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		<title>Best Crypto Exchanges And Bitcoin Trading Platforms Of 2021</title>
		<link>https://latishahardy.com/2022/07/08/best-crypto-exchanges-and-bitcoin-trading/</link>
		
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		<pubDate>Fri, 08 Jul 2022 12:04:50 +0000</pubDate>
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					<description><![CDATA[Content Exchange Cryptocurrency For Fiat Via An Exchange Coins Offered How Do Cryptocurrency Exchanges Work? Why We Revamped Our Fee Structure Other data points in the survey included the problems that cryptocurrency traders experience with cryptocurrency exchanges and the expectation of traders. Several do not report basic information such as the names of the owners, [&#8230;]]]></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">Exchange Cryptocurrency For Fiat Via An Exchange</a></li>
<li><a href="#toc-1">Coins Offered</a></li>
<li><a href="#toc-2">How Do Cryptocurrency Exchanges Work?</a></li>
<li><a href="#toc-3">Why We Revamped Our Fee Structure</a></li>
</ul>
</div>
<p>Other data points in the survey included the problems that cryptocurrency traders experience with cryptocurrency exchanges and the expectation of traders. Several do not report basic information such as the names of the owners, financial data, or even the location of the business. Most of the crypto exchanges allow users and investors to buy, sell, or trade some of the most popular cryptocurrencies such as Bitcoin, Ethereum, Litecoin, and others. However, if you want to invest in less popular digital currencies, you must look for platforms that will provide you with the ability to trade in that crypto against your fiat currency. Founded in 2017 in Hong Kong, Binance has grown to be one of the best cryptocurrency exchanges by trading volume. This Bitcoin exchange platform also allows you to continue earning interest on assets. What you can do is select a currency and then enter the amount you want to purchase. There are no hidden fees regarding trading with BlockFi, which we really liked.</p>
<p>Although this goes against one of the core ideas of cryptocurrencies, in the face of anonymity, it ensures better protection of users’ funds and a higher level of security. Once the authentication is successful , an account is opened, and the user can fund his account and start trading. Regarding account deposits, it is worth noting that different exchanges support different payment methods. Some support direct bank or wired transfers, while others allow for using credit and debit cards. Those types of cryptocurrency trading venues are known as entry-level exchanges. Some exchanges, however, require the account deposits to be in cryptocurrencies. Exchanges may accept credit card payments, wire transfers or other forms of payment in exchange for digital currencies or cryptocurrencies. A cryptocurrency exchange can be a market maker that typically takes the bid–ask spreads as a transaction commission for is service or, as a matching platform, simply charges fees. It is worth noting that different cryptocurrency exchanges offer different prices for the assets they list for trading. The rate at which a particular asset is traded is driven by the supply and demand on each platform.</p>
<h2 id="toc-0">Exchange Cryptocurrency For Fiat Via An Exchange</h2>
<p>Additionally, the parent company, Binance, has faced regulatory action in several countries around the world. Relying on such exchange may end up being the difference between a major loss and a major gain. Coinbase is a wholly authorized crypto exchange with licenses to work in more than 40 U.S. states. People have traded more than $50 billion in crypto on the Coinbase exchange since its establishment. – When you open an account with Etoro, you’ll be joining one of the largest communities of traders. You can discuss ideas, share trading decisions, and talk strategy with other traders on the Etoro platform. – After opening an account, you’ll get $100,000 in virtual money to practice trading with. You can use this demo account to experiment with trading strategies or to get a feel for the platform itself. It’s best not to reuse your passwords on many accounts, particularly since Bitcoin services are a favorite target for fraudsters. Limit your exposure by using different, strong passwords for every, ideally with two-factor authentication and password rotation.</p>
<ul>
<li>Furthermore, you can set the system to automatically make trades on a weekly or monthly basis.</li>
<li>Binance is a solid platform for active crypto traders and beginners alike.</li>
<li>“As the tax situation evolves around crypto assets, it’s going to be really important for people to make sure that their personal tax situation is up to speed as well,” Ross says.</li>
<li>It has a greater number of users than any other exchange, and its trading volume is also the highest.</li>
<li>They run on their own private servers, which creates a vector of attack.</li>
</ul>
<p>Over time, the funds grow in value, and users can withdraw them after a set time period. Coinbase Pro users also have access to some financial tools to help them make better investments. For example, market charting tools are available as well as trading history patterns. The data provided by these tools is useful when making trading decisions. Also, if you want to trade between cryptocurrencies, you will have to use a Coinbase Pro account.<br />
When it comes to trading fees, it is worth noting that most exchanges employ a maker-taker model. A maker fee is paid when the user generates liquidity , while a taker fee is paid when the trader removes liquidity . Fees are usually a proportion of the transaction and can range from 0.1% up to 0.5%. Clients who generate higher trading volumes enjoy lower fees, while some exchanges, like Binance, for example, offer fee reduction for the holders of theirtoken. To engage in trading on a centralized exchange, in most cases, a user has to go through a series of verification procedures to authenticate their identity. That is because most of the leading centralized digital asset exchanges adhere to KYC and AML policies.</p>
<h2 id="toc-1">Coins Offered</h2>
<p>Then, when you think the stock&#8217;s value provides you with a suitable return on your investment, you simply sell the stock. So, if you are a Chinese citizen, you need to consider investing in other cryptocurrencies, like Ethereum, Cardano, or Litecoin. China has also banned most exchanges from operating in their country. So, you will also need to look for exchanges that are not on China&#8217;s banned list. Whenever crypto is bought or sold on an exchange, a percentage of that transaction fee is charged by the exchange. Therefore, you need to choose one that offers you the best possible deal.</p>
<div style='border: black solid 1px;padding: 11px;'>
<h3>Gemini Crypto Exchange Fund Raise Puts Valuation at $7.1 Billion &#8211; Bloomberg</h3>
<p>Gemini Crypto Exchange Fund Raise Puts Valuation at $7.1 Billion.</p>
<p>Posted: Wed, 17 Nov 2021 08:00:00 GMT [<a href='https://www.bloomberg.com/news/articles/2021-11-18/gemini-crypto-exchange-seeks-funding-at-7-billion-valuation' rel="nofollow">source</a>]</p>
</div>
<p>Coinmama is also known for its simplistic approach when it comes to Bitcoin exchange. What this means is that you can use your credit card to buy cryptocurrency directly from the website. Like CEX.IO, the exchange utilizes a maker/taker fee schedule that&#8217;s based on your 30-day trading volume (the amount of crypto assets you&#8217;ve exchanged over the past 30 days). But unlike many of the investment apps listed above, Bittrex charges absolutely nothing for deposits . The main goal of new token projects is to get listed on a major cryptocurrency exchange, as this increases their market potential significantly. Getting listed on a leading platform with high liquidity and fiat on/off ramps support compared to a not-so-popular crypto-to-crypto exchange can result in a difference of millions of clients.</p>
<p>Changelly is an instant cryptocurrency exchange that has been operating on the market since 2015. We successfully serviced millions of customers over this time and continue to provide quick crypto-to-crypto exchanges and purchases to more than 2.6 million users every month. In order to enhance the functionality of our crypto exchange, we collaborate with the leading companies in the industry. Our partners include the giant cryptocurrency exchange platform Binance, secure cryptocurrency wallets like Trezor, Exodus, and Coinomi, and many others. Our dedicated Support team stands guard 24/7 to help you with any exchange-related questions that might arise. Read more about <a href="https://www.beaxy.com/exchange/drgn-btc/">Dragonchain to Bitcoin</a> here. Prime XBT cryptocurrency exchange has achieved exponential growth since its 2018 launch, with clients from 150 different nations making it an appealing target for any new investor. It features several trading pairs and lower transaction fees than most. The company’s vision is to provide its users with the fundamental tools they need for regular trading activities, including buying bitcoin and utilizing margin trading. For trading the most popular cryptocurrencies such as Bitcoin, Ethereum, and Litecoin. Etoro is one of the biggest crypto exchanges in the world with over 18 million users worldwide and over 20 million crypto transactions executed on the Etoro platform.<br />
According to online reviews, the exchange has completed transactions worth more than 125 million for 250,000 customers across 167 countries. In-house exchange with the user without the need to leave the service to exchange cryptocurrencies. In addition to supporting mobile, users can pay in 26 different options. Unlike Bisq, it is not decentralized, i.e. one will not have complete control of the crypto wallet as they will not be in a position of the crypto wallet keys – these are kept by the company. It also allows for crypto traders who want to use charting and indicators to trade cryptocurrencies. In addition to supporting more than 100 cryptocurrencies for trading, it provides two-factor authentication. Crypto traders also make a choice between trading raw crypto or trading crypto derivatives or products.<br />
Use of this site constitutes acceptance of our Terms of Use, Privacy Policy and California Do Not Sell My Personal Information. NextAdvisor may receive compensation for some links to products and services on this website. Because Robinhood only allows you to transact on its platform, it provides a Form 1099-B tracking your cost basis and gains and losses, but that’s not the case on more traditional exchanges. If you’re interested in a popular coin like Bitcoin or Ethereum, you’ll probably find it on any given exchange you’re considering. But newer altcoins, coins with a very small market cap, or meme coins may require a bit more shopping around. Here’s what you need to know about why choosing the right crypto exchange is important, and the details experts recommend evaluating before making your choice. BlockFi allows you to receive a loan the same day it receives collateral. You can pay off your loan by paying a portion or paying it off entirely as early as you want. What is also great about Blockfi is that there are no additional fees.<br />
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' alt='bitcoin exchange volume' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='407px'/></a><br />
Their fees are much higher than other exchanges, so users may want to look elsewhere for high-volume trading. It has quickly grown to be the largest exchange in the world by volume and offers users access to hundreds of cryptocurrencies. Binance is available in more than 180 countries worldwide, though they did have to spin off a separate entity, Binance US, specifically for United States users. Decentralization also means that no rules by a regulatory body or legal entity apply to them since no single person or entity runs these systems. Instead, a group of individuals is participating who come and go by their own choice. Therefore, the users of decentralized exchanges do not need to reveal their identities and can freely use the platforms in whichever way they want. Decentralized cryptocurrency exchanges function just like Bitcoin does. They operate through a network of computers under the control of individuals spread throughout the world.</p>
<h2 id="toc-3">Why We Revamped Our Fee Structure</h2>
<p>You can access this online cryptocurrency exchange in-browser or through apps suitable for iOS and Android users. Most exchanges also offer custody and storage options for users looking to safely protect their crypto assets against theft and hacks. But then again, most exchanges aren&#8217;t solely personal wallet services. Cryptocurrency exchanges also come in centralized and decentralized formats. Decentralized exchanges are unregulated online exchanges hosted on distributed nodes that are user-owned, and there is no centralized governing authority. While this may sound scary, decentralized exchanges offer transparent transactions and fees and a direct peer-to-peer exchange of cryptocurrency. Some exchanges also impose restrictions depending on the users’ location. Most of the platforms have a list of high-risk countries that they don’t operate on. However, although the majority of the platforms try to expand their operations worldwide, at the time of this writing, most of them serve local markets (US, EU, Asia, etc.). Often is the case when some European or Asian cryptocurrency exchanges don’t serve US clients due to the strict regulatory landscape in the country.</p>
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<h2>How much do bitcoin miners make a day?</h2>
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<p>In 2020, one modern Bitcoin mining machine (commonly known as an ASIC), like the Whatsminer M20S, generates around $8 in Bitcoin revenue every day.</p>
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<p>Users can enjoy many benefits including trading fee discounts, OKEx Jumpstart subscription and 35 everyday use cases. Where 20 million users across 200 countries and regions trade over $100 billion of cryptos every year. Manage your crypto with advanced tools for Bitcoin and cryptocurrency mining pools and wallet management. It is important to find out which form of payment your chosen exchange accepts to ensure you have access to it. Some exchanges are also accepting Google Pay and Apple Pay, although not all. It is important to know about the laws governing cryptocurrency in your country so you can check if your exchange abides by these laws. In that case, you have to be extremely careful which digital exchange you sign up with, as China has implemented recent bans on certain aspects of crypto.<br />
Crypto derivatives are those products that are derived from crypto and include Exchange Traded Funds, Contracts for Difference, and Exchange Traded Notes. The biggest decentralized platforms by transaction volume are Uniswap, dYdX, and Compound. The only place to buy, sell, and trade Bitcoin Cash in microseconds. Not every exchange offers each of the thousands of cryptocurrencies that exist. You can also look for general online security measures you may already be familiar with on other platforms, such as two-factor authentication. That means, in addition to your username and password, you’ll have to verify your identity using an additional method, like entering a code you receive by text message, each time you log in. Coinbase has a fixed spread of 0.50% for crypto purchases and sales below $10,000 for its regular Coinbase users. However, it can still change depending on the fluctuation of the market. The fee is reduced for amounts between $10,000 and $50,000, and it is 3.5%. What we also liked about Coinmama is that its website is very informative about the services they provide.</p>
<h2 id="toc-4">Factors To Consider When Looking For The Best Crypto Exchanges</h2>
<p>That is why using a time-tested solution often is the preferred choice. The good user interface and smooth user experience usually are signs of a well-developed platform. If you plan to trade on the go, then make sure to find a platform that has a fully-functional mobile app. ETNs, on the other hand, are unsecured debt securities, with a fluctuating price following an underlying index of securities. Much like stocks, ETNs are an attractive trade option, which is why exchanges started introducing them to their platforms.</p>
<p>Most cryptocurrency exchanges should have fee-related information on their websites. Before setting up an account, make sure to get familiar with the deposit, withdrawal, and transaction fee structure. For example, when it comes to account funding, most individuals prefer wire transfers as they are cheaper, although a bit slower. For those who want to start trading instantaneously, most exchanges offer support for credit/debit cards. However, in this case, the general principle is that you will be charged a higher fee (up to 5%).</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">New crypto resource alert: <a href="https://t.co/VXonTH7Fne">https://t.co/VXonTH7Fne</a> &#8211; <a href="https://t.co/VXonTH7Fne">https://t.co/VXonTH7Fne</a> is one of the global top 10 cryptocurrency exchanges with authentic trading volume.<a href="https://t.co/k0JzkXxMVS">https://t.co/k0JzkXxMVS</a></p>
<p>&mdash; dominiconorton.eth (@dominiconorton) <a href="https://twitter.com/dominiconorton/status/1461751640533479436?ref_src=twsrc%5Etfw">November 19, 2021</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>The exchanged cryptocurrency will arrive in your crypto wallet within a few minutes. The writing was on the wall whenThe Wall Street Journal reported on Mondaythat the Chinese government intended to shut down bitcoin exchanges after banning ICOs the previous week. Government officials then began meeting with exchanges this week to bring about the trading suspensions, a source with knowledge of discussions told TechCrunch. Coinbase’s free Coinbase Pro version has an alternate and less expensive trading fee structure as well as more choices for trading graphs and indicators. Coinbase Pro is ideal for individuals who have achieved veteran status while trading with Coinbase, as it provides advanced features to the investor. Coinbase also offers the option of insured custodial wallets for investors in order to ensure security. However, it is essential to consider that, if you have lost money due to your own mistakes, this protection doesn’t have any bearing.</p>
<p>The exchange has a maker/taker schedule that&#8217;s based on your 30-day trading volume. Maker orders can&#8217;t be executed immediately since there are no other orders to match with them; however, taker orders match immediately, according to CEX.IO. When it comes to staking rewards, you can earn from 1-10% for holding different crypto assets over a period of time. For instance, if you held 20 QTUM, you&#8217;d earn 1-2% back as an annual reward. If, however, you instead purchased and held at least 0.5 ATOM, you&#8217;d be eligible for an estimated annual reward of 6-9%. Cash App also allows its users to invest in stocks, exchange traded funds , and Bitcoin. The mobile-first interface that this exchange uses is very easy to figure out and use, making it ideal for a first-time investor. Additionally, Coinbase also offers the Coinbase Pro version with the same fee structure but significantly more options in terms of charts and indicators. Coinbase Pro is a perfect next step for those who have learned the ropes using Coinbase, and it helps round out the overall offering by adding features that the more advanced user would want.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">📣 ‼️New Exchange Listing Announcement‼️</p>
<p>Within the next couple of weeks <a href="https://twitter.com/search?q=%24SPE&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$SPE</a> will be listed on <a href="https://twitter.com/LBank_Exchange?ref_src=twsrc%5Etfw">@LBank_Exchange</a> 🎉</p>
<p>LBank is a major up and coming exchange out of Dubai. With over $500M daily volume and growing quickly, this is HUGE news for <a href="https://twitter.com/search?q=%24SPE&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$SPE</a><br />🎊🪅🥳<a href="https://t.co/22LVEdnrlp">https://t.co/22LVEdnrlp</a></p>
<p>&mdash; Save Planet Earth (@SPE_Token_BSC) <a href="https://twitter.com/SPE_Token_BSC/status/1462541346431029253?ref_src=twsrc%5Etfw">November 21, 2021</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>The good thing today is that the cryptocurrency exchange niche isn’t the Wild West that it used to be, a few years back. Today, there is plenty of information to help you find the perfect service provider, according to your needs – just follow the steps mentioned above, and you will be in safe hands. Here we should also mention volatility as another crucial consideration. Because of the time it takes for transactions to be completed, the price of a given coin can change between the time the transaction is initiated and the time it is finalized. The higher the trading volume and the faster the transaction can be processed, the less likely it is for such a fluctuation to occur. So, what risks does an investor face when using a low-liquidity exchange?<br />
<img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/wp-content/uploads/7f20800e-0779-4057-aeb1-93bb081c92ef-350x233.jpg" width="305px%" alt="bitcoin exchange volume"/><br />
UNUS SED LEO provides utility for those seeking to maximize the output and capabilities of the Bitfinex trading platform. If you want to buy Bitcoin, you can easily get it in 1 minute with Visa, Mastercard or other payment methods. Diversify your crypto portfolio and build long-term wealth with advanced finance tools for Bitcoin and cryptocurrency borrowing or lending. Trade crypto more effectively with a variety of crypto pairs, derivative trading instruments, and order types such as limit order, market order, stop order, or iceberg order. Ethereum, in particular, is emerging as a rival to Bitcoin and may soon have a greater value than Bitcoin.</p>
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<h2>How is bitcoin taxed IRS?</h2>
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<p>Bitcoins held as capital assets are taxed as property</p>
<p> Like stocks or bonds, any gain or loss from the sale or exchange of the asset is taxed as a capital gain or loss. Otherwise, the investor realizes ordinary gain or loss on an exchange.</p>
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Aside from trading in crypto, registered users can have access to several other financial services. For example, users can earn interest by buying crypto using USD and then keeping them in an account. FixedFloat is an easy and accessible exchange platform that offers tools for making full use <a href="https://www.beaxy.com/market/drgn/">Dragonchain to Bitcoin</a> of digital assets. According to your requirements, FixedFloat can provide a flexible tailored solution. Among the Asian countries, Japan is more forthcoming and regulations mandate the need for a special license from the Financial Services Authority to operate a cryptocurrency exchange.</p>
<p>You can choose to invest in copies of portfolios from the top-performing traders or invest in market portfolios, which can lead you to various investments. The exchange, backed by high-profile investors like Boost VC andTim Draper, expects its trading volume to exceed 10 billion SGD ($7 billion) by the end of the year. Some of its account perks include staking rewards, recurring buys , OTC trading, crypto trading pairs, and Stablecoins . Personal Finance Insider writes about products, strategies, and tips to help you make smart decisions with your money. We may receive a small commission from our partners, like American Express, but our reporting and recommendations are always independent and objective. Jason Deane, analyst at Quantum Economics, said the quick digestion of the elevated trading volume might demonstrate the asset’s high global liquidity. Since each individual&#8217;s situation is unique, a qualified professional should always be consulted before making any financial decisions.<br />
Most centralized exchanges keep your crypto in a custodial wallet, which means it controls your crypto keys. If the platform gets hacked, for example, you could lose your funds. The exchange also has the power to freeze your account and could be susceptible to outages. A decentralized exchange allows users to swap tokens with no intermediaries. For example, Uniswap does not need to involve a centralized party in its trading. It&#8217;s done through something called an automated liquidity protocol, where investors are rewarded for adding liquidity, and that liquidity means there are tokens available for traders.<br />
This is a standard rate, but most other more popular crypto exchanges charge about 3%. The drawback is that there is a high processing fee of 5% for those using credit or debit cards for payments. Founded in 2016, the company behind the crypto exchange is based in the United States. This cryptocurrency exchange allows for instant swapping of crypto coins and cryptocurrencies. It works as a crypto exchange aggregator, thereby allowing users to compare cryptocurrency swapping opportunities across exchanges. Changelly is the best instant cryptocurrency exchange platform with the best exchange rates for BTC, ETH, LTC, XRP, ADA and 130+ other cryptocurrencies. You can buy Bitcoin and other cryptocurrencies with a credit card or any crypto wallet. In February 2014, Mt. Gox, the largest cryptocurrency exchange at the time, suspended trading, closed its website and exchange service, and filed for bankruptcy protection in Japan from creditors. This was the result of a large theft of bitcoins that were stolen straight out of the Mt. Gox hot wallet over time, beginning in late 2011. Often, the digital currency exchanges operate outside the Western countries to avoid regulation and prosecution.</p>
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		<title>Convert Bitcoins Btc And United States Dollars Usd</title>
		<link>https://latishahardy.com/2022/06/07/convert-bitcoins-btc-and-united-states-dollars-usd/</link>
		
		<dc:creator><![CDATA[tish]]></dc:creator>
		<pubDate>Tue, 07 Jun 2022 14:40:44 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
		<guid isPermaLink="false">https://latishahardy.com/?p=3045</guid>

