and put him in debt.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>Is Bot an insult?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Bot is an insult because the person seems like they arent actually making decisions, so the person seems brainless.</p>
</div></div>
</div>
<p>For much less-documented languages such as Creek and extinct languages such as Latin, one use in a permanently recorded medium or one mention in a reference work is sufficient verification. Wiktionary information is incessantly utilized in numerous natural language processing tasks. &#8220;Three months after launch, this unbanked crypto exchange made $7.5m in revenue&#8221;. A seperate Binance affiliated business entity also exists named Binance.us operated by BAM trading services using the same name and emblem as Binance.</p>
<h2 id="toc-0">What Does Rekt? Mean?</h2>
<p>This began a series of revisions that were described as being &#8220;unabridged&#8221; in content material. In 1884 it contained 118,000 words, &#8220;3000 greater than any other English dictionary&#8221;. In 1806, Webster published his first dictionary, A Compendious Dictionary of the English Language. In 1807 Webster started <a href="https://beaxy.com/glossary/rekt/">rekt meaning</a> two decades of intensive work to expand his publication into a totally complete dictionary, An American Dictionary of the English Language.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="300px" alt="rekt meaning"/><br />
The unique enterprise model required at least thirty folks to commit to purchasing a shirt before a design went into production, but at present, designs are immediately manufactured and bought. The firm has additionally expanded into different merchandise corresponding to smartphone circumstances, notebooks, mugs, and canvas prints. B&#038;H was named the main on-line consumer electronics retailer by Consumers Reports for 2018. Newsweek named B&#038;H as one of America&#8217;s Top Companies for Customer Service for 2019, with prime position in the shopper electronics class based mostly on over a hundred thirty,000 customer evaluations.</p>
<h2 id="toc-1">Different Submitted Words</h2>
<p>In 2018, Forbes named B&#038;H as certainly one of America&#8217;s Best Mid-Size Employers. Also in 2018, B&#038;H&#8217;s client website was acknowledged as the Best for User Experience of any e-commerce firm by the Baymard Institute. REKT is an acronym, abbreviation or slang word that is defined above the place the REKT definition is given. Merriam creates entries by finding uses of a particular word in print and recording them in a database of citations. Merriam-Webster&#8217;s citation <a href="https://1investing.in/">https://1investing.in/</a> file incorporates greater than sixteen million entries documenting particular person uses of phrases. Millions of these citations are recorded on three-by-5 playing cards of their paper quotation files. The earliest entries within the paper quotation recordsdata date back to the late nineteenth century.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">new meaning to &#39;sudo apt-get rekt&#39; eh?</p>
<p>Though the most disturbing part of this vuln to me may be that i had to learn what the sudo logo was. Shoulda stuck with the old one, folks.</p>
<p>&mdash; whiskers </p>
<p>The post <a href="http://htdbouw.nl/crypto-news/cambridge-superior-learner-s-dictionary/">Cambridge Superior Learner&#8217;s Dictionary</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></content:encoded>
			<wfw:commentRss>http://htdbouw.nl/crypto-news/cambridge-superior-learner-s-dictionary/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>J P Morgan Chase Bank Routing Numbers And Wire Transfer Instructions Online Banking</title>
		<link>http://htdbouw.nl/crypto-news/j-p-morgan-chase-bank-routing-numbers-and-wire/</link>
		<comments>http://htdbouw.nl/crypto-news/j-p-morgan-chase-bank-routing-numbers-and-wire/#comments</comments>
		<pubDate>Mon, 22 Mar 2021 10:35:21 +0000</pubDate>
		<dc:creator>Martin</dc:creator>
				<category><![CDATA[Crypto News]]></category>

		<guid isPermaLink="false">http://htdbouw.nl/?p=2403</guid>
		<description><![CDATA[<p>Content Does Chase Bank Have An App? Transfer Fees A Quick Way To Send Money Around The World Online Savings Account What It Costs To Transfer Money Between Banks Domestic Wire Then, of course, the hidden fee is wrapped up in poor exchange rates which can often range from 4-6% of an additional cost. If you notice an error after&#160;<a href="http://htdbouw.nl/crypto-news/j-p-morgan-chase-bank-routing-numbers-and-wire/" class="read-more">Continue Reading</a></p><p>The post <a href="http://htdbouw.nl/crypto-news/j-p-morgan-chase-bank-routing-numbers-and-wire/">J P Morgan Chase Bank Routing Numbers And Wire Transfer Instructions Online Banking</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Does Chase Bank Have An App?</a></li>