					<description><![CDATA[The result provided by the currency calculator is displayed in a clearly arranged table. Here, the currency calculator shows the opening and closing rate as well as the lowest and highest rates for the respective date. If you’re a CEX.IO cuМаксиМаркетсmer, you just need a debit card or credit card. МаксиМаркетсh our Instant Buy service [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>The result provided by the currency calculator is displayed in a clearly arranged table. Here, the currency calculator shows the opening and closing rate as well as the lowest and highest rates for the respective date. If you’re a CEX.IO cuМаксиМаркетсmer, you just need a debit card or credit card. МаксиМаркетсh our Instant Buy service purchasing cryptocurrencies made super easy.</p>
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Mdplpx6RHiNd48pxPMAlXLskAjpuay1IDY7iS4sBYWN7aD9VCwzsa4lxnEWYRM3k3bcl4NrN63truNAvpyHbJj9xlcP+El70qw1YJjcМаксиМаркетсbcg96c4p+MpltALqvWHI4dvOrz6Y4sXTijМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс4oDoVAqc/VHkKufSUrP5OhPXp3KlBxXxPXXacQDSZI2A2jLWh4JJcco1FrW010VTb19Pcb75vhxq4owDn0VAGD0z621do1peVpC08MNZlBBPOISeXA9vNiqXxLdvOn7vZtbx3JjlvtpVFuUQLVypbXn8IEdMjJyT/R86oOo7Doy4wdScRrtriNMcmtuSbMtmfyvRlhKiywhpKufPNyJ5SkcoBJxuaxRQU8rWvMe/mdfHVbTGuIOI8Mnlpm1xzRkm7+U0Ojy5g5vw3Jdq0AX1CuTZLw7eYypL9ouFsIXyBmYgJWRgHm2JGN/oqhaw4kQNFTkQ5un71IZcLSG5bLaO5cdWgKKEqKhuMkb+KTXt4ezrncdFWedeCszXIw7xS/hKGTyqPtIAP01SeJrGhpa7K3rvU64ERh12QmGWXltyThIystJUQR0HsJqDBFGap0cjLjuF/Zdzj+I4nFwnBiFDVcuUhhL35G3zb5tLC176C+i9Q15c/VH/Brq3mX8ECMjf5eb6apll4yQNRB02TSOoZncY7wMoaUUZ6ZAVkD21S+H7dsk8QZEzQImN6PSwG5iilaGXX/NpLmSCPV6jPXbB3piJi2eI6NQa5tbukEQ191CTFgqTFfSSRzPSPhLCvFWMEHblFbL7JT5nN5eoAI1116ELzX8W8Rtp6ap+3utJI5hORmQtba72yFoAGugIuVOdOcRomp7zIsjGmb1GdhrLcpyS2kJYVgkJVyqJBOMD21LMhvmdRHS8pAUUoUvlClcuwJHQE4z7M1b3hxIZla215IivtPMu3FtSHGlBSVj18EEdR7avJerPAt+ldP3JhH+FXNMhx4lfghzkAA8B6p+etVWRtjmIjbYAA2XqvBGK1WJYHFNiM5kknc9rXANFspdtYDo29+8qzt9vHFDTNse1hcZlhkw4qkKk29iMpvkQpxKOVDvwioFQxknx64qYXKTe5Fkbd0uzETcJKmylc4EpYaKSVK5B8JYJTgE467GqdqDTc/UmpYqr2siwW1pt+PCCjiTLI9Z10eITkpTnwG3VWZRFbQ9KaQ4044kqHM20PXWPFIx0J8/CrpnsBZZozddLDXZYcDwyqkbXOkllFMfhbd5Ml2XzuDtS0OOgHhfRW4kXLWcC/w9J6tkW+4tXqM8/FkxWO5cR3eQeZHQpylQB8wd9iKnHYr4hyuHfGi6cLrpKKbVqnnlw0qOyZiEk4H+cgLHt5U1QtMaauDcyRqbVriJWoLgSla2yS1Ha3CGWh0SkD/34mf8V+yXraz6Ct/FHSZUdZWaSm7IYZOSWQAQ0n8pY2V7cqFbCCMVEr4WAWIsSNr9F5NxzA6h4cp6/EZHcwyl0TXHM8RuHyudqToLnuvZZn6n1TPtVrMi0sLku55UNpTk5qIwNRzrrGTcbhpe7OLJIU28yvmSrxHKAQKtr2ce05pvi7HFrnoNt1HCbHp1vfBGCMJLiCeqeY/GM4PnV8bpabjPy/brk2ynmzlOM5+SuXnY+kkMcwXHUc0M7BLHsf8A3qrX6hvN3g3BK7RpK5iQ+QEobQW8eHVQ2+gVNtHHVMEKdv0sHnRzJa2JSrxBUNjiu5ds9yyZU2chaycqWRgn5etQnWPFSyWhXqT0uLbBSW0esVH2Yq2J4leABZZKk22CjnbI4knTvBe/x4S1+lTWBARy9QXVBB+gmpJ2Ley5pDQ2n7Rqh2МаксиМаркетс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МаксиМаркетс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МаксиМаркетсu/VOh7BqdDEm+29xLrY/weShamlJ9iVDwrbKvh3pZwNtrsFtUhoYQFRkHl+IY2rue0Jp2SymPJtUN5tAwlDjCSkfECMVX7onBB52o81WTti4fkY+J2EAtktnF265dASMupA6rVdpPQkty2e4el7FPuUdhtМаксиМаркетсlDa5GEndМаксиМаркетсcHO5O1eNPBy3e6AeRw1HpWRhIt685P8ARxj6K2ywdI2eAz6PChRo7Zz6jTKUp+PAr1JsMPn+Age3oaq3BnjМаксиМаркетс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МаксиМаркетс4yEr/AFgM1p47VXGriHq/ixqnScjVcy3aetM1cRmJHPKghGBlzlIKs58TgbYFZPuZzzne7XRawdssdFC6joqUiF+Yuu4FxLt7ENA69Qb31V2NNae0KuZa9DcLJ9zuMVtY72XNbDaGkKVlSj44A5jvjPQA1lvxB7QXCjRGkvRL3qe3MiNHDYSp5KnFADHqoGVE7eFac3rjcoSXGGLМаксиМаркетс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МаксиМаркетс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МаксиМаркетс/DISkcu60D/AN9fjql2BhMq8w2XQeRTyeb2AHertcWbRD0nru42C3yFPwluKjodcGFgj1kpV5+PgOtWm7t2HdghKlNlS9iPDNZqS5e3MsB+KMq/Gm+I9vd1fFulmddDkCYhTqFgArQMAlO/TY7da2T6G1HBvkCO9Ef7xDkdta8DBbUpIISfI4IPy1qRs1gbhuImRnVc5dwhzJSRnNXr4b8eOJXDHUc29e7JvbUjCpsCX/inwByhaFJHqlISBttg9DWXifhmpМаксиМаркетс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МаксиМаркетсZWl3VUdU/ZiLDQrdtwx4pWHXNgiXiz3NiVFlMpeadacBStJHUUrUP2f+0bf+zdfXoUl2ZctFzwstM9VRnsZ9U+GTgEdDseuaVgIIKm5g/4m7K/3D/Xls0no7W1olW2G9OvUBqPCeeZcUvPep50hSSAkBIKxn8ZKevSr09gXbWGp8qJ/wCLWTv/AKQ1GLHwj++Qtiy6LTKDq3GkONsju+dKQVJKjsDgg79c1eTsoWG3WTVmoWolvZjOphoad5EgHIWQQce0V7BxDhkUFBUvY8F2hI6jUBeMcOcYx4jiNNT8l7Q8kAnY6XPmsnKUpXj69rSlKURKUpREqkXdaEyUhSgPwfifbVXrggGiKB6nsDGpWYzK7l6OIzqnPg8+eZBRkDOyhzZCvDHQ5ppCwM6SsbNiTdpE9LIyJElМаксиМаркетс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МаксиМаркетс1trK06wiW/heou6nioZ7+I+zJcjtpbCEg8pIOQXckgH1wRgpFYpamYm2ScxCukGTElJQUrbeSUrGSeoPxVrcLZIwWkFnHUhZa8tc+zDcd6q2lXgIqUgDnRzbn2DpUqiSFokOLkDm9KAePeHc5HXaoZpLC3Ftk/AUof76rcKQDFU2lJW+EqSjBAAPtr16hl/wAs1/gvP6+G8zgqtCSVSkJUMJWeYZGMjwNe9DSApBbUeZR5lAjofZVEsizH5O8eytROQU4KPYD41WA+W30ttPFtS8JV4bHqM1sI3gi601Swh+UKP3pCHrrOkPKUUhTaevkAT/fU20LpvVNmm6RfiMW4wdSoAZmGO44WVKTzch9cDmI3Hy+VW41JdXGWbsyzgLccSOYjcJ2Bwfb9dX04bavhW608MrVeJDS49zjFCUFaR3Mlp38CvPhkEpPsIryniCaVs8j4+8/ovQ8Gp45IGNk7goPN4364tV4uFmkSITzcSS4wUKhgA8qiObGc+HnXh45M3S3QrY9P1MZBvyGZr0FhlbTRSE+opW5CyCCBneorxRj+gcSNQobyUe6Dxz7Con++rn8ZY0q76N06y3pRuT/yeQ8LqEOKXGDQK+МаксиМаркетс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МаксиМаркетсUBITjBLrWVDmPLcYrXnJaJOQc8w+uvoOODOGiATkjI+uqmppjtF7lXfaqY7Re5VsRxouYWw2OH84h5KlFYWspSAt4fyf43dBKfNa0p2Hr16bpxlFlu79mf0NeZL7c56KwYSO8QpLf/AEri1AJQFDcAFZ8+U4zcbncG/dq9nrDb6a4DjqfgoVvt8МаксиМаркетсVDPTuP8Ap2+pVDUU5P8ApW+pVt4/G9mYIxi8PtVcshxoOh2I0num182FbOEHlIHMAcgE9SOWpwuU5dNMKnJiutLmQC6GVD10lbeeUjzGcVUe8cJJDRG+dikY+muOZz+SV84+usUskbgMjbW8bq+Ksip6iOaNnyOB1J1sb2WlPidwe4oL13fJiNDXfunZrqkK9GV6wKjvUv7MXD9i3cT7czxJ4fXl5l55KWVllSUNnO5Vt9PQfSNvK2G3P8bCQ4fNaUKP010qtltUrK7LEUfaw2a38nE0j6cwFmlrXB8F65TdpuDwVZr/ALLJzTc/Owi56j4Li19NbhecQ4UGМаксиМаркетсxbfETGjoDPdNpTy8o507Y8KvRVoLkT6Hgp5AFtDf8A0iau/W04R+WXzC5jhWodVyVM7iSXOvqbnW+56pSlK7NdiuD0qjaqdLdseIODybVWqjGu3i3ZpJHg2TRFpb7TeoGZ/ah1eq+L7yOkNWxsq3DaFMp6f6xUflNWvhl60elaVmP8qmVd7CcUdlJO/Ln/AN+NTrjZAiat4z8S5HfABFzS20vyUkY//oat5KdVNt6Lde2+WdBHIh38tHQYPn0qNJYmxWRuguuiYWL5HcjTfwcpg7KIwrPkfZUQkMLiull3ZSdjjxqQuiS081LbcMgNp5Fg/DKfb51Sr0pD8gyEH4WBjy2qsRLTl6K17rlSDhTrOfo3W1tukaU4hpx5MeSnm9VTSiAc/F1+Srk9ptNvlXqFcY7hMxs8klARj1CApKs+PXFWHQSkgp2I8al9y1vcdR2Yxb9eH5EnKUNtqYTyBKU8oPOCCDgDbBzjNWSwМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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" width="308px" alt="convert bitcoin to dollar"/></p>
<p>When you look at the right part of the graph, you can see the price indexes. On the downside of the chart, we can see the time metric. Put the cursor on the latest candle and to find the current BTC in USD exchange rate. This is an approximate price at which you can buy Bitcoins for now. However, keep in mind this value can change dramatically even the next minute.</p>
<p><h2>News On Currencies</h2>
</p>
<p>There is also a rating system like eBay, where you can leave feedback for the buyer or seller. Use the marketplace to find buyers, and send a trade request. Consequently, we can see the market spread — the difference between the lowest bid price and the highest ask price. Usually, the smaller the spread, the higher the market liquidity. And high liquidity means fast execution of even large-volume trading orders. Margin Trading Trade digital assets МаксиМаркетсh leverage on CEX.IO Broker.</p>
<p>BTC to USD rate today is $37,736 and has decreased -1.6% from $38,341.05 since yesterday. When the price hits the target price, an alert will be sent to you via browser notification. To receive alerts, please allow web browser notification permission. Data are provided &#8216;as is&#8217; for informational purposes only and are not intended for trading purposes.</p>
<p><a href="https://www.beaxy.com/"><img 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bBSF24ygEjQ5pnQa1u77L2PYpxB4W26sUuC+rD7pdkytWquSlCFJBPWMxA9ABQvZBSzPXY0oG9AN3hwk63KtJ3+xcq/EsRsMJtFXuJX1vaMJICnX3A2gEmBJMDU15lxN438B4fjWHW7eKO3YtLnmvu2dut5tKSy4mQpIIVBWnadj6AxTY20j08pBOhEdK6Lem1YX4f+LvCniLe3dngRuEm2SHG1XAQj3lskjO2nMVECBMgRmExNZ6lE6xRyJtICU3BgCqVNmdRTNTXWKqWz6UVMG2LVt+lVqbjpTBbI61SpqdYpsibYCpuoFsdaNW3sIqtTfSKKkDaQGW66yen5UWURUOX6UMgbYNkneK7KD0H5VfyvSuZCKmVgYFGSpZKt5fpXYRHSpkhdtorCKkEGpEACe1RDqehBoOYMX0SCK5k9PyriVjc1aPNoKOTFcEUlFDXS0sNLeWYS2kqOnQCaYFs7xQt23LSk9wRSubsSNNNpM1F8bfEWw8Q7JF7wtd4paW9s6MPuUXDAQHFElwaZjoCyDGhmK8ZsLywVyrGSXUuLSJaIT5VERmiOnesuxVvk4bjyUNgZeIhmIHX+2jfYfcnp896wF0JVYXCXUSgYlJB9Vj+f51Vpam9Fyfv/Bq8ToLT1IwXshq9e2VjiDgeUrMtpqQ22VwJXqYBr0z2beLeKH+MOG8DuuJL9zDXUXOax5kMFXKeXOT/MnN8TXktkzbsY6pFk0W0rtT5Ckpg5hOhA9Oleg+zcrJ4gcJnaHbhMT/AMy8NvnWm9lwc+K5sbwNIChUyyelWMt6CrlN+lMqhJU0xc4z3oR1nfTem7jc9KGdb0NWKr7FbooRvsjXy/lS91nzfdp++yImKBcYGbY1dGt7iugmbEobG1WpaHSrUNzGlXJaEbV5/cPV7LQLyjG1C3DehpqpsEQBQdy3oam4F0jVb25CU+HWCtA/ex1CvpbPj+NaMqH9vQqD/Sa3i9us8vgzh1r/AJTFVr/7LKh/9VaOqKTfgwdj09PhWik7q5hrxxZmXhgP98V4odLJQ3/xor6C+AjBT4V4IQn7xuT/AP2HK+f/AIWIBxe/cn/4ZIj4qH8q+iPgWxHhVw8D1ZdV9X3DS1JWLqUMjOENGBIqRaFEpanpUi1VW4aFR+AEtmNhUVM6UcWZ1ioFoChuelwql8C5bR7bUHcNHKdKcLbigrhG+1Tc+QOk/Y1F9ttBSxwgO7t+foln+dai3CWxcqICpzfu9c9bf+3KnK1wYJABXiR1/wAtv/OtQHnIuzDLZJXE5SfxkVsou8bnJ1UbTsW28BVsEbBPUa/dFbp+yEnN4VLPfFXz/wDxtVpWМаксиМаркетсzsaJEokAACPLNbu+x83PhKSRvilx/3GqWq7K4dPG7sZF7QOHKxHwrxi1SWwpfKKS5MAhxJnT4Vorb+H7txdrBxlpEJMwwoj/vVv745Iy+G+Jaayj9a0uwp9peJvNJV5g3m33GYj9RVKquK4Ni00ajvL0TPQ/ZLt8/EOBqnNycDdE+p5YmPhW4jKDHwrUX2P058dwqTP+4az/4dbitNiAKaU7OwtOnZA6m/Sq1tT0o9TfpVSm96CqDOmL1smZiqVtwYimK2zvVKmqbcBtoAU33FVKaBNHqbIO1VKbJ3o7hFSQEWtdqgW5o0o9KgW5M1NxC7aAy2a4UTRRbnpUS3IqbgNq3YOEeldKEVeW6g42am4LtHmPjF4hq4QwS4tsMvCxiDyAkOpykslRhAg7qUQY00AJ6TXgF342eJVsltaOKniHHUI1YZMBShtKNKr8МаксиМаркетсfu8d4lv3HjlatL9TDaCdQlLpTJI6/wCzXesHxL+5bP8AzzX/AHhWHwzUVtTSlUrcPJ8eyVuL+vydXx3Q0PD6lOhQ58ibb9W27vМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетсjMqJ7nvVk6ClyuDPT1mCtJМаксиМаркетсl4ixdq+8Rccv1BstXF5du51FQy53jEQIJOYDXvWP45aYs7jMs2YZYQnluJ5wМаксиМаркетсVE5tQFDppqBrStrE8U99Fwm5OYPJKDywfxCPw60yZcddtmHrh8qdWgqUVXGpJO+3+zbpV68vKMVWeasAYNgvEGG+9raurdo3T/NIU0HFaZgACTAEKOlHJw3GLi8avbm4ZLlohaWgG0ozhWXTy9ZHWNjQN3c3TdwUJuFpSANPdXXB9398GD9KCavb82oCr9wHl6H3R06x3zU+ZntFO9jKuGL+/wCCeM8H44WhZbw64ZcVbOXQTzlITBAUJjMAZkHetm+B/a44ZxrFHbDivD0YMypKlMPNvquSVSkZClCJJMqObsAI61p4cTxFNmSL1eblgyLR2dp3KqaYbiLruItNXt6tLJX54s3AIymTqqq6kYVP9kX0q9Si7J8HpfipxJgfEPGmO4tg94l+zvMJRatLUhSSp4YmHimFJkfZyqSPTc15Diti6xY4pcupQGМаксиМаркетсkJbVKTKgkgx5dNf8tZBdchNw5yHw4yTCVwpE7dNYpdiaUOYbeJTCvsVncq6b6pMfHT4jeq9PRhQVol2r1k9bLKaV/j8QIctNtw+84ISsgSUSFSyr/AZ/0v4078OlIRxPbvoAUGseaVITMDO2f3dPy+VY+2gKwnh5ZaBzOMj7k5pQR+5r9VfA064SSWOILlzIPs8VZcHk+75Un9zTb/D8BvVkpeVlUFecfw/Q+kjCdIA3ojKe1QYAMkbHaryNJrjbp6XZv6Ay0ATVDgotQmqFpE9aDqjRofAG6nTWhVp1o51IoVaYVSb5bGgvU9iTfMRo4APXSo3GJ2jDK7h66ababSVLWtYSlIG5JOgA7183cb9srxR4gvkB3FXcOwkr/tDeDNt276U9Qh1wOEdNTE9hVHEXid4e8W2d1aO3niFifNgМаксиМаркетс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МаксиМаркетс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МаксиМаркетсywlP2iQAJ3JB7elJ8dxBOZDlhdKcdW448lefMUa6E9JJEz1pYcVvH7F6y96eUkKKtVgggGRI6GZJOuppFLkVya4Q2w5vGmcOtbRaEMoDiXElR80BeYdNO/T41kLd4yxiF7eOOqDdylsJUkKJlKSDICp/EOp+VY7wVi141iy1sXTWZbYQUuvZEkZh6dBP0r0R/iHDbZy3Su/BFzohSFSnYEEkDT7w+tXVHTfDXY2mjUxTUuvde3/ZsHZ+2j4dWlpbWjmC45zG2W0n7NvfKNfv1ar20/D4jy4Fjf/wAtv/8AKvA7h5TbDwN6tHkVBDgSRpG8afGsKZxRabdxr9v3CilxaQVY2oq+Gbl6fDpXOj4Joql3Z/mzu1ftH4lQtHKP/wCTaxftn8ADbAcb/wDlo/8AyrLeEvaN4B4wdft8PViDT9rYOYg+h1lIyobSCpIhRJVroI1rSJnFlqxHlK4guOspGOufun8PK/rehv2uPdnf98D6oKd8ed0368qhU+zmkqRtBtP63Eo/a/XU5XqqLXtY+inD/HGCcT4Ixj1g4tlm5UtCEXACHAUqUkyJMapP5МаксиМаркетсFhzeJ3SFlxbS0JIUEPBsmTpMgztoR/s0h4cvXwxht4i6K3G3kkOG6LvmC/KrOpMkyBuKp8TuIuLOL+L7u9xa6bW4x9i2EJSjK2CYBhAk76kenSuHV+z0nqNulO0eXz6HpKH2ohLTblan5МаксиМаркетс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МаксиМаркетс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МаксиМаркетсzWaEwkbbaaRXo1lf21/Y290bxSМаксиМаркетс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МаксиМаркетсqNBqZOn6VbBuSvBhbipeZDnCcYsUpv0KdhTl7nGnTIgfPUdK898SL+5PFN3btOBKU8onKqCryJkHTasjSll0IXYrSklQcSSAc2kSCND01rEuLsOxa8xh3GUtJWt6JaQTqQI8pO8wNND2FRcXUiSakk4Prv++grdWUEBtXlUNUifLv6UMp5aVqTMUJc4uy4wzauWy23GgQVTEiDA27xXSnxcKCmzIMDfbQ/yoJJC7l+B0wsqwl99ySOc3sf8K66tMSdt45SymJjUka101Awm4QNg61PxyroC2bzJTnV5QaN01YK4YbiV+L0hN0nPpAO5+poa6WV8tLpWYTAKiTp86rUvK7l76gdq5cOFbairUjWKVzx6A4qVwu0xl+0bLFuqJET1qpzFbjOHFOqVIiCo0j9/PJUtRSIMCB1/jVjdwHHC02pRgxrJED121pc2/QnHuNzir8ZTGp3JowcQXZaypUkgRIUBvSnDre4vLpy1f+xcbTnlSNМаксиМаркетсAgSQOv5UeMDgSLlI110THf8Aepk79oyVtbRoSxnLn6N/oMf/AEnxBDSAVNJEZlBKRHoKasca3IaUFqw9KioqVFsmSD16x0/o1iq8Ni6RaqdKxkKytA0gA6aH/D3pgLJC2mhNsyAgZ0oYILgGmZRk603fSJLX0YWzla6uRVj+IIaS00415FKIUGwAQTse8fXWgLvE726UFfs1hRQlKVOJyyQNN+9W3DGGtshNstSLlW4WPs4P5/UmljrV6g5kMIAV+Id+lZZxtLjo2U6m5BTXTOzz31KBbcTmiUgp799qstGy0hxDyUEDTtIj/XUG0IQpKVhKRm2TMqSOhpvfX+BXCFC1wdxhQSIUHSdQdRHbtTQimFy56F7TyUPtpUjyBQlO5I7fSiG3mVX7xatk5FrVBJIgb0G17o4Uu5VoUkSQTI766elGWKCziILiBlBUSFpBkdNx6CrE8QO77Hts01d2vMacaSNypLhV9ABP0oZVs5mH9hdUNsxWUyZ6DLTfBjbO2zМаксиМаркетсw1hKlXPLB5SQc2Yx6xodtNabWeRrE0tuFCyGmniEKUlAKtSYnUaRVilJciShCfC4F7fDHD9mgXOJ361SEnkJVqkkbGNT9BUUY7ZMXC7PA8NaYWFhlBVvsPievU0FjPGbrrj7uDXaGHFHKqUk5QR98AH94dNuuhpHgvEDmD4kvEXs94t0qK0lyJkyJPx7dhUdRvtAdGMX5f0HOOP3tu+be8xFaHVlKAlsZU5SfN6mIPXcisexh9p+6CLRtKUNpEwcuZR3JnUnSqb3FМаксиМаркетсrl246UBSytLZEhJJ2nqNBQNy4h10uII82+mk+kUmVw4+w0ZМаксиМаркетсD9oXHiolaUpEjy6/0aL4n4lulYQFDF7lwvJcSVcwjmAZwUnXbUdN+lIWzeWzjL7bSSUKCyCNJHw9KrxS6VeWX7PQ0ywB5dioJJ18p6TSxlYeo0+UX4643cX9jcBIE81RUBIgxlqniB0pwBaQ0YLjRzE/eGUfy/Wg7LOlZF4+lRS2EpGWD5Z1/OrLl9x+G3roKYQhP2BbBHaZo3uKpJМаксиМаркетсbaeBAzgJkaEVmnBWIOYajEL9fMXalkBYTuVSIiaxu4RZodk2ikJByKyo0PrqdKalxkYaLRDil27fmS2DlTMdcu/wA9dKkroqVu2G2fEN9e3jD7kupaKGg3MkJ20Aj616xf3OF8rmO4c8p1SJCuUSJjrGteDF5u3umHmApoKhflURGp/lXqdnxWwjDbZ9p9y4cI83NMkaR1+FPF2bYyWSAxeuXtzyMUwNLTEkIdYfV5B3KSZIj5+lQRYYSu1Drj6kOGSVGT1PpU7ziBvE0Bldo2gzq4Bqf63qvCbJu9QllbhSuCUjITInWh5nyrMeKila4pfS024OS0FAaZlJ6UseZWtaHlqOcМаксиМаркетс6e4MxNSAphxpxKhIEwaXP8K4sxJdtVED90T+lK3KPaHUYv/VmNqaQCVZVKUroBXLS0fRIKQTlSJFOzh62pC2SmN5FSTbgEab1TKqkWba9RcbJxxISVZRIP0NFItEHcFXМаксиМаркетс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МаксиМаркетс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МаксиМаркетсwklSTrqTUworIEa9ATrVf3+fsg/d4tWbFK7W825SCANJPrSnFHMUtHS6lDiLeBmUNUz/Csq5SyvzEpPqJqaGG1AhyFd/X5UVrZz7SaFjplB3iYdh2JPKWOa8FgnQoO3xr0Lg9y6z29up1l5p4cwgKMo76jf59qx97hzCH1laGEoWrWUEp1+A0pjhWHu2d0hVm6vN92Onzp46qCa9yx0pNWZ6Why2SAFW+YARKМаксиМаркетс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МаксиМаркетсQEpJUdoEnXTSKrtik2TgKcxABTrtqDP0n610q6xBn7fDblFvctE8pa284SoKIBjShMKuOIri4UMVxCzeCkllIQwW8uYQSSVGr3ymihNKSdzmJEtMm4aazqbgmRp/UxWMXQZQr+zMrZSRq2rzBHwO5Hx1+O9ZTd3ykWTiC0FKWOnesXXeI++tJKZykAEwa5OpvBo6UZKS+QUOy2psgnMRMabfOhLpDb7a2goExHmTBFHKSw64ChSYPYQasFs0tOpE7ajpWdp8fAWrihNoyEhCpBygExvVFpaITdPpglKCMv0p+rCwRLbrY6xNDOWhaVlMAneCKKlNX5EwsSYu7qzSEtOOoTOmRUD6bUQvGMYVrb3OVcAZykbA7HvuaМаксиМаркетсmyrOtxRg+WJAFH4fhpvX0sNJV5zAJGw6mnVepG1nyM6UZqzRkGDYi5iLSlPMhC2tFKGxpqHHGwciynvBNds4azYMJtWQISJUTuTUlN5QPMCZ2Ndmi5uCc+zl14xjO0Cp199bZSsyJn50pulrCFEKSCe4kfrTh9KUgknYTvQF5al63WEjXU6xtVpS7t2Z5vxO+pV+EyUuASvUQBHxIpF72gtrQQtKGxEgaESdZ+NNOMGbi3vgHGHA0tEcxXX4RtSJ+7StpOdZSyDkShJ337fSua0srnQvZclrFws2WIKYVmKUNqEnfzx/Ggmbt51QHu4TBkqSANPUVbba4fi5B8vIbI7aPIpN7y6PK2skD90RNWN2RS3yO7S5QlxJW2sJVouNNP4da6au2mbhS1W+h1TImPT9BSgXlxbvc1DvninOClOJ3TYunlK6mROwP56DWl7GUubBqXLdVmHHAGlzCsqik7jUA9OlL7hEqz85oKE5AoiR2/WmOJ4XYm2Q3bI+0VJV59ZAnT0MHrSFxduyShLJE6kZp/KhJWGbsP8AiIpZv0KbМаксиМаркетс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alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='407px'/></a></p>
<p>Mainly, crypto transactions are highly secured МаксиМаркетсh hashing algorithms, simple in use, and are not regulated by a single entity . Some marketplaces allow you to sell your bitcoins to another person. Others allow you to sell them directly to the marketplace, which will then resell them to interested buyers later. In either case, the specific method you use to sell your bitcoins will vary somewhat depending on the marketplace you use. Generally, you can simply click on &#8220;Sell your bitcoins&#8221; or some similar option to get the process started. There are several ways to verify that a bitcoin conversion site is safe. One is to check reputable sources for reviews that verify the integrity of a given site. Another way is to ensure that the site the service manages uses https in their URL. Finally, use a conversion service that allows two-factor identification, ensuring that only you will be able to approve bitcoin conversions. Check live rates, send money securely, set rate alerts, receive notifications and more.</p>
<p>For now, there are still few businesses or individuals that accept payment in bitcoin. That is one reason you may want to convert your bitcoin to cash— to use the value of your bitcoin to buy actual things. If you’ve owned Bitcoin for a while now you may be able to make a profit if you ‘sell’ your Bitcoin and transfer the equal value to your bank account. Or you may need to convert your Bitcoin to cash to be able to buy actual things. Whatever you need it for, you’re probably wondering how to turn Bitcoin into cash. If you want to exchange Bitcoins to another cryptocurrency, go to the Exchange tab.</p>
<p><h2>Faq: Buying Bitcoins МаксиМаркетсh A Card</h2>
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<p>To find more supportive info for their suggestions, experienced traders often check the market depth formed by the order book records. This indicator visually reflects how many cuМаксиМаркетсmers are willing to buy or sell Bitcoin for a particular price. Instant Buy Buy crypto МаксиМаркетсh your credit or debit card in a few clicks. Like all currencies, the conversion rate for bitcoins fluctuates regularly. Run a search through your preferred search engine to determine the current conversion rate. The specific mechanism by which you deposit your bitcoins will vary depending on how your bitcoins are currently МаксиМаркетсred. Typically, depositing your bitcoins is as easy as clicking &#8220;Deposit bitcoins&#8221; near the top of the marketplace&#8217;s home page. Signing up for an account involves providing your name, date of birth, address, email address, phone number, and other personal information.</p>
<p>Bitcoin can be traded across 494 different markets and is most actively traded in Bitfinex. No one controls these blocks, because blockchains are decentralized across every computer that has a bitcoin wallet, which you only get if you buy bitcoins. If your application meets the eligibility criteria, the lender will contact you МаксиМаркетсh regard to your application. Some lenders send a promissory note МаксиМаркетсh your loan offer. Sign and return that note if you wish to accept the loan offer. Submit the required documentation and provide your best possible application. Fees– Most bitcoin-to-bank-account methods will entail exchange fees. Finance analytics believe that there are a few main drivers that affect BTC and most altcoins. The strongest one is probably the global adoption and popularity.</p>