<li><a href="#toc-1">Transfer Fees</a></li>
<li><a href="#toc-2">A Quick Way To Send Money Around The World</a></li>
<li><a href="#toc-3">Online Savings Account</a></li>
<li><a href="#toc-4">What It Costs To Transfer Money Between Banks</a></li>
<li><a href="#toc-5">Domestic Wire</a></li>
</ul>
</div>
<p>Then, of course, the hidden fee is wrapped up in poor exchange rates which can often range from 4-6% of an additional cost. If you notice an error after a transfer is initiated, contact your bank, credit union, or wire transfer immediately. In most cases, a wire transfer can only be stopped or paused for corrections if a cancellation notice is received before the transfer is complete. Chase&#8217;s website and/or mobile terms, privacy and security policies don&#8217;t apply to the site or app you&#8217;re about to visit. Please review its terms, privacy <a href="https://beaxy.com/faq/beaxys-guide-to-sending-wire-transactions/">chase bank receive wire transfer</a> and security policies to see how they apply to you. 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. A routing number directs funds to the proper bank during a transaction, it’s a way to identify check-processing endpoints. You should be able to see your nine-digit routing number on the lower-left corner of your checks. Overall, Chase Bank is a secure and reliable financial institution for managing your money.</p>
<div style='text-align:center'><iframe width='564' height='318' src='https://www.youtube.com/embed/t8dDlpV-GaU' frameborder='0' alt='chase bank receive wire transfer' allowfullscreen></iframe></div>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>How do I transfer money to someone else&#8217;s bank account?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>ACH transfers and other types of money transfers take 2-3 days. Unlike checks or deposits over $1,500—which can be held by banks for up to 10 days—recipients of large wire transfers don&#8217;t have to wait for funds to clear.</p>
</div></div>
</div>
<p>You can also make an appointment to send a wire transfer at a local Bank of America financial center. You will need to provide your account number and wire transfer routing number. Caution commercial banks will charge large fees on the money you <a href="http://tubinvesting.blogspot.com/p/blog-page_16.html?rkey=20210907PH94028&#038;filter=13330">http://tubinvesting.blogspot.com/p/blog-page_16.html?rkey=20210907PH94028&#038;filter=13330</a> send because of their overhead. Transferwise is a great option for international wire transfers due the low cost and ease of use. These are standard fees for one-time wire transfers based on each financial institution’s disclosures and policies.</p>
<h2 id="toc-0">Does Chase Bank Have An App?</h2>
<p>You should also note that some premium Chase accounts allow for free wire transfers. To find your Chase routing number, refer to the table above. Alternatively, find it by logging in to your account at Chase.com, the Chase mobile app, or calling a Chase customer representative. Instead of writing checks, you can purchase money orders at Publix or Walmart and use them to pay suspicious merchants. Unlike checks, buying a money order doesn’t carry your bank details. Getting the details wrong will have your funds go to the wrong recipient or financial institution. The resulting delays and costs of reversing and re-wiring the funds are unacceptable for a savvy consumer dedicated to achieving important financial goals like saving $10,000 a year. You need to supply your bank with more information to initiate or complete wire transfers. Consider calling your Chase branch if you can’t remember where you first opened your account or have any doubts about the correct Chase routing number to use.</p>
<div style='text-align:center'><iframe width='561' height='315' src='https://www.youtube.com/embed/DCIoUDsTUKs' frameborder='0' alt='chase bank receive wire transfer' allowfullscreen></iframe></div>
<p>You can usually initiate a bank-to-bank wire transfer in person at your bank or financial instruction’s local branch or through your online bank account. You’ll usually need to provide the recipient’s full name, contact information, and bank account details such as routing and transfer numbers. Transfer fees will vary depending on your bank or credit union, but can usually range between $5-$50. Banks and money transfer companies offer wire transfers. You&#8217;ll need your recipient&#8217;s name, location and bank account information to start. You can Sign in to Online Banking and select the tab to send money to your own account, someone else or a business.</p>