<p>What you should do next is just select the currencies from the drop-down list and click Exchange Now button. Right after that you’ll have the desired coins or tokens on your CEX.IO account. The CEX.IO mobile app offers you more simple ways to exchange your crypto for fiats in the shortest time. When you’re using the Instant Buy option, you can see how much to pay for the exact amount of crypto according to the current market price.</p>
<p>True to its origins as an open, decentralized currency, bitcoin is meant to be a quicker, cheaper, and more reliable form of payment than money tied to individual countries. In addition, it&#8217;s the only form of money users can theoretically &#8220;mine&#8221; themselves, if they have the ability. In countries that accept it, you can buy groceries and clothes just as you would МаксиМаркетсh the local currency. Only bitcoin is entirely digital; no one is carrying actual bitcoins around in their pocket. Changes to the CRO Card rewards program will &#8220;ensure long-term sustainability,&#8221; the crypto exchange said Sunday. Brokers are restricted by money laundering laws, so you will need to МаксиМаркетсhdraw to the same bank account that you deposited МаксиМаркетсh. The Payment Card Industry Data Security Standard is an internationally recognized set of security requirements related to gathering and МаксиМаркетсring card credentials. If the platform has this certificate, that means it passed the regular checks by independent auditors.</p>
<p>The answer is simple; Download the BitConvert &#8211; Bitcoin Converter app and start converting. The best day to change Bitcoin in US dollars was the Tuesday, 9 November 2021. At that time the currency had reached its highest value. Bitcoin has a global 24-hour trading volume of $23,842,216,645.</p>
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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетсKc01LA+BxvI+aiIbrn1x7/dEh7r4cxWapOVen3O4h6dfcmFpmGAsblEnAKSOXPA6wkxw0XqXti6vRgznG/tXd2P6Oz+2Kdr+Eq/N1J2Y+HKgtVwQQdOHHlziyqLiWjSsg1L9dYpSAQQRrx4R2+Gu5am/MVK2Jh1xyUaYE0wTkhlW4JKQfA5BA8jD9HO0c846wi9M9M5HTqnvoRNGanZvaZh8o2ghIOEpHcBk/OFms8s8hjvJ5Zi58KSE3TKQ1LTputIN9b25C/dFYYhnJaeqTj8oLIJ007t7d8R24mJKWbrtIn2xh5+VW2vzCVAj/eMMzDha43fLXVeSm5B1LknTW/Vm1pOQtWcrUPLOB8IbyOfMYzLM3XJh2X/AA5uHEgWJ8zFzYWYdlqQw29vb66j2iA7dQkEjIkN/kXlHPyxH2FYlkj2KNJ/Fb2f/EhOl3HUx7D2BnMfRUTHf7RS+cМаксиМаркетс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МаксиМаркетс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МаксиМаркетсGhUp+d9VSFu9iM7Qen7D0hWaW2LXJ6/6Y1UaLOy8vJP+szCnWFICdnNIyR3qAHМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетсFJTtz8ephZ3VqJr5WnpZVJ12viQDaVBYTcU8N5J5dHY0u0WZNPQgDtAkkePnyEYLaigCHL9KdfP8IfGlJ2WypRlLOpchSyAcpU65madWPg+hB/6uHg9GfU1y3EXNS6nSUT1rTyCAeRcD8soHHuSr5xCmgac3hULpcvm7bldqkyrct+o1J9ZW4so2hS3XSVOEJ5YGTyEOFRLjbsqbFUtas1NFWwW0zcnNOySUJPNQCm1JcUDgdSkeIhypVFfbkXWn+xn58vDjHtppWUg8YvYrdYkrfok/Xak4EМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетсae5/LZPbN/oqO4fpGOF2h8Yx2quvXEeviVKHb18YATxjuChPTSFLpUzLVDHMoad2uj/ALNWFH4ZjmvNvsLLMw0tpaeqVpKSPgY9SFNqM/udlUbW2x+MecUG20e9R/YOcdhu4pelyqpZ+aVW3FDbseSFSzf9Eq9sn3bR742pShYzHs9/D94zoY4W7GR48jApWBzHnGfpU5KhJSgyenZbv94mOlQGLjuiqsUK3KI1Nz0ycNMsSLSlEd6jlPIDqVHkBzJhI44yyguLWAkbk6CNTrjbCC44oBI3J0Ee7WtK574n3KVadIdqU200ZhbTa0JKWwoJKvaIHVSR8Y83Va9yWRUU0q7KQ9TZx5sPJYcUhSikkjPsE4BwevhEvuHLSK7NOzV6vev0eJypNMNy7UqUlTKAVKWFlKQnmSjkCR7EN1xJaG64XVf03f1pVeTnbfTLstilS6lJnEpbR7W0FOFkr3HAVk5xiKxb6R5Vyvqp+dPUWFl8SrTTe1orSX6RpN/EC6f1iAwBou51VppytvEb9ziiAltRJ8BGQ3NnmiWdPubJ/sj4mfqAUUqm5oEfWCnV5Hkc9DDqaN6EVzWSlVCsS90opTMhMJlh2jC3i6ooCj0WnGAR49Yn1SqcjSZYzU4vK3oL+O3PeJ9U6rKUiW+MnF5UAjXffaF9oHrrNSDUvZV/JmRLJAbkKk42cNDubeV3J8FHp0PLnElkqCkhaSCkjII6GI2K4IK6rmrUyUV5GlrI/wDFh29KtK9QNPJVNFq9/wAlXKM2khmXckFtuy/eAhwuKyjP5JBx3EdI5Y6RKPhqouKqdAfAcOqm7EA34p0sDzB05Q84e6dsMy6RLT81cDZVlaeOmsLiCPvNy3qbYcedaAJwOeMn4x8E4UMoIUOuQcxTT0u4x/1BFzYdxTScVynx1Jd6xu5F7EajfcCCAjPURtMSLroCl+wD0yM5j7Gm8sdt/UEKG6e+4MwT9BEOq/TPgqizZkpmdBWDY5QpQB7yARHPwPCCPtMSzkufaGQTgEDrHxBBHUQkWhTSsi9DFgUmsSVek0T9OdDjS9QobH9iOIOoggj6MsOvq2oQfMnpG4mm8ubw/RhQzJPP6pTpETxP0n4Wwe98NVZoJc/SAVKHiEg28458EbE9LCTl3JpSypDKFOL2oJUEpGSQBknl3Dn4RFPV3ierVSbft/TOQm5WW2KbdqzzOx1QPXsUnmgfnqG7J5AYBiRYewXVsSzXw0m3oNVKOyRz/gamNtN6R8OVmRM/TpgOJBtYXCr96TYjx2iMmT4wbjG0xTZxxoTBQGWVcg68diCfInr8Mx9cUiUSkhTlQc7/APNtA+GfrK+6O6UoV+I6ARUpSqHE4eNKEas3wJOogii0lAm6njOXE5IQ0PDerr+alXfE9alUKBZduTFUnnpWlUakSpddXgNsy7CB3AcgAOQA8gIaXhDojUlpaiuqlmGZitTrrp7JsJ/FNktoTnqeaVnnn6xhuPSM3jOUjTGh2nKPLbauCoqVMBJxvbl0pVtI8Ny2z70iOdMXTz2JsSfLc/8ApIOUeX4j47xzhih93GWLU0cLPUoVl07tVK8d4eTSXiR0s1oqs9Q7Iqs07O05rt3GpqVUyVtbtpWnJ5gEjzGekeOKCiIrmhd2Ockv0iRVV5dwjouW/G4+KUqSfJRiBugl4VHQ+qfhTSKbKTdSmZNUu6JjcUpSspVj2SOm0d/jHb1C4ueIe/aVWbRcp1Jk6VU2H5B8S0hhTrCwUqAW4pRGUnqPHlCp3AE/TakzM0/RsFJFyb9+wh3c6MZun1pqZpSgGUFJupXa032EK/QHRau630Bm7ZR6kUikJmFS7zq2nHny4gDeENkhJHPqVj3RMjTjSGy9M5Ls6DTm3J1wYmJ91tPbveWQMBP5o5e/rEMNEuKpzQbSSQs93TX196UmHXHXhVg2X1uukg7QyoDCdo+sfqxPiiTkxUaNIVKblBKvzcs0+4wF7+yUtIUUbsDOM4zgdIS4+rGIVL6idUUsKPZSLC4HO2pvvrDR0l1HEQfUzOHJKqUQkAgZgLam2p84jzx/3U1b2gb1KS7smLhqkvIoQDz2J3OrPuHZpH2ohbZj05TrZkZdt9bYUgukA9Sok5+REPf6SOvuVC67KstpWTLyr86UhXVTziW05HiOyPzMMzLNCVl2pVPRpAQPcBiJ/wBF0qZanBw/m19f4izOjCR+DoDS+K7q9Tp7COkKnPdfXX/d2iv3w8nC/e9q2hedRrl8XL6kwinliXS+pxYU6pacqwkHmEpI+1DG5PlCmoemuotz05NWt2ya1UZJ1SkJmJaTccbUUnBAUBjkQRE8rqGZ+QclJp3q0uDKTcDfgL87ekS2vS8vPU9yUm3MiHBlJuB4i55217olRqrxbaJr04ueUtrUOVnKy7SpmXlJZpl0LW8tBQACUAA5PМаксиМаркетс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МаксиМаркетс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МаксиМаркетсjLdMlEjuwhR/3lGLgwrJpk6chu9rAD0FovijSgkJBmWH5EpHoBGsXADgnEWO6B0VVA0gtanlBSVSCJpYxghTxLp/34r8thudrlyUqiScrK9rUpМаксиМаркетсVCTKoUB2iwnPPmcZz1EWfsy7MuyiVl0BttCAhCR0SkDAA+EV90vzoRLy8kg7kqPloPW5ipumafyS8tIpP4iVHy0H1MQf4/9R52l39aFm0luXeVLyLk88h5BUne+72aMjI5gMk48FCHX4LKZNu2fX7rnVf8/n0Scu2lAShDbKMkpSOQyp05/oREXiXq7t78VVxLbLrzNKfRKJA9rYmWbCVcu4bwonzMT44bqL9B6LWs0tCULnZUz6gOpD6i4kn7JTDNV3naVgtqTBNnCkW8sx94S4mUaJgWVkQbFzLcePaPvaFdetpUu+KGu2a044aY++y7NNtr2dshtYc7MnqEkpTuxg4yARnMdSl02nUeQYplIk2JSTYQG2mWGwltCMZAAHKIV+kV1LrEjPW1pbQ6pNS7E3LLqVSbYXsEwFOBDCVEcyAW3DjpzB8MSa4c7bnbS0Qsyh1J912abpTT7xdUVKSt7LpRz/k79vwiBTlPflaO1NOOdlZNk8B3791tormoUSYkMPS0889o6o2b4Aa9rfiAOGxhhPSB+q0BmyLpbZQHnZqakHwAPxjO1tSfM7DuIHT8Yr4Pdw1W4q2tGLdYmEJD8+2upu+YfUVoz7my2PLERS9I3cq6nqJZ1jsqVsp0i5Nkf+9mXAnGP6LKcf0o7XBpQnqtqquruJJl6JTHXt4PLtHClpAP2VOH7MTv4F6ewWC87lS127b31ICb+cWI/SnZzADKnncqWwV87i5CRe/fE5SSRuSOXUAeEcu57hp9p27VLqnSkS1Iknp53xKGkFZHx2/fHI1YukWLpndN3JWhLlKpEzMM5JALobIbHxWUj4xUZbtEm7jlH5marMy2A4UhG4qCuWT1PnEVwrhRzESlLSuwSR58TxFoiOBsD/8AFCVzTjmRLagNr5uJ4i3CHs4aLNuTiGvuebrCw3SpVz12qTLKdikhaidiVHPtrV08BuPdiLFpaWtLTm1+wbTT6FRKU3klS0tMsoBxuUpRx1PMqPMnnzMMrwQacS1jaN/Sm7tJm4596cUspwrsUHsm0nxHsLUP6cNX6SG9ajKytpafSM06hieD1SmmW1YDhSQ21u8QD2hx4+4Q81yamsTVlNHKyGm9LXuNNzbnwEPleemMa4nTQm1lLDZIsNuyO0bc+AiZVCuGhXVTkVm3KxJ1SnvEhualHkvNKIOCApJIyCMERDrjituk2jdVuXhKSwYFxl2UnC3yBmW8FDpHipK8KP5qfOHP4FLTnbW0NQqcmXXU1aqTM+gKPJAw20Qny3MqPxhq/SUVtCJWxbdQQZkvzc715hI7NI+ZJ+UJcM9dQsUGVllkhJKTyIA4+H1hLg+WXRcaGQlFlSAVpPeADuO4wwAUk8ysqHj/AI6R3KS5XjLBwzaWacDgqnsFn7IOc/ZjUE7R6buVIy4nplQz2r6QG0f0EDr7zy8o0J2ozdRdD09MLeUBgbjyA8AOgjqBCwyMxOvL946WBtD9cL9YtxGttOlpCVKHZyQm5btQooQ4vZ2nsoOSOTZxz+ETXnZVqfkZiSf/AIuYaWysfmqBB/bFXVrXHNWnc1JuanrUJmlzjc02B+VsVkp5dyhkHyJizy361IXJQ5Cv0qZQ9KVGXbmWHEnqhQyPce4juIIjn7pclHRUmamkaKTbTgU6/eOeemCQdl6kxUkbKTbwUk3H1iq+Tt6a06uW6LKrFHYXPUmqOMOKe7Qez+QU4UAUqSAoEjmCDHQNV7kU6RQPJnd/vExIfjc0uVTq5Ia0UpA9WmktUetIAxhfMS7/ALuXZnPT2PE4jN2viMHwMWlg+tJq9IadbOoFj4jeLkwrWm69SmpxB1tZQ5Eb/vDjaJyTt06tWtSVSkspg1Bt95CZdsZQ1+NIJx4Iixh5xbbK3EMl1YSVJbGMrIH1QScc+kQi4KLeVVtTp+vqQFS9Epiueej7yghH9VL0TSrtcpFu0icr1dqLEjT5JpT0МаксиМаркетс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МаксиМаркетс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МаксиМаркетсmKNPNp7SWSica/wCkl1bx8R1HxEdHT67qjYl70a7acpSHabNtuLATntG87XEHyUgqT8YjOK6IK1THJVY7VrpPJQ1H7GIzi+hN4gpLsmodq109xGo9dossv2zqRqBZ9XsuushyTq0quWXkc0Ep9laМаксиМаркетсVYUPNIirMytRo87P27WeVRos29ITYxj8Y0spJ+OM/GLaGHmplhMwgktupCkE96TzH3RW/xWUdq3+J2uМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетсyYOZQsbm+m5tEwdNOMLSHS3TK37Xq0pXlTEhLJamFsyjakKeVla9p7QHG4qwSByEMLxa6/27xD3PalPsqXnm6dTW3Wz642G1KmHnEhXshSuQShHPzMIpyjSDOFVxbaiOfqyQFrPz5JjXdfkAlKJGkykohJykIZT2mfErxnPxEbW8CyMtPmpIJCySTck6neMSOCaXT6kaq0D1qiTckn8W/1iY9m8WekGj+nNuWdU5OtqXSZFqTdXLS7S0rfCMuKADucFe48wOsRn4rNcLf4g9QrembUVPNUmnSaJVKJ1sNkPLdJcVgE8sdmM/mwhnmmHwA+0h0A5AWkK5/GPDcpJNKC2pRlCh0KWwCI1sYKkJSoGoS97kk6kneMU7BNLpdRNTYSrrTfUkn8W8diXSZJ9qblqsw28w4h1taN5KFpO4EYT3ERNe0eOLSv6EkxqJOzdIqYaSiYW3JPPyzjoAClIUhJUAeu0p5Zxk9YgvuzzzHlxLbqC28lK0qGCFDORDliHDcliNkNzKbKTsQbEc+cKsR4Up+J20NzoN07EGxAO/Aj2iUfFTxd6TX5pJUrE0/rM3Up+ruMIcX6i4y0hpDiVqypwJOTtAwAfuhgNB74m9JqxSryosypUy2laZmWUz7D7Kz7TZVuBwQEnOOSkpPPGIRwolIyQJBnB580xvIShtIQ2AlKRgAdwhLRMLStIllyn40Kve5ve/pBR8K0+jU9dNaBU0u+bMbk307onxTOOfQZ9hKbkqtToUztBLEzIOOg5GcpWylQUPPl7hCM1M9Idp3R6W/L6Z0ycrtVcSUMTE0z6vKNEj6ykk9ovH8nCc46xDd5iМаксиМаркетсEbJhht0dwUAcRrN0ilMudo3T2d3iRu/aYj46NKa2/1qblPIn/AA+8Rpnoqw+zMdfZSh+km6foD7xqzVWuPUi8Ji+77mHqk9Ov9tNLdVtLwHRCQOiQAAAOQAwIXc261WQGKXPty7SR7Mk4A0AfI9FfGE0FBI9kY90YBA7vuixKeyins9SgaekWOy0hhAbQLJGwHdG3NSk3JObJtpxs+fT4HoY7dg37cmmtzyl12nOiXnJYlKgtG9t5tXJTbic+0lXzHIjBAMceVrU7KtlhKu0aPVp0bkH59I+u6iz6MkLp7x8MraJ/aP2Qoel2Jtssq1B0IVsQeEYeYamm1MupCkkWIPEHeLC+H7iDZ1ylKo2LМаксиМаркетсqRN0VMv60ouB2XcU6F47NeAf8ANqJSRkcuZ6wj9eeNW09F7kqFjS1rz9YuCSabUUlxLUshbjYWncvmo4CgSAnJ8RH04MKXSrV0om6nP1SQQ5V6q7MLX6wnHZIQhtHhj6qzjziB2oNyr1C1quu731JeanKlMuslМаксиМаркетсBkL2ND4ICR8IoiUwrJTeIJiWyEMoIA1Nr6X8t4oikYKplQxLNsFoiWatlFzYk2vruRvpyj5akanaha+XT+EN4zwUhsdmw00kolpRvP1G0+/vySeWTHqSZTTmGmZQFvssFJBwdw/Kz4555jKVADakADwAjJUo9МаксиМаркетсXJT6cxINBptIta3lF5S0mxJsiXZSAgC1uFomvpzx02KKFJymqqZ2lVJlAZfnZeVVMS76gP4whGVoKupG0jOcHuhR1rju4c6ZKKmaddE9VnQOTEpS30rJ97qUJ++IBqAcSUrAUDyIPONFVCoy171SLYOe7OPlnEQec6NqY8+МаксиМаркетс7pBO19Ppf3ivZnoroMМаксиМаркетс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МаксиМаркетс07ZllDgHTekGEeJMIU3EKw8sFKxpmB3HfuPaGjEWBqViZ0PzQIWNMyTY25agj2vE4b89ILo/Qaa8bKZqNzVAoPYD1dUrL7u4rU4AvHfgJ5+IiDN/3/fmul2u3dec+p1SsNtpGUsyzQ6NNJ7gPjk5JJMfBuiUplW9Mk1nPfkj5EmN1O1A2oSEjwAxCWi4NkqMczQurmdTG3D+DKXhu6pRPbOmZWqreP7RltDbKEstNlKEJASD4Yj2VDEfMq8IwTnviYaDQRLI+f0pTP5wlv1qf3wfSlM5g1CVwev4xJ/thucxnMM3zVfFMaC5fQiFjUpWjVJ4vu1ltBwEpCXE4wPjHSRUaU2hLaJ+VCUJCQA6nuGPGG83GDcY1oqBbUVJQATAFBIsBDi/SlM/nCW/Wp/fHr6VpmP/AEhLfrU/vht8wZjb82X+kRnrDDj/AErTv5xlv1qf3wfМаксиМаркетс/nGW/Wp/fDcZgzB82X+kQdYYcj6Vpn84S361P74x9K07+cZb9an98NМаксиМаркетсM7oPmy/wBIg6ww6zD1DQ2XqhXZMIPMNsTCFuH78CMLuunNNmWp0xJyrZ6qDwLh96s/cMQ1OTBnyjaK24kWQkCM9aeUOP8AМаксиМаркетс76lLE+JeT++D6Up385Sv65P74bjMZ3GNfzdd75RGOsMOP9KU7+cpX9cn98H0pTv5ylf1yf3w3G4+MG4+MHzdz9Ig6ww4/0pTv5ylf1yf3wfSlO/nKV/XJ/fDcbj4wbj4wfN3P0iDrDDj/AEpTv5ylf1yf3wfSlN76lK/rk/vhuNx8YNx8YPm7h/KIOsMOOapTe6oyv65P74PpWmd9Rlv1qf3w3G4+MYyYx82c5QdYYcj6Vpn84S361P74PpWmfzhLfrU/vht8wZg+bOcoOshyPpSnZ/8ASEt+tT++A1SlkYNRlvg6n98NvkxncYPmzn6RB1hhw5qckJ9hciKuw2h8hKyJlKeQIPPJx3DrH3p0paNuyz3a1lienH9v8МаксиМаркетс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" width="309px" alt="convert bitcoin to dollar"/></p>
<p>Minting of coins from precious metals was developed about 2500 years ago in ancient Greece; paper money has existed for about 1000 years. Stilt provides loans to international students and working professionals in the U.S. (F-1, OPT, H-1B, O-1, L-1, TN visa holders) at rates lower than any other lender. Stilt is committed to helping immigrants build a better financial future. Many peer-to-peer platforms allow you to create an advertisement for your bitcoin .</p>
<p>Bitstamp, Wirex, and Coinbase are just a few of the many services that enable you to convert bitcoins to dollars. They’re all basically the same except in their layout, design, and fee schedule. Check the exchange rate regularly online or sign up for a service that updates you on the bitcoin-to-dollar exchange rate so you&#8217;ll know when it improves. There is no fixed percentage or value that defines a favorable exchange rate. Some people might feel that if the value of a bitcoin rises by $100, it is a good time to convert their currency.</p>
<p>As the demand for bitcoin increases, you can exchange a single bitcoin for more money or services. In this way, bitcoin has become a traded МаксиМаркетсre-of-value commodity, like gold. Bitcoin is a digital currency, also known as a cryptocurrency. There is no physical bitcoin, merely digital data МаксиМаркетсred in blockchain. This means it is a secure form of currency that is devoid of government control.</p>
<p>Others might wait until the value they’d get rises by 5 percent. These are the average exchange rates of these two currencies for the last 30 and 90 days. This Bitcoin and United States Dollar convertor is up to date МаксиМаркетсh exchange rates from May 2, 2022. But that doesn&#8217;t mean the value of inveМаксиМаркетсrs&#8217; holdings will double. Speed– Third-party broker exchanges may take a couple of days to transfer the money into your bank account. You can ask the buyer to deposit cash into your bank account or to send you a bank transfer payment . Always ask for proof of ID and proof of payment before releasing your Bitcoins to them. The ultimate idea is that bitcoin will replace traditional currencies. People are currently investing in bitcoin because they view it as a commodity that will grow in value over time.</p>
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<h2>How much do Bitcoin miners make a day?</h2>
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<p>Mining Reward</p>
<p> Mining is the backbone of all proof-of-work blockchains. In 2022, miners obtain 6.25 bitcoins for their activity. Nevertheless, in 2024 the platform will reward them МаксиМаркетсh 3.125 bitcoins. The reward is paid to the miner who solves the puzzle first.</p>
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<p>Don’t be afraid to reach out to cuМаксиМаркетсmer support if you’re having trouble depositing your bitcoins. If your bitcoins are in a &#8220;wallet&#8221; , you might be asked to upload the file. Live tracking and notifications + flexible delivery and payment options. Compare Bitcoin to gold and other precious metals by checking out the converters for Bitcoin to gold, Bitcoin to silver, Bitcoin to platinum, and Bitcoin to palladium. Enter an amount on the right-hand input field, to see the equivalent amount in Bitcoin on the left. The <a href="https://www.beaxy.com/exchange/btc-usd/">bitcoin price</a> portal allows users to convert “old” versions of tokens to new versions that, for example, may have resulted from project teams implementing a token swap. The old versions can only be traded into the new versions. No, you must have the required amount of coins for the trade in your Binance spot wallet . The minimum trade amount is generally an equivalent value of 10 USDT worth of coins. Minimum and maximum trade amounts will be dependent on the coin / pair and can be previewed before entering in a trade amount.</p>
<p><h2>Convert &#038; Otc Portal</h2>
</p>
<p>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. Options added for millibitcoins, and 3 new cryptocurrencies. You can use Bitcoin to send money to anyone via the Internet МаксиМаркетсh no middleman. See the Bitcoin exchange rate i.e. the current value of one bitcoin. МаксиМаркетсh its user-friendly interface, it allows you to convert between virtual, crypto, or real currencies. Think like this, you have $ 1, would you like to know how much Bitcoin or Ethereum you will buy МаксиМаркетсh this $ 1?</p>
<p>In both cases, you create an account that allows you to sell bitcoins and МаксиМаркетсhdraw physical cash. The biggest drawbacks are the high transaction fees. Moving bitcoin to a bank account is the same kind of process as converting currencies at the airport when you arrive in a new county. You are essentially ‘selling’ your bitcoin and ‘buying’ the equal value in dollars . In our modern life, this new technology finds a lot of use cases outside the digital industry. Many online МаксиМаркетсres accept Bitcoin , Ether , Litecoin as payment methods. So you can buy Ethereum on the crypto exchange, for instance, and then use it to pay for goods and services.</p>
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МаксиМаркетсrdeje8P7q/OERz4BlLXw805Tl9ZnHCu/MktNfTEi7J8Y7xuriPJR94/DbhKx6fzKf8AtCXjjWyTcx2T4/f5pWPf83T/ANoS8ca2bm9/CApL1mN+MOvw4WGZAJvc06Z0AGxUbJ2Hja/xQ0qD0vG6wxX5/C9bkq9S16ZqRdDrZUTY7EFJHcQSD4GHmG1DaWrjmeNgQT6KDzJh0mLYRUUMRAdIxzRfxI2TopxJw/SM8e0y1xC1NSrvnJМаксиМаркетс7pWlXUF/mCORjaYkzNyWxdUlVivYGr0xNltLZWHkoukchZLwEWanRcuc5nzX6HiOXw5iOaVqnKfPEBpx23nFJNrqJubpvfckAkmMeXycwrhR5M7mJmDShLNnUmTkHCp+YteyR+NY/mpPPmItBfXucRAIzE431Wbaw4JvbdcnjjwBoY+tfUsqmjTo1yl4va4aRsQSBYg22CXczXctaLlNTqgrBU45RpudLkpTpl3z1O3V55Os3T5pP42x5Q02OMzq1jhtqmuSzFMpUsoLZkJUWQkjYEmwvYeAA7otZmZgpxtPy8pSpXyKh0tHZSEsABZO11qA6kAC3Qbc7wk0c4isXxiSc+7wOAYABdoA1W/lfgcWVrydk2Chj/Ea5jjO9zngPcX6NR2G5I12tqda9+qyEchGyl/w8v2CFALCioA9Y1qeQMМаксиМаркетсlEKJtvyhhhtc2hlc6RuprmlpF7bHzV5r6R1ZGGxu0uaQ4G19x4hZ7DamFKS6QkrTYМаксиМаркетсVsMuNKC12sNzvGENVwSSoDkCYuJUo7FR+OJeHHaSHsv2BPYklne4ub96w3sd9rbbKMlwipkMh7UDtBZ9m8222udrj1WY2oKSVg2uqK3POKdJ5RjIBtzMXkE2hNМаксиМаркетсN1XSGmczchm9/9JceLddSXTYEKapE7H7DVt/yAH5WWRzHpjwAiPAdo9TYw8kzRBM5sssJLmPc9ve2ubcjTva3SyaMy9PG10ccwDXNDXd3ewvwb7Xv1VYO3IxW2QNVwd48QR1jIQlJF7Ql2aWPpzE6IgnTfSQBs7USLC4cfG6yMuubOJe0uBqtcXO4tY72IHorSClKgltSrKNjqitshPmOAi1/ejaLoJi8kC1+sLdm5rtTDG4NIFyHAOJBJBJ0gHmx24SG5bc2zw8agTYFt2gEDaxN+l+V7LBoIPZatzvcWi+OUUJJ5RcAip1tSauodOb97xNz8z1VjpYPdoWxC23gLD5DoqkpJMXkgkRaQd4vIN9oa2ThV2MXWyOsWxyhGZr5iS2МаксиМаркетс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МаксиМаркетс/hG9heqCQmEzkn5Y5Luhh9PJxGonSodCLGIm45y7wtmPLScrimTdfbkXVOsBt9bekqACvene9hCMd4YcpHFA+1k8m3QTzm/wA8Kr/Zs6vrn15rXNe4kizfhHQA6ug2WJcCE0МаксиМаркетс7Ug/b8/BTIrmcWRGW0k65UMc4WpQbGpxiVmWi4T0Ohq6lHu2iFub+cta4v8AH9Lwlg2kzErl/h2dTNPzcwNK5lSbguL6JJBKUI3IBJNrkDYyfDflHJu9qvD7s1+bMTTih8QIhf0mj0qgySKbRKdLyEq0boZl2whCSeZsNrnqevWJrL+Q6HBan36R7ppejncC/gPH1undFg8VI/tSS53iV0G4IghOSmhpASlNМаксиМаркетс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МаксиМаркетсbOOpzCsNyTElLNK/DTK1XDdzy398fQIbVD+yZrcQB5p9QsEzw1oufAJ0Xc38VOm5xI6kk8tKfojJlc48ZNmzeI3HAeaVWt81oxabwk1N5INbxlMvuK30tK0JBPdG1l+D5C7mXxDUtQNgQ/EEcZpQ7SHk/JWmPL9ZI0O0gep3Wwp+emLZBK0F9МаксиМаркетс7uJQuwc/TCgoHuioY5wTWG3RWMEybZfdRMOLp2uSX2qUKSlwKl1JOsBavOFucaipcKuMaUx29MxZPfovpS6n59xCUqGМаксиМаркетсaOHCDM0+Wqzad/8ABnOyct+irYn1w5hxWF38f12TSfA6iInVHf03TtUdGG3MY4ZxfQMwaxIO0RTqVe2JXUJh5lwo1tGY1Jdbb0oIGpKikqUdXdv8R17OOs4annmqNhesoLTkrIUpFMFXY8gb7J2aa7dJQ4gTDiG1pQ4kuapUhLoWoa49SmIUtTAkKrKzFPmwf8МаксиМаркетсmy0s/o32V6iYWtDxTVKe4h+k1R2XdSRoIXpIII3v/wCfRElHVnrwoaWg8Frsfz+FaqaFUMGYEpmFZSbpjUw7JyZmlEvKJS7qcmHnA4i6CWykIslVlXO8XqFLFLCFrZI8TC2ma7hrGJQnHNEbXNoSG0VWS8yZCRt54944PAi/cUx5WcHP0miqquHppmsUhlOpyYlhZ1jweavqb/S3T432hy2QPTMМаксиМаркетс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МаксиМаркетс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МаксиМаркетс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МаксиМаркетсGqvIr9tpGМаксиМаркетсGymwStAP7tvVEc8VZe1fCsy65hSacnJRtWryOZXqsOobcO48AbiFJi7N3Glf8odwfNsvMtXbu3dxto2/HUAUg+kiEG9PZ91WmKn5dylVNj3hMq606oekJO0TFDT1EAuxwA8CoHEJ6eo2cwnzHKysOYpYmlqYeS4w80QlxhwWcQT3j942hМаксиМаркетсM16fo82io0edcYWg3OlRsodxHUbWiMU7VcWydYXVKnLLZqMh/G606QpN90qHdD34SrUvWqZK1aRcs1MJG1/eq5FJ9B2iwi7W6vtwqpJG3Xo6dL8qRFDmaVjKlOP0SVYkarJILszT2QEtOtAXU4ym3m25lA2tcjlaNhiLiSxRghmm0qhZQz+JGkSiEPTEtUUthBSALaSg7kbwhMv1TdMrkhV0LU0mSeDil227O3nJ8dSbpt1v3МаксиМаркетсbt1xPaKWgJCVcrd3d6uXqiawvFKqgJkgNifIH7qoZiy5huONbFМаксиМаркетс1BpuBcjf5EJPZVVfEuaPFYrNDEeXsxh6WapTchJszpS6sLST56V2G9tXLle0TKt0vEeMsrLx1Tde/nLO/ghX0RIc/qjpOUZn1NPLNKbuc65+i89e1OlhoMQp6WnFmMiAA8ACVD7LTFyME55Zy1uVoLM9Nt1ZbaQFBtbmpGpLeux0p1I/3r9I1eaPETmМаксиМаркетс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МаксиМаркетсFEYzqxtB8Ham1vDe9vK17Kc/A6sqySKtrGsTdrd2luJAXPdEe+BdOnI1LZNy3VplBPeQlveJDeuOVA+C9Ug2Cjz7ID/NHx7+hTv2hLxxiaO2/fHZ32QE24R8ffoU79oS8cYW+XrhJSSslKgOXzQ5cpqOFW+f+JX/3IbМаксиМаркетсIWbGLKY3htMhZflSWCzosbE2te/oi9ZFxClw+WpdUvDbxkC/U34SRysXBIHt4ogbFlYPoumMzGpV5ewgE27E7ekm/6hGmw5U2aVUUTMwFdmUKQvTzF+RjIxLVpOqTzb8io9m23p1WI1G9+RhUWJ0wye6j7T9p2nw9bXG9kXCWFGUPaOXOr/ACBBPx7QmsLr1VdnUb3Cuf6MZVNxXIytHRJuJV2raChPm7HuMaiiVBmmVFqbXqUhNwoW5AgjaJbFcYopqjCnxyAhgbq3+HjnwWbpQ4sI/wAGP6X7o2+TeBBmTj+m4WeWpqUdUXpt1JsUMoF1fHsL95EJev1qWqa2kSpOlq5uRYkn/wBIX/DpUK5QcxqZXZei1GYpz6lSMМаксиМаркетсsSjjjbYcsLlaUkbHSTvtbeKT7QK+GqxOompngtNrEcHYBPcOiE1SxpFxcKXTmCcFYOlV0/DNAkWGUJ0gpZSVL6AqUfOUfSYY3M/iEqWVTDVCdpbzbTi7S62yAlQJuNQ6WiR9bpmptTnaC1+cRS4psKuVduUmWpNE35E4l5TSlFAW2k3UlShukEAi43HTpHF44+0lAkJNyulMqmUrLtFrJosY4xxbXncXZtYwn23JpphGGKHLsqKkNtOJDswE3tdSgvsyR+Mu3QR164R8rE5N8OmCMCuNBM6zTUzlSVaxXOzBLz5P9txSR3BIHSOYOWOWzubnERlXkS6kLkadMnFWJykDSrQRNvNkfkn8A0L8i4e6OziLBISAABsNxHR6WMRMazwXN6mXtpXSeJJVdrb3ttDeY+rNQeqSKHIOrbTZIUlJI1qV0uOkOGVAG1wetoQmN6BUfL2sQUltbriQkrCU3sU8jbuiYw0xtqAZPlfx6Kp5qjqZcOIp78jUByW33stFUafVMFuNTsjPrspzSpBCkJKgL7g7KTvz74cqkTyanTJafSP49sLPp6w176cRYocYk00sNJQpS/NbKU6jbUpV+UOlSZBNMpktIpNwy2Ek956mHWI2EbA8gydbeCicqazWTOp2ubT2Fg6/xdbXRU6bLVSSdkJtBW09YKAWQdiCLEctwDHLDjhxbKYt4n5/C9Le1yOX1ClMPtAG4TNzIEw/6SGyyknvChHUyuVmSw9RahXqi4G5Smyzs2+smwS22gqUfiEcQ6NVZ3GFXq+YFVWVz2LatPYjmFXJsZp5Smk77gBrTYdAYhJTsry7hb9Gkq80WG1oy2rWEYrYAIEZSCBCAm6yIrHPleLYN+Ue69G5IA8YOEpKSnTSXqRKUlDwKpqpoKmwqx0IAWT/ugeuHdw+kNgA2SNuu0RxwvMTr+aclT0uDyZuUcfWgq63te3q/XEjJW7aUdmLbDaKLjEXZ1R89107AJzNRtv0FluZtQaaK02sOVuUIupy0rMvLmZhoLUDqCbbm0K92МаксиМаркетсwe2bBSlJ1CEdUnJqpL9+3KNXslBIBUOlu+8R7g7TsrAyFpNysemSd5jWLC6TyFtu6G84gMATmJsNeTySltqtdwI2Onr8xEPLh7D5WZdwKALzgRcqB8eXQQsK5hSmNTzUpOlIRNlbTSjvdSUi8YiieМаксиМаркетсwWuqczT2ShVw8ZX1LLbHErW3cTuM0oId7ZlTa9U0Fp09ksJukgEBQPQjlvs4uYuWL9XxlT8cYKpfYlpRRPLZa0JmUKUbak2F7d5h4abhleHqsqnzUshyXKrgqF9rw+OGKVhxNFUhTDQBQCEm1rjuiTfXTTN0vUCcPgpnCSMG6gVnTwu43ruF5yq4XoC52sVVМаксиМаркетсXlZJlI7V1N7rVvYAAW594hJZS5K1rK+QnKRjzSan5SVLp4PmyigLEE9VbC/QW9JiМаксиМаркетс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МаксиМаркетс3sI12XflkJAdpdUaLss4AdihSCHGldLpJTvukneJTL+ZBh7BS1IuzoR0/oqpnn2ePx+c4hhxDZiBqB2DrdQeh9U/1YynwhV1l/yZynurJKvI1JQkm/PSQR8Qj2gZV4WoM4iooTMTb7RBbMypJShXQgBI+e8NH995P0Rm+Msn8QJXbd2ivIqDKj6tK0j0pEaitcdtNSxpwxkxjWpTiveNPSqmE36XICyfiiwiqy8Xe893V6b/RUb8Kz8I/w8dp2Z2+IWt/yvx81KN55lhpb8w6ltttClKWo2CUgEkknkBEC81sxk8SWedOp+G5grwTgRYe8qTfTOTINytPSyiEpT+ahSvxrC1j7F/Efn617U4keksDYWe/jadJrK3nkdzirlS/QSlP5sKXCOEaBgijNUXD8mGWk2U44d3Hl8itZ6k/EOlhEDj+Ym4jH7tS/B1Pj5W8Ffch+z5+X5fxDEiDNazQNw2/O/j6fUrpTwMELyQKud6zN9PzW4kLYd0R34EjfI1R/66m/+FuJExUwurKOvsghtwi4+/Qp37Rl44wNqKQPGOz3shB08IePj+bTf2jLRxZQ+bDfpCbIcswLJ6RdbVtaMRDoPOHXyEyLrmctd1EuyOHZFwe2FQKbX/qWriynD8SQbnoks6/EKfC6d1VUu0sAv/fmeg5S6anlq5RDCLuKbgOAdY9C9oeriG4bahlS4nEuGUzVQwq8Albjigt6ScuAA7YC6VdFW7wbbEsYlwgG4t4RqwvFKXGKYVdG7U0/l5EdCl1VJLRyGKUWI/v5rKS6bWuPii4l0gEg7jlGEhdzEjuHfImi4poK8d42kjMyrjymqfJKUUtuBFtTq7bqGq6QnkbG9xtGytrWUMXavWygoZMQl7GP6pusp8sqМаксиМаркетс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МаксиМаркетсGB9jY+AJ+ylzh/GNZxC0H8FVaneXOG0vIzOopS5cgJUoKG19r3hw6МаксиМаркетс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МаксиМаркетсFm/Jqzvr87NPFtpuntTxKm5x9IAaadcUbhASBpTbzyRvzCuYYmyLNdOzGKnWKeIEmK27i09Lc36+Cs1M+TCZHULA0yPIs/kC6lNkPn3h3PDDzuFMUS8iivhhbc7ILsWZ1i1luIQrZQII1IN7ejlEziPy7whllmNMUbB1abmZN5sPrlCtS3JBZ/yS1m+q4soG+qxse9Sy4ppDBeX+a0lVcrKiunYlv29RlJBNkSjx3QtBSfNWu5u3a1iD1sdxwfYcyuxlXK1U8bzyazi1RcWmTqQDjK5dYIdeGsntlkqUFE+9BvY6iRpwunhy/G7MNHrFO9t+xtuCT+QHQ/nZbKuWXEXjDptJlafjvtb9fEKM7KStYKTuSBHTLCeF2MP4Qo1HltCWJKQZQkDvCQVH1kkxz9zck8D0vMarymМаксиМаркетс65NUFl8iXUVakhX46W1fjthVwlXUd/OOguGK7KOYRoM+t5M2y/TJZ0Kv8AxhLSb3tz3i0YzJ77SwzNBAIvY7EX8QtmW2innljМаксиМаркетсtt/JabFZRT5T/CiWZdRuXT71PcSeghqsdU90NOqLiVBSdlJ3BHfDoY2qDtclFoeKezcTpDaU7Ad0RTxXj+v5Yz72H67LOztAdv5M8i6nJTflbqj5xbqIgIIiXaQrVUvs3blNvPpnsL4+laxTzZ2UWX1WtdWkE6CDz1e99cOxlZl4vOPifyoyUnk+VUrDR9v8QN2uFupImpjX0s4vydrflpX3wiaBUcN1atS9fmn0uUxlS56ZWncCUlk9q6bd5IbAHXzh0iX3sT+XtSxHWMyeJjEbCQ7W572hpW3vENq7aaKT1SVraQD/VLi64PAYo9ThuqLjFUZpdF9mrouE+YANrCwHK0ISr5PUKrz1dqbtTqXlWIJduTmHHXQ52cql4OqYbuNQQTrsCTo7RWjSLCF9BE0Aoe6Zx/LXFtGp+K6NhCVk6bNYvrpqS6zITJlTJJWoguFoC61oaZauNRDrrqtQSi8aKYzezJwnVmqTiylS8g3NVdmnSJqqAC7JttJDswH2l6XHFqdaWSlNkJS75hShSg/pSg9VA+EWpmWZm5dySmmWn5Z5Cm3WnUBSVpULFJB2IIJBB5xkg+KOeU3k1n1gBibxDLiYn5mSwsZZFTqEtK+US6HHnHmw2OzJWpaVsKCgEkgqQBcmFmaFQFTSakulSofR54e7IAp8eUYb+AsHu1cV44fkk1AzLU4t5LWkuvNNltpTlvflCSdOq+kkkWO8ILiyzUayY4dsdZgBxKZuUpTkrTweap2YsxLj5RxJPcAT0hbHuZcg2WqWmhm/esB9QD91zFczNZzB44anmXOOhМаксиМаркетсrYjn/axS1eaJSQlVyUsQDyudZt+UCYk9h2YdrdbfqU6VLCSEICVEHVcX3G4sLxC7K/KHFWIazRFYdYmJh2lNplG0pQpSrpsXF6h/WFxRJ23MTywLl3UKFTWn6lNIMybHsm99B6lR6mKfiML6uqBaNgrthFfHh9A5p2c66sOZG5U05pqtjDLbxUvzi9MvPtgk81BxRB9YhY06STRg3KSzTbckE+YhqwbQP0RsPVFicC5CXdKmyuXcBDzJGxHenuMY+F6kKtSXWFKcSWnS2lSib6Og9MS4cbbKuaLm5Wykx2pM+ElWp5KE2/JOx/XeGz4gaS6/UKHV0q/BIZelleG6Vj5gqHReDDDDcsSQ2Nhp29ca3FuG04wwjN0oKtMhPbSi77peTum/wCabFJ8FGGtbAaqndH1KeUNQKaobKeAobZ6Ybaq+Wa0tSzjk1KJU80Eq0+bbzx43B5ePTnEN8K4jqNInBh6pvvNtMМаксиМаркетсyVEIAvcEgbHne+8dEqtSJWZp7lFqTBVdtcu62oeckkEKT4EG/xRz9zzy/q+A8ezMtNoU+1MurmmppQsFtKNwm/LzR5sQmCFr2uo5dj0VkxkEBtVHupWZc4kYewq1KvI8wtaiNO+g9/rjHdxlhisTKpJ+YlnVtHsk9qkJJPdc89usR5y7zcck2HKZMzSm+0CSpJ/JAsLegfrjeYRrVBrNfnqpMEPzCVXKXE7b3II6i3nC14TJSvpnuJCfYfjZhYNBHmCnjxLl9hOflWalSJaXl3JVKllOoKDidtSbDcAwqeH1hulTDza5u0uTpbaJ2BN9ufQD5+cMhiМаксиМаркетс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МаксиМаркетсCrxGmxaWjgkJEpFwB5Db5D9VKyyU0YIAFhLWtfpoiGOSuc+OMA5SyNMwZhGm1lw1WdU4JuaUyUILy9wR4i3PryiaE0y6qmvS7QHaFhSE7/jabCIT4UwPirLrDsnQsY0ldOnnHJl8NKcQu6FPrIN0Ejcb84rPs+oqDFTV0lbZwLmkAm17avnYXU/narq8NbBUUxIIBBIHjp56J1+FiSxBU8U5hZgYupMrTajXKk1MNyss72jbaFoOoA+lCRv3RhcaWI8SuU3CmVeHp1+RRjGZmBUphva8qwEFTZtzB13I66QDsY2+RWJGqZiV+jTTqUNVVtIQT/9VBJSPWFKEL/N7K37pMrR5qUm2ZapUCbМаксиМаркетс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МаксиМаркетс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МаксиМаркетсVJNikggpPcR0i2HevXneIRvs8y+HA9if/s79VKHO2MkWEn/AKhaWuT+Y+b+PJTHOZ7jMhKUpRXSqKw5rbl1becbEgquASbkkpHIACHWwBmRJ5bLqlZm6TO1T/BVBMtK27RaknUEi/Mm1oQ6HbkHmRyi52ptYkxYpsIop6E4c5gENraRtt91CRYrVRVvvwdeW97+fonEb40pmYH+D5FYtI/rHG0frENpi7MStZrZsyWKV4MrOH6fJ0RyTU3OrCkOPFwKBGna9ifHYwtcLZW4zxUEvSdMUxKL/wDmZm7TfqHvleoH1Q5FK4c2ENhVZxGtxxQuRLNAAeAKr3+KKO3/AAhlGp7aN1pQLWDi8i/leytjnZmzJT9k9t4yb3IDQmaZeU04l1tRStKtSVJJBSRyII5GHBpfENi7DzDUvU8MoxDKtjSp2МаксиМаркетсAxNgDndK/Mc263Sd+R5wvBw94PCReq1a/Xz2/qRbe4e8KqQoy9ZqSFj8ZZQofEEiG+KZuynjjRFXtc4Dg6Tt8wbhbsPyzmTCHGWkIbfkahv8AIjdIeqcaWFpRnQxlbjl6aCtPk6pBKEk/phRv8UNNmRnBnVni2mgyFHXgXCy1hUwVuapuaAIICjsoAdwAHeTD0V3h8r0s2t2hViXnezFw0+C0tXgDuPjIhtKvRqzQJkyNZpz8k5zCHU2v4g8j6REhlvCcpPlFThpD3jcaiSQfIE/nZNcdxМаксиМаркетсjI+wrQWMPgOfUj7LpB7Hi0W+HlDbi1uKRWptJWu2pRCWvONup5xJvQfyzEZ/Y9D/8P6v9PTtv9VuJM3HfHSBsqSFHL2Q3+Z/mB+hTf2jLRxPQQVAX5iO1/shxtwe5gnubpp//ALGWjihLMqmVpbQm6jy35QprXPcGtFyVrkc1g1OOyupuLiLoafIBDLlj+aY2UrINMaQE61X99bl6oXWXWUWYWa0zMs4Jw87NsSACp2eeWliTlAeXbPuENoJ6Am57ono8C7muZ+lQD8ZBdphZdNrodSkktOD0pMGq4IMLbGmB8W5eYgewrjfD85RaoyNSpecb0FSDyWg8loNjZSSQbbGEМаксиМаркетс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МаксиМаркетсCm5UZa4ozLrJHkeGaTM1NxF7FwtNlSW0+KlAJHioRzC4HaNU6pW6nmdVlFUyX22n3gn+Mnp5xUМаксиМаркетс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МаксиМаркетсuLg723v8A80K/CaEzEpPNC2ryYk2G1rw3rcyVNSj3IhobeobQ4GBHwXnmt1B2UsbGGzTd4W+T92VqpwBSFE8jsPTGCypDzqEoXayrWi5V19m+sIBSnxPKNfT3h5cjSLpCvO/8/wDhCTytjdm3WyxhNNpdQ32h5C1lAD54TrT923DrJATuQbiEPМаксиМаркетс1VctQGWm3CguTrfvVW3CFH98NvL4OxC3imm4boWJZtLNTpTdVcm3XVJRLsFJLil2PJOk23FyQIYVFd2MxYG3VswrLTK+hbVPm0X1WuL/Dz1T/AIV5oClIAJBG/S0UUlQdqLiAAoJI96NRvEXnMwcW02Zel5PFc3MS7S1NtPE3DgBIBssHmN7QpstczMw6viqUo0vUpaYXOOJZR28siySTsVFASem/rjU3FYnENIIKfVGRa1kRljkaWgXvx9МаксиМаркетс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МаксиМаркетсoy5yixtLeV0mRpz6SLF6nPBBSfHQbX8DEU7i2/KH34YKY/wBrW6wpRDJS1LADkpQ1KJt4Aj446F7P6qKWs/Cp6dsjJTcki5Fh9lSc6U0kdN+IxTOY6PYAGwNynXwlgqnYHoj1GoTryw4448FzBCla1Da5AGw2HohI5SZW1fAtVq9Vr05LzTs2hLbS2iSSLlSybi4udPxRvM3cZT2BsKirUrМаксиМаркетс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МаксиМаркетс5datb0g9s06bc0n/JrP5Q9YMS2DYyyn/wDHmHd8VHYzgjqkdvEe94KQ7kutxy3lBZd5avxFfRFtU9VJA2npLtpZJst5uxUj0jnaMTDmLKFjGmqnKapSVNkCYlnRpel1nosfqI2PQmCeqE/Lp82ZAeav2TqrlK/zFfTF4Y9sjdTDcKiPa6M6HixC1eZExQpHL+t1tEuМаксиМаркетсFiUc0qUgBaHNJ0kHmN7b+EMBlXiR/E+SVMrM8pRmKqtcw8VglSyXVbknmbAQh+M/iIo/wDBuYwjhnF0xRsRIcSxU6I3IBSМаксиМаркетс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МаксиМаркетсPL86wUCCAlIF7jpCly6y8wzP4fZZE9UZOoV6RdqkizpQuXlWE6tAfWbFROgglI28Li+nqGX0lJTTr9CxNWqQ46koWuМаксиМаркетсT5yd7JI6gX9ULbD+BcZMZVDDlIzAKJA6mUy7koAoNKtdsOAlWg9QNo1Gic55L2fRSzcwxtjAiqC3jm/FvQjnfzSNxbg1+ew1LsVrF0pJyNFp0pMFTkj/FLnHDZr8Hda1WANyOvTcwmuHHDMzh7ifawzNTTM05T0LK3Wx5q0lLa0kX3B0rAtCsxTQ8yZ6mz8vOO0abTNzUtMPJb1IKzLoCEIsQAE6QBaMrhmwTjNXEA/j/E9OYaTNNPuLU04ClBJSEgC5NgE9e6G4pT7wwtYR3h9Ank2NNdh08cs7SHMdYCw3P05N1IDEyu3xpNuKICQpSМаксиМаркетсhK00GpYxYIOpMuq1/ARv6k6X6xUZlS1lIcUL92+0avLpHlFfmVFuywFHfpaLI8XK5Qw2ZdI/HDXbJqbatQCdem173G8bBmYR/BWjqKraGXrk9wXe3zxdxlKhHlSzqsvWnc8zCaqNQRJYKprbps4t19lIHiEW/fGvqVvvdoWVh6e0yDq1OABlSnb+PIAekkRusOPCpYkk5VtajKUsJbKxvdd9SgPXz9MIht51uVZpsuEocmCHC4oealKTsSOu9iB3phy8tpKRkm9LJOloFalG1wom6lKJ5qJМаксиМаркетсCgtTzZPPRJ9МаксиМаркетсwVLN3XDdy/cALfREZJ5SlT8ypRuS6ok95uYfByusIX2qVBLaVWSEqubg7X6wxszvMOkbjWqx79zHJfaqbx03q77BdB9njdL5z5N+5VqCCCONrqC9HOJVZB0Y0jLqTmXG9LlSdcm1DuSVEI/3UpPriLUnLOTs2xJsC7j7iWkeJJsInBR5BmlUiSpbKQluVYQygDoEpA/dHVvZTQ9rXTVjuGNsPVx/Qfmude0Ss0U0VIOXG59B/wB/km7zuy9xTj5mnooExKdlIdotyXfWМаксиМаркетсagACDYjYXG9uZhn6dkRmVOT4k36MiSZUbLmHphtTaB4BKio+i0KPF+eGLqNjeqy1Gm5V2nSsyZdtl5nULoASvcEH3wV1hb5eZ70nF043RavJ+1lReOlnz9TLxtyB5g+B+OJKqblTM2Lu94le2XVpsTYO07C3PNvJRlNJmHМаксиМаркетсaYWNMVr+Yvvcj+hTj0enN0akSdKacW4mUYQylSjuQlIFz8URhz5r8nМаксиМаркетсfONyDiXGqdLolFLTyUsKUpVj1sVW9IMSRxfQp7ENBmabT63M0x91NkvsEX9B2vb0EHxiGtXpk5RapNUmoIKZiUdUy4L33B538efrjf7T6yamooqBkdoiR3r7d0bN8fqsZApYp6uSse/9oAe7135P/XzWHBBBHEF1lPJ7IttwbZi/5mn/ALQl44ZNObb+iO5nsi9zwa5jAAk+T087D/rCXjhckLSkDQq9zfaPZhXlw3us6МаксиМаркетс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МаксиМаркетс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МаксиМаркетсa3CzitgPdCypB721b8rbcdRLu6VNrKdJCAdrDptY9+8LWkzzstZlpZShdgspV0HKG9oz7ryU9rq07dNh/4wspBwizieSdoSSQlCxCXlLIqlQk6dJL9+6O0PeL7wkcT00UfEFRpaVaky004lB70XJT81oV+A3Eysw9V1q/ChPZsjrcnn/574tZm0N4+TYmQCpt60u8oCwCxfSfWP1Rzz2j4Y6swxtSzmMkn0PP8lcclV7abEHQO2EgAHqNx/MJAМаксиМаркетс0anOVisSNKbcbbM0+horWQEpBO6jfuFzGFHscJjLWvBeLgEXHiL8fNdZkBkYWsNiRsfDzUtqdk/l7JT8jVpSkIS/JlC0KQ6rSVjkoi9ib7wtpjtUy7nkwSXQk6ArkTbaIW4bxDimSn5aRodanpdb7yG0pbeUBckD3vL5ok/mTjx3LvDEpUxLonJpx9uWS24ojXsSokgdyT67R6DyМаксиМаркетс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МаксиМаркетсe6iIiP8AKjDf95/5fopP/MSs/wBpv5rrp933JP4V8Kf3sz9aD7vuSfwr4U/vZn60ci9Rg1GD/KfDf95//r+iP8xKz/ab+a8gggjqi54iCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEIggggQiCCCBCIIIIEL//2Q==" width="305px" alt="convert bitcoin to dollar"/></p>
<p>Thus, you can be sure that no one can steal and use your card data. The initial idea was in creating a МаксиМаркетсrage system where documents are protected from unauthorized changes. One of the possible solutions was a system where document timestamps could not have tampered МаксиМаркетсh. Every record included the hashes of previous records’ certificates. Thus, the data structure keeps the strict chronological order.</p>
<p>CoinDesk is an independent operating subsidiary of Digital Currency Group, which invests in cryptocurrencies and blockchain startups. CoinDesk journalists are not allowed to purchase МаксиМаркетсck outright in DCG. A third-party broker is another name for a cryptocurrency exchange. The process is the same as currency exchanges in the airport of a foreign country. Once the exchange has received your bitcoin, you can request a МаксиМаркетсhdrawal in the currency of your choice. The ‘exchange rate’ for this currency exchange is not determined by the economic actions of a government or a country’s central bank.</p>
<p>If you have bitcoin, you may want to hold on to it for that reason. But, since demand has increased recently, you may be able to make a profit if you ‘sell’ your bitcoin now and transfer the equal value to your bank account. Bitcoin has a stipulation, set forth in its source code, that there will only ever be 21 million bitcoins produced. This limited supply is also what gives bitcoins their value.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>How much does it cost to convert Bitcoin to cash?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>There is a 1% fee to convert and МаксиМаркетсhdraw your crypto to cash in addition to standard network fees. A network fee is necessary in order to have your transaction processed by the decentralized cryptocurrency network.</p>
</div></div>
</div>
<p>Nowadays, cryptocurrencies are often called digital assets, because we can buy, sell, trade them just like traditional assets on the МаксиМаркетсck market. Thus, the majority of crypto enthusiasts are inveМаксиМаркетсrs or traders who are trying to get a profit by speculating on crypto prices. Select the strongest security options when you sign up. You might also want to enable a multi-signature option, which requires multiple independent approvals before making a bitcoin conversion or МаксиМаркетсhdrawal.</p>
<ul>
<li>Until just before the decision, the solution known as SegМаксиМаркетс2x, which would double the size of bitcoin blocks to 2 megabytes, seemed to have universal support.</li>
<li>Sign and return that note if you wish to accept the loan offer.</li>
<li>That has worried some skeptics, as it means a hack could be catastrophic in wiping out people&#8217;s bitcoin wallets, МаксиМаркетсh less hope for reimbursement.</li>
<li>For instance, one day the exchange rate might allow you to trade 1 bitcoin for $4,900.</li>
<li>Our content and brand have been featured in Forbes, TechCrunch, VentureBeat, and more.</li>
<li>To confirm an OTC trade, you must have the required amount of coins that you are selling in your account.</li>
</ul>
<p>As the total number creeps toward the 21 million mark, many suspect the profits miners once made creating new blocks will become so low they&#8217;ll become negligible. But МаксиМаркетсh more bitcoins in circulation, people also expect transaction fees to rise, possibly making up the difference. Bitcoin is divorced from governments and central banks. It&#8217;s organized through a network known as a blockchain, which is basically an online ledger that keeps a secure record of each transaction and bitcoin price all in one place. Every time anyone buys or sells bitcoin, the swap gets logged. Several hundred of these back-and-forths make up a block. Bitcoin ATMs and Bitcoin Debit Cards function in the same way as third-party brokers.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="tМаксиМаркетсter-tweet">
<p lang="es" dir="ltr">El precio del Bitcoin al momento &#8212;&gt;$765,694.47 MXN, y el precio del Ether al momento &#8212;&gt; $56,380.00 MXN, <a href="https://tМаксиМаркетсter.com/hashtag/bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#bitcoin</a> <a href="https://tМаксиМаркетсter.com/hashtag/criptomonedas?src=hash&amp;ref_src=twsrc%5Etfw">#criptomonedas</a> <a href="https://tМаксиМаркетсter.com/hashtag/trading?src=hash&amp;ref_src=twsrc%5Etfw">#trading</a> <a href="https://tМаксиМаркетсter.com/hashtag/volatilidad?src=hash&amp;ref_src=twsrc%5Etfw">#volatilidad</a> <a href="https://tМаксиМаркетсter.com/hashtag/pypro?src=hash&amp;ref_src=twsrc%5Etfw">#pypro</a> <a href="https://tМаксиМаркетсter.com/search?q=%24BTC&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$BTC</a> <a href="https://tМаксиМаркетсter.com/search?q=%24ETH&amp;src=ctag&amp;ref_src=twsrc%5Etfw">$ETH</a></p>
<p>&mdash; Cryptomonkey (@Cryptomonkey01) <a href="https://tМаксиМаркетсter.com/Cryptomonkey01/status/1521565278760542209?ref_src=twsrc%5Etfw">May 3, 2022</a></p></blockquote>
<p><script async src="https://platform.tМаксиМаркетсter.com/widgets.js" charset="utf-8"></script></div>
</p>
<p>On the currency market, there is a larger trade volume than on the credit or the МаксиМаркетсck 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 <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> yen. Some marketplaces enable you to load your bitcoins onto a debit card that automatically converts them to dollars. Conversion rates are based on CoinDesk’s Bitcoin Price Index and the price indices of other digital assets.</p>
<p>For more information, see the developer’s privacy policy. HiМаксиМаркетсry of daily rates BTC /USD since Thursday, 8 April 2021. Until just before the decision, the solution known as SegМаксиМаркетс2x, which would double the size of bitcoin blocks to 2 megabytes, seemed to have universal support. They are in favor of smaller bitcoin blocks, which they say are less vulnerable to hacking.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Buy Bitcoin Instantly With Bank Transfer, Gift Card, Online Transfer</title>
		<link>https://latishahardy.com/2022/05/13/buy-bitcoin-instantly-with-bank-transfer-gift-card/</link>
		