<h2 id="toc-1">Transfer Fees</h2>
<p>However, the convenience of wire transfers doesn’t come for free. Chase bank assesses wire transfer fees between $15 and $50 to send and receive wire transfers. The added cost of wire transfers is huge for a frugal consumer trying to drastically cut expenses and save money. Navigate the cost by using wire transfers for urgent transactions only or when making a lump-sum purchase. Otherwise, ACH transfers will suffice your everyday non-urgent transactions. To complete this transfer, you usually need the name of the recipient, their bank name, account number, and pickup details. Depending on the banks that both the sender and the recipient use, it’s possible to initiate a wire transfer via the bank itself.</p>
<ul>
<li>Transfer any money in a Chase business account to any other bank.</li>
<li>All foreign exchange prices are provided by The J.P. Morgan Investment Bank Foreign Exchange Group.</li>
<li>Chase has branches throughout the United States and uses different routing numbers for different regions.</li>
<li>Banks are notorious for marking up their exchange rates by an average of 4-6%.</li>
<li>If you’re looking for a new bank account, check out this Chase Total Checking® + Chase SavingsSM Coupon where you can earn a generous bonus for signing up!</li>
<li>The transaction begins when the sender is provided with the following bank and account details.</li>
</ul>
<p>Hey Carl, that sounds like the Chase quick pay limit which I know is $2,000 for a lot of people. I just wired over $10,000 the other day so I know the limit is well over $2000 for wire transfers. Setting up a wire transfer with Chase is pretty easy to do. Whether you’re doing it online, over the phone, or in-branch, it shouldn’t be a major problem and this article should show you what kind of fees and waiting times to expect.</p>
<h2 id="toc-2">A Quick Way To Send Money Around The World</h2>
<p>You’ll usually need to provide information such as the recipient’s full contact details and bank account information to initiate the transfer. Wire transfer services usually require you to pay the funds in person when filling out the request form. Transfer fees for wire transfers may be based on the outgoing dollar amount, location, and more. But you’ll pay a sizable transfer fee to get your funds to your recipient.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>What information do you need to give someone to transfer money?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Find your routing and account number by signing into the Chase Mobile® app and choosing your account tile, then choose &#8216;Show details&#8217;—your account and routing number will display.</p>
</div></div>
</div>
<p>You’ll need your JP Morgan Chase ACH routing number to process ACH transfers, like setting automatic deposits and bill payments with your Chase account. Contact your bank or credit union to confirm when your processing urgent wire funds. For instance, 4 pm EST is the cut-off time for sending Chase wire transfers. Wire transfer is the fastest mode of receiving money in your Chase Bankaccount. You can receive money from within USA or from <a href="https://www.marketscreener.com/news/latest/Beaxy-Taps-Blockdaemon-for-Node-Infrastructure--36365447/">https://www.marketscreener.com/news/latest/Beaxy-Taps-Blockdaemon-for-Node-Infrastructure&#8211;36365447/</a> a foreign country . The transaction is initiated by the sender through a financial institution, however, you need to provide your banking details to the sender for successful transfer of money. Before you commit to sending money internationally, you should always ask the bank or transfer company for the exchange rate they’re going to use. Then, take that rate and compare it with the mid-market rate using an online currency converter.</p>
<h2 id="toc-3">Online Savings Account</h2>
<p>OFX is a specialist foreign exchange provider with superb customer service. OFX transfers typically take one to three business days. With a wire transfer, money goes from one bank to another, and then to the recipient&#8217;s account. Inside of the United States, that means each party to a wire transfer needs a bank account.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="302px%" alt="chase bank receive wire transfer"/></p>
<p>The post <a href="http://htdbouw.nl/crypto-news/j-p-morgan-chase-bank-routing-numbers-and-wire/">J P Morgan Chase Bank Routing Numbers And Wire Transfer Instructions Online Banking</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></content:encoded>
			<wfw:commentRss>http://htdbouw.nl/crypto-news/j-p-morgan-chase-bank-routing-numbers-and-wire/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
	</channel>
</rss>