		<dc:creator><![CDATA[tish]]></dc:creator>
		<pubDate>Fri, 13 May 2022 17:07:16 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
		<guid isPermaLink="false">https://latishahardy.com/?p=3173</guid>

					<description><![CDATA[Content How To Buy Xlm With A Credit Card? Customer Support How To Buy Bitcoin Btc Manage and spend your Bitcoin with the BitPay App, and turn Bitcoin into dollars with BitPay&#8217;s Prepaid Mastercard®. You should be aware that the value of DPTs may fluctuate greatly. You should buy DPTs only if you are prepared [&#8230;]]]></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 To Buy Xlm With A Credit Card?</a></li>
<li><a href="#toc-1">Customer Support</a></li>
<li><a href="#toc-3">How To Buy Bitcoin Btc</a></li>
</ul>
</div>
<p>Manage and spend your Bitcoin with the BitPay App, and turn Bitcoin into dollars with BitPay&#8217;s Prepaid Mastercard®. You should be aware that the value of DPTs may fluctuate greatly. You should buy DPTs only if you are prepared to accept the risk of losing all of the money you put into such tokens. The easiest way to buy Bitcoin on Liquid is with the Quick Exchange feature, or simply buy Bitcoin from one of our spot markets.<br />
That’s a plus for speculative folks who might want to buy bitcoin in large amounts. After all, the low fees Kraken charges could help save you some $$$ in the long run. Customer support is lacking here, which can compromise seamless communication, especially if you want your concerns addressed quickly. Shop with Mastercard® merchants online &#038; in-person – around the world. Turn your crypto into dollars fast for spending with the BitPay Card.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h2>Is Paybis com legit?</h2>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Paybis LTD. is a legal company registered in the United Kingdom. The brand is registered with FinCen in the United States as a Money Service Business. It is also licensed to provide fiat/virtual currency exchange services in Estonia. They have put in place several security measures to make sure your account is secure.</p>
</div></div>
</div>
<p>Binance supports the deposit of more than 300 cryptocurrencies, several of which you can exchange for Bitcoin at some of the best rates in the market. The result was that, for the first time, money could be introduced to an economy on a schedule immune to the influence of any central bank or operator. As set out in the rules of the software, only 21 million bitcoins, divisible into many more smaller units, can ever be created. When you buy Bitcoins through eToro you’ll need to wait and go through several steps to withdraw them to your own wallet.</p>
<h2 id="toc-0">How To Buy Xlm With A Credit Card?</h2>
<p>For the first time ever, anyone can send or receive any amount of money with anyone else, anywhere on the planet, conveniently and without restriction. To ensure there are no fees in your side, the transaction will be processed in USD. Now that we have created an account we need to verify it by entering our phone number and clicking to send a text message with a verification code to our phone. When you run a bitcoin miner, you can effectively create your own bitcoin if you win the race and get paid the transaction fee. To improve your chances, you can join a pool with other miners. However, be aware that mining is power-intensive and could wind up costing you more than it makes you. Bitcoin mining is best for those who are computer savvy. Robinhood Crypto is technically a separate account that you use alongside your Robinhood stock investment account. It supports a fairly short list of currencies, but that could be fine for many bitcoin buyers. We are still in the early adoption phase of this great technology and it’s only going to get better from here.</p>
<p>You won’t be allowed to process any operations until you pass the verification of identity process. If you don’t have your ID near, you could also use your international passport. Read more about <a href="https://www.beaxy.com/market/ltc/">Litecoin to Bitcoin</a> here. Unfortunately, the verification process cannot be avoided. You must be ready to submit all personal and customer documents in accordance with the AML policy and international KYC requirements. Probably, the best information to start with is the term of Bitcoin itself. The most interesting part of information about Bitcoin is the fact that it’s something you cannot touch physically, feel It. It’s a hundred percent virtual currency that you can’t change, receive and, therefore, put it in your wallet or pocket.</p>
<h2 id="toc-1">Customer Support</h2>
<p>We’re proud of the products we’ve built, products that enabled hundreds of thousands of customers to access financial freedom. The only regret is that the problem we were trying to solve is still enormous today. And we did it all with just €5000 in initial capital and no marketing, just word of mouth. We didn’t raise big amounts of money, we just stayed resilient and tried to nurture the company each day. And in 6 years of activity, we created a platform that lets you go from KYC to Purchase to Token Delivery with essentially zero friction. BTC is reliable if bought from trustworthy and verified legal websites, such as Changelly, not scammers. We value your time and money and cooperate with trusted suppliers.<br />
There is a possibility to check your daily and monthly limit. Mastercard, Maestro, and Visa are accepted for this type of operation. Also, before starting your transactions, please, check your country in the list of those where you can’t make any type of ones. Litecoin or LTC is a peer-to-peer cryptocurrency in many regards similar to Bitcoin. This currency is traded on many digital exchanges and wallets and has a higher turnover of coins than bitcoin.<br />
Our multi-tier &#038; multi-cluster system architecture and SAFU insurance fund protect your account. Binance’s world-class matching engine supports up to 1,400,000 orders per second. This ensures that your crypto trading experience is quick and reliable. Find the live Bitcoin to USD price today to help you with your decisions. You can purchase it directly from another individual in person or over the web on your own terms. Go to Binance P2P exchange to buy Bitcoin locally. By creating true digital scarcity, Bitcoin would go on to entice a new generation of traders who now see BTC as a viable alternative to gold and traditional monies.<br />
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alt='buy btc online instantly' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='406px'/></a><br />
It is easy to use the platform, but the verification process is a procedure you must pass. You can instantly buy Cardano coins online with your debit or credit card. You can purchase the amount of ADA coins equivalent to 50USD or 50EUR. Also, there’s a probability of checking your balance and limit on a daily and monthly basis. Usually, the percentage of fee per one transaction for bank commission consists of 4,5%. Buying BTC with a credit card is the fastest payment method to exchange your money for coins with minimum fees. Our payment processing is handled by Simplex for fast, secure transactions. To buy Bitcoins and other cryptocurrencies through a variety of payment methods (Neteller, Skrill, SEPA etc.). The daily limit for verified accounts is €2,500 (€300,000 monthly) for credit card purchases. For other payment options, the daily limit is €10,000 (€300,000 monthly).</p>
<h2 id="toc-2">Cryptocurrency Is Added To Your Damecoins Wallet</h2>
<p>There is no limit on how much Bitcoins can be stolen all at once, and no authority can halt a suspicious transfer. Purchasing bitcoin requires that you have a balance in your Cash App. You may also need to enter additional geographical information. 2 Purchase Protection is available on eligible purchases. Crypto is considered volatile because of how much, and how quickly, its value can change.<br />
Note, there are certain countries from where you cannot make any transactions – you can find the full list on the site. If you have further questions, please contact us via one of the options listed on the website. We are ready to answer your queries 24 hours a day. Top-notch Customer Care services available round-the-clock. We want to thank you, our customers, for all the support you’ve given us along the way. We also want to thank our employees, investors and financial partners who trusted us from the beginning. And so now we are all moving on to new adventures. We went from broke students coming out of nowhere to being grown adults who stayed true to our original ambition.<br />
Coinbase charges several fees, which it discloses upfront when entering a transaction. Those include a flat per-transaction fee and maker taker fees of up to 0.50% each. Serious users may want to upgrade to Coinbase Pro, which uses <a href="https://www.beaxy.com/exchange/eth-usd/">ETH exchange</a> its own pricing model. Coinbase is a large cryptocurrency wallet provider and exchange based in San Francisco. Eric Rosenberg is a financial writer with more than a decade of experience working in banking and corporate accounting.</p>
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<h3>Elon Musk dumps $1.1B in Tesla stock, NYCCoin launches with mayor&#8217;s blessing and Mastercard pushes crypto-linked cards in Asia: Hodler&#8217;s Digest, Nov. 7-13 &#8211; Cointelegraph</h3>
<p>Elon Musk dumps $1.1B in Tesla stock, NYCCoin launches with mayor&#8217;s blessing and Mastercard pushes crypto-linked cards in Asia: Hodler&#8217;s Digest, Nov. 7-13.</p>
<p>Posted: Sat, 13 Nov 2021 08:00:00 GMT [<a href='https://cointelegraph.com/magazine/2021/11/13/elon-musk-tesla-stock-nyycoin-mayor-blessings-mastercard-crypto-linked-credit-card-asia-pacific-hodlers-digiest-nov-7-13' rel="nofollow">source</a>]</p>
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<p>Then, you can complete the purchase by using your CEX.IO balance. If you choose the credit or debit card, you’ll sell BTC for cash that will land on your card right away. BTCBIT.NET offers users a safe way to purchase different types of cryptocurrency with their credit or debit cards. All you need is an account and an electronic wallet compatible with USD stablecoin. Usually, electronic wallets that accept Ethereum coins work for stablecoins as well. This is due to the fact that most stablecoins leverage Ethereum system. After creating an account, users can post requests to buy or sell bitcoin, including information about payment methods and price. Users then browse through listings of buy and sell offers, choosing those trade partners with whom they wish to transact. The same way as you buy other types of cryptocurrency.</p>
<h2 id="toc-3">How To Buy Bitcoin Btc</h2>
<p>Our editors independently research and recommend the best products and services. You can learn more about our independent review process and partners in our advertiser disclosure. We may receive commissions on purchases made from our chosen links. Cryptocurrencies are a high risk investment and cryptocurrency exchange rates have exhibited strong volatility.</p>
<p>Your wallet needs to be trusted and verified by our security system. After completing all these steps you’ll be able to sell, buy or exchange any type of cryptocurrency available on our online platform. Some time ago it was impossible to buy Bitcoin with credit card but now it’s as easy as 1,2,3. There are several easy steps you need to make to achieve the goal. Want to buy Bitcoin with credit card for the first time? Just use our trusted service and enjoy a lot of benefits of buying crypto with the help of your debit or credit card. Buy Bitcoin without ID (exactly — you can buy Bitcoin without verification whatsoever!) because BTC is designed for the global digital transformation of the economy.<br />
In order to buy Bitcoin directly on Changelly, click the “BTC Buy now” button on the main page and choose the country of residence. DPT held in your Hosted Wallet is not subject to the Singapore Deposit Insurance Scheme (“SDIC”) or any similar insurance or guaranty scheme of any other jurisdiction. In addition, funds stored in your Fiat Wallet do not benefit from the SDIC or any similar insurance or guaranty scheme of any other jurisdiction. Before you pay Zipmex any money or DPT, you must be aware of the following.<br />
You can sell your BTC easily, in a matter of minutes at a good price that you can check on the stock. TrusteeGlobal.com offers a huge amount of perks if you buy bitcoin with credit card on their website. For those drawn to the anonymity provided by bitcoin, Bisq may offer what you’re looking for. Bisq is a decentralized exchange that doesn’t require any signup or account. That means you can use Bisq to buy and sell with nearly complete privacy. The required Bisq desktop app is open source and free to use. BlockFi also has a new rewards credit card that will pay you in bitcoin, which shows plenty of innovation to come from this unique crypto exchange. If you have a lot of cryptocurrency and want to do more with it without selling, you should know about BlockFi. BlockFi enables you to earn interest when you deposit your bitcoin into an account.</p>
<p>For example, getting the right equipment for the coin you wish to mine, paying electricity bills, etc. But experts claim that in the long run, it’s a better idea since equipment gets paid off in a while. If you are determined to start mining, check out the article to figure out what coin is the best to get. Dogecoin is one of the most popular cryptocurrencies out there. In the beginning, Dogecoin was just a joke, a tribute to a popular meme, but now it is a currency worthy of investing in. Stablecoins are relatively new to the world of cryptocurrency.<br />
You can pay for them in every currency you want as USD, EUR, UAH, and GBP. By one transaction you can purchase the amount of ZEC equivalent to 50 USD or 50 EUR. You can also check on the site a daily and monthly limit. Our service gives you an opportunity to buy Ethereum with a bank card. This method is recommended if you need a small amount of crypto money or you need it quickly. Today you can easily buy Ethereum with a credit or a debit card. Today the production of bitcoins is very popular &#8211; but this is a business for a small number of people. But practically everyone can buy a cryptographic currency.<br />
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" width="303px%" alt="buy btc online instantly"/><br />
Please always remember to enter your own wallet address in the payment flow, and ensure that it is the correct address. Any bitcoins you buy through us will be sent to the wallet address you provide and transactions are irreversible. You also have the option to buy bitcoin with a bank transfer instead. This is why we are building a service to support this infrastructure for you to buy bitcoins with credit card with ease. It might never be a problem if you’re looking to purchase bitcoin in large amounts, too. This platform offers the highest bitcoin limits, especially if you’re buying with a credit card. When you buy or sell cryptocurrency, including when you check out with crypto, we will disclose an exchange rate and any fees you will be charged for that transaction.<br />
Some time is needed for the exchanges to verify your identity. NakitCoins is the first physical Cryptocurrency cash exchanger in Turkey where it is possible to Buy or Sell Cryptomoney in cash, without limits, securely and Privacy. This way, you can buy bitcoins with cash conveniently and privately. Choose the coins you want to exchange from the drop-down menu and enter the amount. ChangeNOW will automatically calculate the amount of specific coins you’ll get. A Bitcoin wallet is a software program in which Bitcoins are stored. The offers that appear in this table are from partnerships from which Investopedia receives compensation. This compensation may impact how and where listings appear. Investopedia does not include all offers available in the marketplace. Four cryptocurrencies—Bitcoin, Ethereum, Litecoin, and Bitcoin Cash—can be purchased directly through PayPal.</p>
<ul>
<li>If you have fiat currency in your account that is available to withdraw, you can initiate a wire transfer to your linked bank account in your name.</li>
<li>If you are cautious about online trades, use small amounts.</li>
<li>So you don’t need to worry about your credit card transactions-they are kept in accordance with strict security standards.</li>
<li>The second reason is that credit card purchases can be expensive.</li>
</ul>
<p>These fees go directly to the payment card processor and Bitcoin network, so we cannot waive them. You need one to buy Bitcoin with credit card, so you will have to create it yourself. It is, however, very easy to do, and there are plenty of options to choose from. Use any debit or credit card to buy cryptocurrencies.</p>
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<h2>Can you send Coinbase to venmo?</h2>
</div>
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<div itemProp="text">
<p>Investors who own bitcoin in another wallet like Coinbase won&#8217;t be able to transfer their bitcoin to Venmo, a company spokesperson told CNBC Make It. Likewise, any crypto acquired through Venmo will only be accessible through the app and cannot be sent to another wallet.</p>
</div></div>
</div>
<p>Along with that, you can check your balance on a daily or monthly basis. Packages of Dash cryptocurrency are available at our web site and may change every second. Your identity can be proved by a copy of the international passport or a copy of your ID card. You can prove your identity by submitting a copy of the international passport or copy of your ID card. Ethereum is both a cryptocurrency and a functional decentralized environment that truly made a revolution in the entire IT industry. Please also check a list of countries from where you cannot make any transactions – you will find the full list in FAQs. Our support team is here to help directly by chat in the app, 24 hours a day.</p>
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		<item>
		<title>Learn to Trade Options Now, Closing an Option Trade</title>
		<link>https://latishahardy.com/2022/05/10/learn-to-trade-options-now-closing-an-option-trade/</link>
		
		<dc:creator><![CDATA[tish]]></dc:creator>
		<pubDate>Tue, 10 May 2022 07:47:16 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
		<guid isPermaLink="false">https://latishahardy.com/?p=2863</guid>

					<description><![CDATA[Content Time in Force # How has Oroco Resource&#8217;s stock price performed in 2022? A one-cancel-all order is a bundle of at least three stock or option limit orders placed together. If one of these orders is executed, the remaining orders get canceled. It is an advanced order that is available from broker platforms that [&#8230;]]]></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">Time in Force #</a></li>
<li><a href="#toc-1">How has Oroco Resource&#8217;s stock price performed in 2022?</a></li>
</ul>
</div>
<p>A one-cancel-all order is a bundle of at least three stock or option limit orders placed together. If one of these orders is executed, the remaining orders get canceled. It is an advanced order that is available from broker  platforms that cater to experienced traders. The two general strategies of using an OCA order include optimizing an entry price within one stock or optimizing the selection of one stock among several choices. One cancels the other orders are often used by experienced traders who want to limit their market risk when entering a position. They can be particularly useful when trading breakouts or retracements because of their risk management feature. For example, if a trader was looking to place a trade when price breaks above resistance or below support, they might use a one cancels the other order. They would do this by placing a buy stop and a sell stop, and if one triggers the other is immediately cancelled. This can also be very useful around earnings releases, when a trader is sure price will move substantially, but they aren’t sure in which direction. Tastyworks does not provide investment, tax, or legal advice.</p>
<div style='border: grey solid 1px;padding: 14px;'>
<h3>Ask the Trader: How Do You Place Swing Trades with More than One Price Target? &#8211; The Ticker Tape</h3>
<p>Ask the Trader: How Do You Place Swing Trades with More than One Price Target?.</p>
<p>Posted: Mon, 15 Jun 2020 07:00:00 GMT [<a href='https://tickertape.tdameritrade.com/trading/swing-trading-stocks-strategies-entry-exit-18115' rel="nofollow">source</a>]</p>
</div>
<p>OTOCO orders are not available when shorting Hard-to-Borrow stocks due to the potential of no share availability. However, OCO orders may be used on an already established short stock position that is HTB. To learn how to determine if a stock is HTB on the desktop platform, please click here. Your results may differ materially from those expressed or utilized by Warrior Trading due to a number of factors. We do not track the typical results of our past or current customers. As a provider of educational courses, we do not have access to the personal trading accounts or brokerage statements of our customers. As a result, we have no reason to believe our customers perform better or worse than traders as a whole.</p>
<h2 id="toc-0">Time in Force #</h2>
<p>The remaining Buy Stop order is then canceled automatically upon the trade being executed. A trailing stop order is entered with a stop parameter that creates a moving or trailing activation price, hence the name. This parameter is entered as a percentage change or actual specific amount of rise in the security price. Trailing stop sell orders are used to maximize and protect profit as a stock&#8217;s price rises and limit losses when its price falls.</p>
<p>Establish a Contingent order by identifying a specific trigger value for a stock, index or option contract. 1st Triggers OCOThe first order in the Order Entry screen triggers an OCO order (“one cancels other”—see below). When the order is filled, it triggers an OCO for your profit stop and stop-loss. Stop LimitSeeks execution at a specific limit price or better once the activation price is reached. In a fast-moving market, it might be impossible to execute an order at the stop-limit price or better, so you might not have the protection you sought. Order consists of two exit orders with the same symbol, quantity, and order action (Buy, Sell, etc.). When one of the orders is partially filled, the other order&#8217;s quantity is automatically decremented by the same amount. Futures accounts are not protected by the Securities Investor Protection Corporation . All customer futures accounts&#8217; positions and cash balances are segregated by Apex Clearing Corporation. Futures and futures options trading is speculative and is not suitable for all investors.</p>
<h2 id="toc-1">How has Oroco Resource&#8217;s stock price performed in 2022?</h2>
<p>Read more about <a href="https://www.beaxy.com/buy-sell/drgn-btc/">drgn crypto price</a> here. To establish a Multi-Contingent order, first specify the first set of criteria, which includes the trigger value for a stock index or option contract. To use an index for a trigger price, select one of the 30+ available from the dropdown menu. A description of the index you select and a quote will appear on the right side of the ticket. You can also use a Contingent order to buy or sell an option based on the <a href="https://www.beaxy.com/exchange/eth-usd/">https://www.beaxy.com/exchange/eth-usd/</a daily movement of the underlying stock by setting the criteria. For example, when IBM is up 5%, you want to sell a covered call against your 100 shares. A Contingent order enables you to set your option order to be sent to the market once IBM moved 5%. Hover the mouse over Bid Size or Ask Size column in the Active Trader ladder. You will see a bubble in the Buy Orders or Sell Orders column, e.g., BUY +1 STOP.


<div style='border: grey dotted 1px;padding: 15px;'>
<h3>Good &#8216;Til Canceled (GTC) Definition &#8211; Investopedia</h3>
<p>Good &#8216;Til Canceled (GTC) Definition.</p>
<p>Posted: Sat, 25 Mar 2017 23:24:01 GMT [<a href='https://www.investopedia.com/terms/g/gtc.asp' rel="nofollow">source</a>]</p>
</div>
<p>The order has been received by Alpaca, and routed to exchanges for execution. Trailing stop will not trigger outside of the regular market hours. The Order entity returned from the GET method has a few fields related to trailing stop orders. Order replacement (PATCH /v2/orders) is supported to update limit_price and stop_price. If any one of the orders is canceled, any remaining open order in the group is canceled. In order to submit a stop order, you will need to specify the stop price parameter in the API. When you submit an order, you can choose one of supported order types. All investing is subject to risk, including the possible loss of the money you invest. A measure of how quickly and easily an investment can be sold at a fair price and converted to cash.</p>
<h2 id="toc-2">Options</h2>
<p>For example, placing a OTO limit buy order for 1000 shares of XYZ at $15.70 with a sell limit order at $16.50. In this example, the OTO order only triggers when the $15.70 limit price is executed. Once the trade is filled, then a secondary order to sell 1,000 shares at $16.50 is then placed. As the name implies, these orders are executed based on specific conditions and parameters configured by the trader. These conditions are based on certain actions that trigger a secondary action. A primary order is executed on a trigger, which can then trigger a secondary order immediately or upon conditions applied to the primary order. Conditional orders are the first step towards semi-automating your trading strategy. Most brokerage platforms provide conditional orders, however, check with your broker on specific directions to placing the various types of condition orders. TrailingCrypto is one such trading platform that provides unified exchanges and effective trading tools, and advanced strategies to help traders maximize their profits. These orders let investors buy an asset and simultaneously create two sell orders.</p>
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<h2>What does FX means in finance?</h2>
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<p>foreign exchange market (forex, or FX, market), institution for the exchange of one country&apos;s currency with that of another country. Foreign exchange markets are actually made up of many different markets, because the trade between individual currencies&#x2014;say, the euro and the U.S. dollar&#x2014;each constitutes a market.</p>
</div></div>
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<p>OCO orders are used when creating a bracket on an existing Position. OCO&#8217;s allow you to set up and route a profit and stop-loss target simultaneously. Bracket orders are not available for any multi-leg option spread or cryptocurrency order.To view a list of available order types for cryptocurrencies, please click here. Ross Cameron’s experience with trading is not typical, nor is the experience of traders featured in testimonials.</p>
<h2 id="toc-3">Financial freedom is a journey</h2>
<p>A buy limit order can only be executed at the limit price or lower. For example, if an investor wants to buy a stock, but doesn&#8217;t want to pay more than $30 for it, the investor can place a limit order to buy the stock at $30. By entering a limit order rather than a market order, the investor will not buy the stock at a higher price, but, may get fewer shares than he wants or not get the stock at all. A limit order is an order to buy a security at no more than a specific price, or to sell a security at no less than a specific price (called &#8220;or better&#8221; for either direction).</p>
<p>In order to submit a bracket order, you need to supply additional parameters to the API. Second, give two additional fields take_profit and stop_loss both of which are nested JSON objects. Iflimit_price is specified in stop_loss, the stop-loss order is queued as a stop-limit order, but otherwise it is queued as a stop order. Without a bracket order, you would not be able to submit both entry and exit orders simultaneously since Alpaca’s system only accepts exit orders for existing positions.</p>
<p>Traders may use a one cancels the other order when anticipating a significant move in either direction, but they are unsure which direction that will be. This often occurs with volatile stocks after earnings reports or new product releases. The one cancels the other order can also be useful during periods of consolidation in stocks when they are trading sideways in a tight range. The trader knows that the stock will be breaking in one direction or the other, but is unsure which direction price will take. Open a trading account now or practice setting various orders on our advanced trading platforms on a free demo account. Replacing a bracket order is similar to any other Working order.</p>
<ul>
<li>And, setting an OCO order will be the solution to all such risks.</li>
<li>You can extrapolate the orders with multiple legs and conditions.</li>
<li>These orders let investors buy an asset and simultaneously create two sell orders.</li>
</ul>
<p>A one-cancels-other order is a conditional order in which two orders are placed, and one order is canceled when the other order is filled. This may sound complicated, but it’s fairly easy to understand in context. The Reference Table to the upper right provides a general summary of the order type characteristics. The checked features are applicable in some combination, but do not necessarily work in conjunction with all other checked features. For example, if Options and Stocks, US and Non-US, and Smart and Directed are all checked, it does not follow that all US and Non-US Smart and direct-routed stocks support the order type. It may be the case that only Smart-routed US Stocks, direct-routed Non-US stocks and Smart-routed US Options are supported. If the secondary order is canceled, the primary order remains open as a separate order. If the primary order is canceled, the secondary order is also canceled. There are 5 types of conditional orders you can use depending on how you want to trade. Monitor your One-Triggers-One-Cancels-the-Other order on the Orders page.<br />
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" width="301px" alt="oco stock order"/></p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Wownero Price</title>
		<link>https://latishahardy.com/2022/05/06/wownero-price/</link>
		
		<dc:creator><![CDATA[tish]]></dc:creator>
		<pubDate>Fri, 06 May 2022 17:19:00 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
		<guid isPermaLink="false">https://latishahardy.com/?p=3069</guid>

					<description><![CDATA[A prominent feature of blockchain is that participants can confirm transactions without the need for a central clearing authority, such as a central bank or government. The value of cryptocurrencies fluctuates, just like a regular currency, and they can be traded in the same way as any other currency. https://www.beaxy.com/ While bitcoin is currently the [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>A prominent feature of blockchain is that participants can confirm transactions without the need for a central clearing authority, such as a central bank or government. The value of cryptocurrencies fluctuates, just like a regular currency, and they can be traded in the same way as any other currency. <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> While bitcoin is currently the most recognizable cryptocurrency with the largest market cap by far, there are many other notable cryptocurrencies such as Ethereum , Litecoin , and Ripple . Some experts say that there is a slight chance that cryptocurrencies become the currency of the future.</p>
<p>The forex is a global, decentralized, over-the-counter market for the trading of currencies. Each day, trillions of dollars worth of currency are traded. The market functions at high speeds, with exchange rates changing every second. The most common forex transactions are exchanges between the U.S. dollar and European euro, the U.S. dollar and the Japanese yen, and the U.S. dollar to the British pound Sterling. Today, almost every country has its own currency, with the exception of countries with a common currency or countries that have adopted a foreign currency . Thus, there are worldwide more than 160 official currencies that can be traded on the currency market at constantly changing exchange rates. 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.</p>
<h2>Find The Best Currency Exchangeethereum To Dollar</h2>
<p>The forex is able to facilitate the receipt or payment of units of currency that are equal in value. However, there will be a spread (if you are buying, our prices will be above the market price. If you are selling, our price will be below the market price). All functions of the portal (checking indicative prices / confirming trades) will be available when you log-in to your Binance account. If you are using an account without KYC verification, the 2 BTC withdrawal limit per 24 hours will apply. Economic performance—The performance of economies also dictates the exchange rate of their currencies. When global capital searches for the best place to make a return, strong economies are usually a good choice. As a result, an influx of capital into a certain economy will increase the buying power of that economy&#8217;s currency. These are the average exchange rates of these two currencies for the last 30 and 90 days. The Wownero price page is part of Crypto.com Price Index that features price history, price ticker, market cap, and live charts for the top cryptocurrencies.</p>
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<h2>Can you hack blockchain?</h2>
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<p>Unfortunately, since blockchain transactions cannot be altered, the only way to get back stolen money is to make a fork that all users recognize as the authoritative blockchain. Insufficient security: Many blockchain hacks have happened on exchanges, which is where users can trade cryptocurrecy.</p>
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<p>ZenLedger’s Cryptocurrency and Bitcoin calculator converts your crypto investments to fiat currencies by using up-to-date exchange rates, going up to six decimal places. It is common for people to come back from foreign destinations with some foreign currency left over. There&#8217;s not much else to do with it aside from keeping it as memorabilia, but it is possible to sell it back to a bank or broker. Again, selling back to banks or credit unions is normally preferred in terms of exchange rates and fees. 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.</p>
<h2>Xe Currency Data Api</h2>
<p>You can also use our Ethereum price table above to check the latest Ethereum price in major fiat and crypto currencies. 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. Laws and regulations for foreign exchange should be amended if needed to cover crypto alongside traditional assets, the global stability watchdog said. 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. Differences in inflation—From an international currency exchange standpoint, the currency of one economy with low inflation rates will generally see a rise in currency value as purchasing power increases. The currency of another economy with higher inflation will usually depreciate in relation to a lower inflation currency. Check live rates, send money securely, set rate alerts, receive notifications and more.</p>
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<h2>Can you turn cryptocurrency into real money?</h2>
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<p>There are several ways to convert bitcoin to cash and ultimately move it to a bank account: Sell bitcoin on a cryptocurrency exchange, such as Coinbase or Kraken. This is the easiest method if you want to sell bitcoin and withdraw the resulting cash directly to a bank account.</p>
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<p>Our currency rankings show that the most popular US Dollar exchange rate is the USD to USD rate. Instant Buy Buy crypto with your credit or debit card in a few clicks. Mobile App Buy, sell, earn and exchange crypto anywhere and anytime. Ethereum market price is updated every three minutes and is automatically displayed <a href="https://www.beaxy.com/exchange/btc-usd/">crypto to usd calculator</a> in USD. 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. Other topics included private fundraising options, market making in crypto, and Goldman offering traditional banking services to FTX, the FT reported.</p>
<h2>Us Dollar To Tectonic</h2>
<p>Major currencies in the world today take on the physical form of paper bills or coins which are easily carried on a person, but most of a person&#8217;s currency is typically stored in digital accounts. The value of these currencies is backed by the promise of their issuing governments, which makes them fiat money . Before fiat money existed, currencies were usually backed by a commodity such as gold or silver. 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. The price of Ethereum in other fiat and cryptocurrencies is based on the corresponding exchange rate of those currencies to the US Dollar.</p>
<p>Whether exchange rates are better abroad or domestically depends a lot on the destination, but generally, it is better to exchange domestically before traveling to a foreign destination. In the U.S., some banks and credit unions provide exchange services that normally provide better exchange rates and lower fees than other methods. It is also possible to order foreign currency on some currency converting websites that will deliver it via mail. In addition, international airports normally have kiosks or stores for currency exchange.</p>
<h2>Zenledger Bitcoin Calculator</h2>
<p>Currencies have existed for several millennia; they arose primarily as a replacement for the ineffective barter trade. 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. The currency calculator of Markets Insider is the ideal tool for you. Even if you’ve only been in the crypto world for a brief time, you’d already be familiar with the volatility of the crypto market where prices fluctuate almost daily. The Japanese yen also rebounded as investors speculated that the Japanese central bank or government may act to stabilise the currency, which last week hit a 20-year low against the dollar.<br />
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" width="300px" alt="crypto to usd calculator"/><br />
CoinDesk journalists are not allowed to purchase stock outright in DCG. Politics—Governments can enact policies or regulations that directly or indirectly impact exchange rates. Also, economies with stable politics generally make better foreign investments than economies that constantly suffer from political strife. Perceived instability causes a loss of confidence in currencies within economies and a movement of foreign funds into more stable economies. Coinmama&#8217;s live crypto calculator does the math so you don&#8217;t have to, giving real rates in real time.</p>
<h2>Crypto Converter Calculator</h2>
<p>CoinYEP Foreign exchange converter and cryptocurrency converter. The 3Commas currency calculator allows you to convert a currency from Ethereum to US Dollar in just a few clicks at live exchange rates. Coinmama lets you easily purchase cryptocurrency using a debit card, credit card, or bank transfer. CoinDesk is an independent operating subsidiary of Digital Currency Group, which invests in cryptocurrencies and blockchain startups. As part of their compensation, certain CoinDesk employees, including editorial employees, may receive exposure to DCG equity in the form of stock appreciation rights, which vest over a multi-year period.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">That’s beaxy 2.0</p>
<p>&mdash; Crypto Anarchist ⚪️ (@wolfofBinance_) <a href="https://twitter.com/wolfofBinance_/status/1442408507387482112?ref_src=twsrc%5Etfw">September 27, 2021</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>Theoretically, buyers want the smallest possible spreads, while sellers want the highest spreads. Real-world currency exchanges with brokers, banks, or businesses typically do not follow precise market rates. As financial middlemen, most will set exchange rates of their own at bid-ask spreads that return a percentage as profit for doing business. 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. 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 table.<br />
<img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/images/posts/postMarket/market-mainscreen-ethereum.webp" width="301px" alt="crypto to usd calculator"/></p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Btc To Usd Converter</title>
		<link>https://latishahardy.com/2022/04/21/btc-to-usd-converter/</link>
		
		<dc:creator><![CDATA[tish]]></dc:creator>
		<pubDate>Thu, 21 Apr 2022 10:26:35 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
		<guid isPermaLink="false">https://latishahardy.com/?p=3109</guid>

					<description><![CDATA[The people with the most bitcoins are more likely to be using it for illegal purposes, the survey suggested. Despite President Nayib Bukele&#8217;s bitcoin enthusiasm, the cryptocurrency hasn&#8217;t gained great traction in El Salvador and most locals still use dollars. Some of the top crypto cold wallets are Trezor, Ledger and CoolBitX. Some of the [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>The people with the most bitcoins are more likely to be using it for illegal purposes, the survey suggested. Despite President Nayib Bukele&#8217;s bitcoin enthusiasm, the cryptocurrency hasn&#8217;t gained great traction in El Salvador and most locals still use dollars. Some of the top crypto cold wallets are Trezor, Ledger and CoolBitX. Some of the top crypto hot wallets include Exodus, Electrum and Mycelium. At present, miners are heavily reliant on renewable energy sources, with estimates suggesting that Bitcoin’s use of renewable energy may span anywhere from 40-75%. However, to this point, critics claim that increasing Bitcoin’s renewable energy usage will take away from solar sources powering other sectors and industries like hospitals, factories or homes. The Bitcoin mining community also attests that the expansion of mining can help lead to the construction of new solar and wind farms in the future. Bitcoin is secured with the SHA-256 algorithm, which belongs to the SHA-2 family of hashing algorithms, which is also used by its fork Bitcoin Cash , as well as several other cryptocurrencies. Over the years a large number of people have contributed to improving the cryptocurrency’s software by patching vulnerabilities and adding new features. Bitcoin is a decentralized cryptocurrency originally described in a 2008 whitepaper by a person, or group of people, using the alias Satoshi Nakamoto.</p>
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" width="308px" alt="btc.to.usd"/></p>
<p>Bitcoin has a circulating supply of 18,832,712 BTC and a maximum supply of 21,000,000 BTC tokens. Because Bitcoin is decentralized, it is not subjected to inflation or any monetary policies created by any central banks or government. Instead, there will only ever be 21 million BTC in existence. Circulating supply shows the number of coins or tokens that have been issued so far. The percentage of Binance customers who increased or decreased their net position in BTC over the past 24 hours through trading. Interactive chart tracking the current and historical value of Bitcoin in U.S. The current price of Bitcoin in USD as of December 31, 1969 is 0.00. CEX Overseas LTD provides technical support for Users from the list countries prescribed by CEX.IO’s Terms of Use. CEX IO EU Limited provides its card processing services only to customers from the European Economic Area .</p>
<p>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. The two major changes are the introduction of the Merkelized Abstract Syntax Tree and Schnorr Signature. MAST introduces a condition allowing the sender and recipient of a transaction to sign off on its settlement together. Schnorr Signature allows users to aggregate several signatures into one for a single transaction. This results in multi-signature transactions looking the same as regular transactions or more complex ones. By introducing this new address type, users can also save on transaction fees, as even complex transactions look like simple, single-signature ones. A soft fork is a change to the Bitcoin protocol wherein only previously valid blocks/transactions are made invalid. Since old nodes will recognise the new blocks as valid, a soft fork is backward-compatible.</p>
<p>Using a blockchain ensures security and manages digital relationships as part of a system of record. The easiest way to buy crypto on EXMO is the “Simple Trade” option. Just select the desired currency in the “I give” field and indicate the amount and currency which you want to receive. Invite other traders to EXMO exchange via the Referral Program and earn on referral commissions. Once payment is completed, the status of your trading operation will be displayed in the «Transaction History» field on your EXMO wallet. Once payment is completed, the status of your trading operation will be displayed in the «Transaction History» field in your EXMO wallet.</p>
<p><h2>Exchange Rate Chart	  	 Bitcoin To Dollar</h2>
</p>
<p>Instant Buy Buy crypto with your credit or debit card in a few clicks. Margin Trading Trade digital assets with leverage on CEX.IO Broker. As it can be inferred from the BTC/USD chart, the up-trending channel is still holding. The price has managed to drop below the lower boundary of the channel, but now it is once again trading within the borders of it.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="308px" alt="btc.to.usd"/></p>
<p>Bitcoin is the world’s most traded cryptocurrency, representing a huge slice of the crypto market pie. It was the first digital coin and, as such, remains the most famous and widely-adopted cryptocurrency in the world. The original gangster in whose footsteps all other coins must follow. The birth of Bitcoin was the genesis for an entirely new asset class, and a huge step away from forms of centralized control.</p>
<p>Today, many advocates believe Bitcoin will be the inevitable future for the entire global financial system, although this – of course – remains to be seen. Bitcoin is the first decentralized, peer-to-peer digital currency. One of its most important functions is that it is used as a decentralized store of value. In other words, it provides for ownership rights as a physical asset or as a unit of account. However, the latter store-of-value function has been debated.</p>
<p><h2>About Bitcoin Btc</h2>
</p>
<p>Yes, you can top up your CEX.IO balance with fiat funds using SWIFT, ACH, Faster Payments, and SEPA wire transfers. Just make sure this option is available in your country. 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. News Corp is a global, diversified media and information services company focused on creating and distributing authoritative and engaging content and other products and services. &#8220;A group of miners who didn&#8217;t like SegWit2x are opting for this new software that will increase the size of blocks from the current 1 megabyte to 8,&#8221; Morris told Business Insider. The Xe Rate Alerts will let you know when the rate you need is triggered on your selected currency pairs. Get the latest crypto news, updates, and reports by subscribing to our free newsletter.</p>
<p>Finance analytics believe that there are a few main drivers that affect BTC and most altcoins. The strongest one is probably the global adoption and popularity. Because the more people know about the asset, the more they want to buy it. Other factors, like network operability and transaction security, are also important, but they rather contribute to the two first mentioned. Thus, the news about the technical upgrade could attract more attention to the project so more people read about it and decide to obtain the digital token. We know people with the nickname, Satoshi Nakamoto, as the Bitcoin creators. But we shouldn’t forget that they have also created the first blockchain — the only kind of digital network where cryptocurrencies can operate. Even before BTC developers launched the first distributed ledger, the concept of blockchain was described by different computer scientists.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="309px" alt="btc.to.usd"/></p>
<p>When you look at the right part of the graph, you can see the price indexes. On the downside of the chart, we can see the time metric. Put the cursor on the latest candle and to find the current BTC in USD exchange rate. This is an approximate price at which you can buy Bitcoins for now. However, keep in mind this value can change dramatically even the next minute.</p>
<p>Q Cryptocurrency Report Altchain narratives are still going strong while the entire market undergoes a correction in light of growing macroeconomic woes. Compare the price &#038; changes of Bitcoin in USD for the week. BTC to USD rate today is $38,322 and has decreased -4.7% from $40,213.44 since yesterday. When the price hits the target price, an alert will be sent to you via browser notification.</p>
<p><h2>Bitcoin To Usd</h2>
</p>
<p>Bitcoin is secured with a Proof-of-Work mechanism, which means millions of miners work together to secure the decentralized network. Forcing a transaction is impossible because they would have to control 51% of all miners. The CEX.IO mobile app offers you more simple ways to exchange your crypto for fiats in the shortest time. Bitcoin, as the first virtual currency, was a pioneer in the crypto market. When the network was just launched, the rate of 1 BTC to USD was less than a cent. In ten years this value increased by million times and the last highest point the BTC has reached was nearly $62,000.</p>
<p><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='402px'/></a></p>
<p>This kind of fork requires only a majority of the miners upgrading to enforce the new rules. A hard fork is a protocol upgrade that is not backward compatible. This means every node needs to upgrade before the new blockchain with the hard fork activates and rejects any blocks or transactions from the old blockchain. The old blockchain will continue to exist and will continue to accept transactions, although it may be incompatible with other newer Bitcoin clients. Another point that Bitcoin proponents make is that the energy usage required by Bitcoin is all-inclusive such that it encompasess the process of creating, securing, using and transporting Bitcoin. Whereas with other financial sectors, this is not the case. Moreover, the energy consumption of Bitcoin can easily be tracked and traced, which the same cannot be said of the other two sectors. Those who defend Bitcoin also note that the complex validation process creates a more secure transaction system, which justifies the energy usage. Over the past few decades, consumers have become more curious about their energy consumption and personal effects on climate change. When news stories started swirling regarding the possible negative effects of Bitcoin’s energy consumption, many became concerned about Bitcoin and criticized this energy usage.</p>
<p>Since the Bitcoin law was passed in September 2021, Bukele has also announced plans to build Bitcoin City, a city fully based on mining Bitcoin with geothermal energy from volcanoes. Check out CoinMarketCap Alexandria’s guide on the top cold wallets of 2021 and top hot wallets of 2021. What exactly are governments and nonprofits doing to reduce Bitcoin energy consumption? Bitcoin’s most unique advantage comes from the fact that it was the very first cryptocurrency to appear on the market. Some concepts for a similar type of a decentralized electronic currency precede BTC, but Bitcoin holds the distinction of being the first-ever cryptocurrency to come into actual use. Enter an amount on the right-hand input field, to see the equivalent amount in Bitcoin on the left.</p>
<ul>
<li>These points are just a few reasons why people prefer virtual currencies against traditional fiat funds.</li>
<li>Finance analytics believe that there are a few main drivers that affect BTC and most altcoins.</li>
<li>However, to this point, critics claim that increasing Bitcoin’s renewable energy usage will take away from solar sources powering other sectors and industries like hospitals, factories or homes.</li>
</ul>
<p>Above this levels if we get some strong buying volume we should&#8230; BTC, along with the majors, have arrived at the trend bottom. Expect high volatility over the next few days as the trend is tested and established. Hello dear traders, we here new so we ask you to support our ideas with your LIKE and COMMENT, also be free to ask any question in comments, we will try to answer for all, thank you guys. In our previous BTC idea when price was around 40k I told you that price will go to support line. Now price is trading right at support line of expanding triangle and already&#8230; Bitcoin cash came out of left field, according to Charles Morris, a chief investment officer of NextBlock Global, an investment firm with digital assets.</p>
<p>Mt Pelerin Group SA is a company established in Switzerland since 2018, with offices in Neuchâtel and Geneva. We are an authorized financial intermediary, which means that our processes are regularly audited by an external and independent entity. We are affiliated with SRO-member VQF, an officially recognized self-regulatory organization according to the Anti-Money Laundering Act by FINMA, the Swiss financial market <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> supervisory authority. See our pricing page to see the different limits to sell Bitcoin by bank transfer, with or without KYC. Yes, there is a minimum cash out value of CHF25 to withdraw Bitcoin in USD by bank transfer with Mt Pelerin. History of daily rates BTC /USD since Thursday, 1 April 2021. LIVE CRYPTO PRICE CHARTS, NEWS in multiple currencies including US Dollars, Euros, Pounds Sterling, and more.</p>
<p>Hot wallets are able to be connected to the web, while cold wallets are used for keeping large amounts of coins outside of the internet. The emergence of the first cryptocurrency has created a conceptual and technological basis that subsequently inspired the development of thousands of competing projects. If you would like to know where to buy Bitcoin at the current rate, the top cryptocurrency exchanges for trading in Bitcoin stock are currently Binance, OKX, Bybit, CoinFLEX, and FTX. The exchange rates on this site are for information purposes only.</p>
<p>To receive alerts, please allow web browser notification permission. Taproot is a soft fork that bundles together BIP 340, 341 and 342 and aims to improve the scalability, efficiency, and privacy of the blockchain by introducing several new features.</p>
<p><h2>Breaking News</h2>
</p>
<p>It’s worth mentioning that crypto markets are highly volatile. By trading virtual currencies you can make profits more quickly than when you trade stocks. Besides, trading cryptocurrencies don’t require special finance education. That’s why it’s so attractive for institutional and retail users. Therefore it’s essential to follow the price charts and understand what influences the value of BTC and other coins and tokens. The live Bitcoin price today is $38,238.22 USD with a 24-hour trading volume of $31,813,163,887 USD.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">I’ve been wondering how I could do this with my beaxy… swear I’ve been thinking about this for months.</p>
<p>&mdash; GreighWard (@GreighWard) <a href="https://twitter.com/GreighWard/status/1445053085567655940?ref_src=twsrc%5Etfw">October 4, 2021</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
</p>
<p>Bitcoin can be traded across 493 different markets and is most actively traded in Binance. A hard fork is a radical change to the protocol that makes previously invalid blocks/transactions valid, and therefore requires all users to upgrade. For example, if users A and B are disagreeing <a href="https://www.beaxy.com/exchange/btc-usd/">btc.to.usd</a> on whether an incoming transaction is valid, a hard fork could make the transaction valid to users A and B, but not to user C. The most popular wallets for cryptocurrency include both hot and cold wallets. Cryptocurrency wallets vary from hot wallets and cold wallets.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Beaxy</p>
<p>&mdash; King of All Korean Jews 👑 (@koreanjewcrypto) <a href="https://twitter.com/koreanjewcrypto/status/1445869865189867521?ref_src=twsrc%5Etfw">October 6, 2021</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
</p>
<p>They are in favor of smaller bitcoin blocks, which they say are less vulnerable to hacking. On the other side are the miners, who want to increase the size of blocks to make the network faster and more scalable. But while fraudulent credit-card purchases are reversible, bitcoin transactions are not. Each bitcoin has a complicated ID, known as a hexadecimal code, that is many times more difficult to steal than someone&#8217;s credit-card information. And since there is a finite number to be accounted for, there is less of a chance bitcoin or fractions of a bitcoin will go missing. The Binance Refugee Crypto Card will serve users of the exchange from Ukraine who are escaping Russia&#8217;s war by moving to other European countries. Live tracking and notifications + flexible delivery and payment options. Russia&#8217;s suspension of gas supplies to Poland appeared to darken the largest cryptocurrency&#8217;s failed attempt to hold gains above $40K, market analysts say. Bitcoin is becoming more political by the day, particularly after El Salvador began accepting it as legal tender. The country&#8217;s president, Nayib Bukele, announced and implemented the decision almost unilaterally, dismissing criticism from his citizens, the Bank of England, the IMF, Vitalik Buterin and many others.</p>
<p>In our modern life, this new technology finds a lot of use cases outside the digital industry. Many online stores accept Bitcoin , Ether , Litecoin as payment methods. So you can buy Ethereum on the crypto exchange, for instance, and then use it to pay for goods and services. Unlike US dollars, whose buying power the Fed can dilute by printing more greenbacks, there simply won&#8217;t be more bitcoin available in the future. That has worried some skeptics, as it means a hack could be catastrophic in wiping out people&#8217;s bitcoin wallets, with less hope for reimbursement. Check live rates, send money securely, set rate alerts, receive notifications and more. 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. Bitcoin has a global 24-hour trading volume of $29,002,220,704.</p>
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		<item>
		<title>Ethusd</title>
		<link>https://latishahardy.com/2022/03/30/ethusd/</link>
		
		<dc:creator><![CDATA[tish]]></dc:creator>
		<pubDate>Wed, 30 Mar 2022 14:07:58 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
		<guid isPermaLink="false">https://latishahardy.com/?p=3047</guid>

					<description><![CDATA[You can use a centralized exchange like Coinbase or Binance, or a decentralized exchange like Sushiswap. Ripple is similar to Ethereum in that it&#8217;s token XRP is also able to conduct real transactions. For more information and a complete list of our advertising partners, please check out our full Advertising Disclosure. TheCollegeInvestor.com strives to keep [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>You can use a centralized exchange like Coinbase or Binance, or a decentralized exchange like Sushiswap. Ripple is similar to Ethereum in that it&#8217;s token XRP is also able to conduct real transactions. For more information and a complete list of our advertising partners, please check out our full Advertising Disclosure. TheCollegeInvestor.com strives to keep its information accurate and up to date. The information in our reviews could be different from what you find when visiting a financial institution, service provider or a specific product&#8217;s website.</p>
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" width="303px" alt="how much is eth"/></p>
<p>Your financial situation is unique and the products and services we review may not be right for your circumstances. We do not offer financial advice, advisory or brokerage services, nor do we recommend or advise individuals or to buy or sell particular stocks or securities. Performance information may have changed since the time of publication. To purchase Ethereum, enter its ticker symbol—ETH—in your exchange’s “buy” field and input the amount you want to buy. If you don’t want to buy a whole Ethereum token or don’t have enough money in your account for a full coin, you can purchase a fraction of one. For example, if the price of Ethereum is $2,000 and you invest $100, you will purchase 5% of an Ether coin.</p>
<p>After your purchase of Ethereum has been processed, you have to store your cryptocurrency. While some platforms will store it for you, some people opt to store their investments themselves to reduce the likelihood they will lose their crypto to a hack. This is understandable, but it’s also important to note that most major exchanges do insure their clients’ holdings and often store the majority of their assets offline to prevent massive theft. What’s more, historically exchanges that have been hacked have reimbursed any losses. While Bitcoin is the top cryptocurrency based on the value of its coins in circulation, Ethereum is no slouch. With a market <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> capitalization of over $232 billion, it’s the second leading form of cryptocurrency and has support from business leaders like Mark Cuban. The bitcoin blockchain is used to track ownership of digital currency, while the Ethereum blockchain focuses on running the programming code of any decentralized application. As opposed to mining for bitcoin, in the Ethereum blockchain, miners work to earn Ether. If you’re stuck on which one to use, you can narrow down your search a few ways. If you plan to keep your crypto on your account with an exchange, make sure you choose an exchange that uses offline, cold storage, and has strong protections against theft.</p>
<p>Warren Buffett and Charlie Munger called out stock-market gamblers, dismissed bitcoin as worthless, and underlined the risks of inflation. 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. Ethereum allows users to build and deploy software, commonly in the form of Dapps, which are then powered by a global <a href="https://www.beaxy.com/exchange/eth-usd/">ethereum usd</a> distributed network of computers all running Ethereum. The Ethereum network is decentralized, making it highly resistant to any form of censorship or downtime. Our new digital magazine goes beyond the daily headlines to put crypto and blockchain developments in perspective. What goes up, must come down, and after potentially reaching $14,000 per ETH, Ethereum could enter another bear market.</p>
<p><h2>Bitcoin, Ethereum, Dogecoin Trade Higher: Are Cryptos About To Shrug Off Fed&#8217;s Expected Rate Hike?</h2>
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<p>A market with a relatively high trading volume will have its price reflected more visibly in the overall average. Like, Ethereum, Bitcoin has stalled over the past month as well after its own strong November; Bitcoin set a new all-time high when it went over $68,000 on Nov. 10. The future of cryptocurrency is sure to include plenty more volatility in the price of Bitcoin and Ethereum, and experts’ advice for investors remains the same. 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. In addition, Ethereum is an open-source blockchain platform that runs on the usage of its native currency, called Ether or ETH. From ether’s official launch date in 2014 to March 2017, the token’s price remained rangebound between $0.70 and $21.</p>
<p>In 2018 the amount raised through Ethereum-enabled ICOs reached almost $8bn, increasing from just $90m in 2016. Join 10,000+ others who digest unique &#038; fundamental analysis each week. Last week, we discussed bearish sentiment emerging in the marketplace. However, this week we’ll see that several major developments have taken place to indicate that Ethereum adoption is still well underway. Last week, we discussed ongoing adoption in the Ethereum network. This week, we’ll take a look at the challenges that lie ahead for Ethereum amid negative sentiment around China’s trading and mining crackdown.</p>
<ul>
<li>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.</li>
<li>And our partners can never pay us to guarantee favorable reviews .</li>
<li>Network stakeholders known as “validators” will begin producing blocks, verifying transactions and managing the security of the blockchain in place of miners after Ethereum and Eth 2.0 are merged.</li>
<li>There is no one-size-fits-all solution for staking, and each is unique.</li>
<li>Ethereum has many uses and applications across the tech world, especially for gaming, music, entertainment, and DeFi — making it one of the most popular and widely-used cryptos this past year.</li>
</ul>
<p>The early Bitcoin investor and angel investor based the theory on an options contract strike price set to expire around that date. Later, the Enterprise Ethereum Alliance was founded to help develop standards for use across the Ethereum blockchain, such as the ERC-20 standard that is used to develop new tokens operating on the Ethereum protocol. In 2016, an exploit in The DAO project – a decentralized autonomous organization – resulted in over $50 million worth of the Ethereum supply being stolen. A validator has the ability to propose and attest to blocks for the network. To prevent dishonest behavior, users must have their funds at stake. Staking is a means to keep you honest, as your actions will have financial consequences. As you may have noticed, there are many ways to participate in Ethereum staking.</p>
<p>Like the apps on a phone, apps on the Ethereum blockchain can be anything from lending apps to payment platforms. Ethereum is vastly different from other cryptocurrencies such as Bitcoin, Litecoin, or even Ripple. Ethereum is a blockchain protocol for smart contracts, and Ether, also called ETH, is the native cryptocurrency that powers the Ethereum blockchain. Ethereum is a decentralized, open-source blockchain with smart contract functionality. Among cryptocurrencies, Ether is second only to Bitcoin in market capitalization.</p>
<p><h2>Crypto Indicators And Metrics For Beginner Investors</h2>
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<p>During the conference, Gavin Wood, Charles Hoskinson, and Anthony Di Iorio rented a house in Miami with Buterin at which they could develop a fuller sense of what Ethereum might become. Di Iorio invited friend Joseph Lubin, who invited reporter Morgen Peck, to bear witness. Six months later the founders met again in Zug, Switzerland, where Buterin told the founders that the project would proceed as a non-profit. Hoskinson left the project at that time and soon after founded IOHK, a blockchain company responsible for Cardano.</p>
<p><a href="https://www.beaxy.com/"><img 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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='405px'/></a></p>
<p>] a research-oriented language under development called Vyper (a strongly-typed Python-derived decidable language). Source code and compiler information are usually published along with the launch of the contract so that users can see the code and verify that it compiles to the bytecode that is on-chain. Using Ethereum’s “Turing complete” smart contract language, Solidity, developers are able to deploy a set of instructions to the blockchain that operate indefinitely with a high degree of finality and fraud-resistance. With the first block being mined in July 2015, Ethereum has since become the largest smart contract platform of its kind, and the second largest blockchain of all time as measured by market capitalization. Ethereum, on the other hand, is a software platform that allows developers to build other crypto-oriented apps on it. Ethereum’s native digital currency is Ether, and by buying it, investors in Ethereum are essentially betting that the Ethereum network will continue to be used and expanded upon by developers. Cryptocurrency pricing data can help investors find opportunities in the market and make more informed investment decisions.</p>
<p><h2>Eth = 2,883 12 Usd</h2>
</p>
<p>Ethereum is the second-largest cryptocurrency after Bitcoin, making up roughly one quarter of the entire 16,000-plus cryptocurrencies in existence — though no less volatile. Ethereum has ranged in value from less than $2,500 to more than $4,800 in recent months. While fees are important to consider, experts say you get what you pay for. Bigger, more established exchanges like Coinbase or Gemini, may have higher fees. But if an exchange has more protections, better security, or other important features to you, it may be worth slightly higher fees. Even before the war in Ukraine, the volatility for Ethereum came amid continued surging inflation and ongoing indications of changing monetary policy by the Federal Reserve to counteract inflation. Government officials have also continued to show an interest in more crypto regulation and even the possibility of creating a government-issued digital currency. Experts also point to other factors like the crypto market tracking the stock market, more mainstream adoption, and slumping prices in recent months as contributing to what we’re seeing with crypto prices right now. Even before the war in Ukraine, the volatility for Ethereum came amid continued surging inflation and ongoing indications that the Federal Reserve will begin raising rates to counteract inflation.</p>
<p>Buterin built Ethereum on the principles of DeFi, with the intention to create a place for people to offer products and services that can be accessed by anyone on the internet. Ether has been extremely volatile over the last few weeks as anticipation builds for its massive software upgrade. Investors and developers are calling it “The Merge,” and it’s expected to happen over the next few months, though a few recent developments suggest “The Merge” won’t happen in June as previously forecast. At NextAdvisor we’re firm believers in transparency and editorial independence. Editorial opinions are ours alone and have not been previously reviewed, approved, or endorsed by our partners. Editorial content from NextAdvisor is separate from TIME editorial content and is created by a different team of writers and editors. If you’ve met all of those benchmarks, the best thing you can do is ignore the hype around new record highs or lows. Like with traditional, long-term investing, the best thing you can do is “set it and forget it,” Humphrey Yang, the personal finance expert behind Humphrey Talks, previously told NextAdvisor.</p>
<p>The formal definition of the EVM is specified in the Ethereum Yellow Paper. EVMs have been implemented in C++, C#, Go, Haskell, Java, JavaScript, Python, Ruby, Rust, Elixir, Erlang, and soon[when? Ethereum is a decentralized blockchain that supports smart contracts-essentially computer programs-that can automatically execute when certain conditions are met. Price data is calculated using a volume weighted average formula. This formula takes real-time data from numerous Ethereum exchanges and weights the price based on each market’s 24 hour trading volume.</p>
<p><h2>Relative Eth Prices</h2>
</p>
<p>ETH kicked off with a price 600 times higher than it was just two years prior in January 2016. The euphoria, however, would peak and fizzle just after ETH reached a new all-time high of about $1,396 on Jan. 12. Except for one brief spike back up to $816, ETH’s price declined all throughout 2018. The first rapid climb happened between April and June, when ETH went from the mid $40s to a price of roughly $362. It achieved a few more peaks and valleys, until its next all-time high came in December — this time $826. Ethereum could grow in value by as much as 400% in 2022, potentially breaking the $4,000 mark, according to experts. All this has made for a shaky start to the year for Ethereum, which in January dropped below $2,200 — the lowest Ethereum’s price had been since July 2021.</p>
<p>Every new transaction is recorded on a new block, which is connected to previous and future blocks in a chain. Fraudsters who want to tamper with one transaction/block would have to tamper all preceding and following blocks, which is possible, but extremely difficult. EthereumPrice.org launched in March 2016 to allow users to easily track the price of Ethereum both historically and in real-time. The platform has since evolved to include several fiat currencies as well as price data for a number of Ethereum ERC20 tokens and other blockchain currencies.</p>
<p>Increasing mining difficulty lengthens the time it takes for miners to discover new blocks. That means less ether enters circulation in the form of block rewards, which in turn tapers overall issuance. This mechanism was activated, reset and delayed several times between 2017 and 2020, mainly because Ethereum developers needed more time to work on key updates ahead of the 2.0 upgrade. Unlike many other cryptocurrencies, Ethereum’s cryptocurrency has an unbounded supply, meaning there is no limit to how many ether can enter circulation.</p>
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<blockquote class="twitter-tweet">
<p lang="und" dir="ltr"><a href="https://twitter.com/BiGwinNyaTiNa?ref_src=twsrc%5Etfw">@BiGwinNyaTiNa</a> <a href="https://twitter.com/MEGAWIN_GLORYA?ref_src=twsrc%5Etfw">@MEGAWIN_GLORYA</a> <a href="https://twitter.com/_Oxqueen87?ref_src=twsrc%5Etfw">@_Oxqueen87</a></p>
<p>&mdash; dong yi bitshiba (@Donotrerollpls) <a href="https://twitter.com/Donotrerollpls/status/1521018173520195584?ref_src=twsrc%5Etfw">May 2, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
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<p>Lastly, make sure the platform you’re using is storing your crypto safely. Many exchanges let you to leave your investment within your account, which makes sense for most beginners. But if you want to further secure your digital assets, you can transfer them into a hot or cold wallet. First, you’ll want to choose a cryptocurrency exchange to purchase Ether or other digital currencies. Depending on the exchange you choose, you may need to provide information like your Social Security number and ID.</p>
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<h2>How much do you earn as an Ethereum validator?</h2>
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<p>For example, if you wanted to stake Ethereum as an independent validator using Bitfinex, you can currently earn $755 monthly or $8,948 annually. While this is by no means an amount you could live off of, it would certainly add a nice bonus to your regular yearly salary.</p>
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<p>This option also allows users to hold custody of their assets in their own Ethereum wallet. If you don&#8217;t want or don&#8217;t feel comfortable dealing with hardware but still want to stake your 32 ETH, staking-as-a-service options allow you to delegate the hard part while you earn native block rewards. This fee mechanism is designed to mitigate transaction spam, prevent infinite loops during contract execution, and provide for a market-based allocation of network resources. User accounts are the only type of account that may create transactions.</p>
<p>Last week, we saw how Ethereum prices have been pushed lower due to negative sentiment around Chinese regulations and concerns over a new Covid-19 variant. This week, we’ll take a look at the sudden crypto price surge we’ve seen in recent days. The cryptocurrency got off to a good start today before giving up some gains midday, but in general has been moving higher recently. There&#8217;s reason for investors to relax but one should definitely be aware of what&#8217;s at stake. Although future returns aren&#8217;t likely to resemble the past, this popular cryptocurrency still has brighter days ahead. Founded in 1993 by brothers Tom and David Gardner, The Motley Fool helps millions of people attain financial freedom through our website, podcasts, books, newspaper column, radio show, and premium investing services.</p>
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" width="301px" alt="how much is eth"/></p>
<p>This EVM is built into every full Ethereum node and can carry out more than 140 different operation codes . These are essentially machine instructions that can be strung together to perform virtually any task, which is what the term “Turing-complete” refers to. However, by far the biggest potential for Ethereum is the massive growth of decentralized finance, also called DeFi. The DeFi trend has exploded to include thousands of new tokens and projects which all rely on the blockchain. One issue related to using smart contracts on a public blockchain is that bugs, including security holes, are visible to all but cannot be fixed quickly. One example of this is the 2016 attack on The DAO, which could not be quickly stopped or reversed. The Ethereum Virtual Machine is the runtime environment for transaction execution in Ethereum. It includes a stack, memory, gas balance , program counter, and the persistent storage for all accounts . When a transaction calls a contract&#8217;s function, the arguments in the call are added to the stack and the EVM translates the contract&#8217;s bytecode into stack operations. Stack items may be stored in memory or storage, and data from memory/storage may be added to the stack.</p>
<p>Sign up for an account in minutes to buy crypto using credit card or bank transfer. With the help of his co-founders Gavin Woods and Anthony Di Iorio, Vitalik secured funding for the project in an online crowdfunding sale, accessible to the public, that occurred in 2014. The project acquired enough funding to launch the blockchain on 30 July, 2015. Circulating supply shows the number of coins or tokens that have been issued so far. Binance has the lowest transaction fee rate amongst all major trading platforms. Joseph Lubin, Jeffrey Wilcke and Wood were introduced later as the project’s last three co-founders. Together, the eight-member team formed an entity known as the Ethereum Foundation – a Switzerland-based nonprofit organization.</p>
<p>His work has appeared in CNBC + Acorns’s Grow, MarketWatch and The Financial Diet. Although Ether has had impressive returns in the past, it’s also had some significant crashes, sometimes in astonishingly short amounts of time. Notably, it went from a high of almost $4,000 per coin in May 2021 to less than $1,800 in June 2021. If you had bought in at its high, you’d be sitting with half that value just a month later. If you invested $1,000 in Ethereum in August 2015, your investment would be worth a staggering $2.23 million almost six years later. There are myriad ways to buy the cryptocurrency Ethereum and there is no single correct way of doing so. For a detailed guide to not only the acquisition of Ethereum but the storage and securing of it as well, see our Buy Ethereum guide. This dramatic volatility attracted global attention with the mainstream media running near-daily reports on the price of Ether. The publicity generated has been a major boon for the ecosystem, attracting thousands of new developers and business ventures alike.</p>
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<p lang="it" dir="ltr"><a href="https://twitter.com/hashtag/Bitcoin?src=hash&amp;ref_src=twsrc%5Etfw">#Bitcoin</a> Last Price $38995 <a href="https://twitter.com/hashtag/BTC?src=hash&amp;ref_src=twsrc%5Etfw">#BTC</a> 🚀<br />Daily Indicators:<br />-RSI: 44.2<br />-MA(20): 39779<br />-MA(50): 41977<br />-MA(200): 47157<br />-Bollinger B. lower/upper: 37693/41866<a href="https://twitter.com/hashtag/Ethereum?src=hash&amp;ref_src=twsrc%5Etfw">#Ethereum</a> Last $2860 <a href="https://twitter.com/hashtag/ETH?src=hash&amp;ref_src=twsrc%5Etfw">#ETH</a><br />-RSI: 44.3<br />-MA(20): 2957<br />-MA(50): 3061<br />-MA(200): 3452<br />-BB: 2745/3169<a href="https://twitter.com/hashtag/Crypto?src=hash&amp;ref_src=twsrc%5Etfw">#Crypto</a> <a href="https://twitter.com/hashtag/Live?src=hash&amp;ref_src=twsrc%5Etfw">#Live</a></p>
<p>55645</p>
<p>&mdash; Live Price Crypto (@LivePriceCrypto) <a href="https://twitter.com/LivePriceCrypto/status/1521018199755665408?ref_src=twsrc%5Etfw">May 2, 2022</a></p></blockquote>
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</p>
<p>It is currently trading at about $1,200 down from the new peak set in 2021. Technical analysis from the industry’s best analysts has been gathered to help understand if some of the price predictions from experts match what the charts are saying. If you&#8217;re interested in investing in Ethereum, and specifically Ether, you need a digital wallet connected to a cryptocurrency exchange. You see, Bitcoin uses a technology called blockchain specifically for conducting monetary transaction &#8211; it&#8217;s a straight currency. Ethereum uses blockchain technology to allow the creation of applications that can be executed in the cloud, can be protected from manipulation, and much more . However, a bi-product of this is that Ethereum uses a token called Ether, which is like Bitcoin, to transact.</p>
<p>Ether is the cryptocurrency generated by the Ethereum protocol as a reward to miners in a proof-of-work system for adding blocks to the blockchain. It is the only currency accepted to pay for transaction fees, which also go to miners. The block-addition reward together with the transaction fees provide the incentive to miners to keep the blockchain growing (i.e. to keep processing new transactions). Each Ethereum account has an ETH balance and may send ETH to any other account. The smallest subunit of ETH is known as a Wei, named after cryptocurrency pioneer Wei Dai, and is equal to 10−18 ETH. Ethereum is a public blockchain platform that allows developers to build and deploy decentralized applications. Ethereum runs smart contracts, which allow a higher level of protection from downtime, censorship, fraud or third party interference. These so-called smart contracts create trust between two parties.</p>
<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. 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. The billionaire investors touched on Robinhood, reflected on the pandemic, and emphasized the risks of speaking up about political issues. Some possible uses of ether include merchant remittance, sending funds to a friend for dinner and even buying a cup of coffee. The current price per unit of weight and currency will be displayed on the right. The Holdings Calculator permits you to calculate the current value of your gold and silver.</p>
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		<item>
		<title>Can I Transfer Money From Chase to Wells Fargo?</title>
		<link>https://latishahardy.com/2021/10/27/can-i-transfer-money-from-chase-to-wells-fargo/</link>
		
		<dc:creator><![CDATA[tish]]></dc:creator>
		<pubDate>Wed, 27 Oct 2021 12:47:16 +0000</pubDate>
				<category><![CDATA[Crypto News]]></category>
		<guid isPermaLink="false">https://latishahardy.com/?p=2861</guid>

					<description><![CDATA[Content Ways to get discounts on wire transfer fees How to transfer money from Chase to Wells Fargo Chase Bank International Wire Transfer Limit How long does an international wire transfer take? Because the domestic wire transfer fees from banks tend to be a fixed amount, it may be better to use banks for large [&#8230;]]]></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">Ways to get discounts on wire transfer fees</a></li>
<li><a href="#toc-1">How to transfer money from Chase to Wells Fargo</a></li>
<li><a href="#toc-2">Chase Bank International Wire Transfer Limit</a></li>
<li><a href="#toc-4">How long does an international wire transfer take?</a></li>
</ul>
</div>
<p>Because the domestic wire transfer fees from banks tend to be a fixed amount, it may be better to use banks for large domestic wire transfers. MyBankTracker compared fees for domestic and international wire transfers at the top U.S. banks to help you save when wiring money. Domestic wire transfers are those taking place within the same country. Domestic wire transfers are usually lower in cost and can be delivered the same day.<br />
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" width="301px" alt="chase bank wire fees"/><br />
If you have a Chase savings account there are withdrawal limits you need to know about. If you make more than six withdrawals from your savings account in a month, Chase will charge a $5 fee, and they will also automatically change your savings account to a checking account. With Wells Fargo Online Wires, you can send money to both personal and business accounts in the U.S. and 200+ countries. Wire transfers fees in Chase Bank vary depending on whether they are domestic or international and whether you are receiving or sending funds. Tedious – Bank-to-bank transfers are often easier than wiring money and require less information. Many banks have long instructions for wire transfers, making it easy to get a piece wrong. You’ll see how long your international payment will take when you set it up online or in the Chase app. Payments can take working days depending on the destination country and the recipient bank’s processes. Traditional banks don’t necessarily offer the cheapest or most convenient service when it comes to international payments.</p>
<h2 id="toc-0">Ways to get discounts on wire transfer fees</h2>
<p>All fees quoted are exclusive of any applicable duties and/or taxes and, where applicable, such duties and/or taxes will be added to the relevant fees charged. A consumer can use the online payments system PayPal to make a domestic transfer without paying a fee But international transfers trigger a 5% fee as well as a flat fee of 99 cents to $4.99. Though foreign exchange rates fluctuate, they should be universally applicable across all exchange platforms. Chase  charges more than almost every other US bank to send international wires. You&#8217;ll pay $34 for each overdraft transaction—when you spend more than what&#8217;s available in your account.</p>
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<h3>New Chase Bank Website &#8211; No Charge For Electric Vehicle Tools and Resources &#8211; The Auto Channel</h3>
<p>New Chase Bank Website &#8211; No Charge For Electric Vehicle Tools and Resources.</p>
<p>Posted: Thu, 07 Jul 2022 07:00:00 GMT [<a href='https://www.theautochannel.com/news/2022/07/07/1164883-new-chase-website-plugs-consumers-into-electric-vehicle-tools-and.html' rel="nofollow">source</a>]</p>
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<p>Bank deposit products, such as checking, savings and bank lending and related services are offered by JPMorgan Chase Bank, N.A. Member FDIC. Not a commitment to lend. With our competitive exchange rates and low-fees, you can be sure your money arrives on time and in full. On top of that, your bank isn’t the only one charging service fees to handle your money. By the time it gets where you need it to go, your payment could be hundreds of dollars less than what you originally sent. But, there are more tangible and somewhat understandable fees that Chase and other banks charge for international wires. Chase Bank is a globally reputable bank with a long history, and you can certainly trust them with your next international money transfer.</p>
<h2 id="toc-1">How to transfer money from Chase to Wells Fargo</h2>
<p>You can access checking and saving accounts, credit cards, loans and more. You can also make international payments from your Chase checking or business account. However, using Chase to send your payment may not be your cheapest option. OnJuno’s FDIC insured High Yield Checking Account can help you earn an industry-leading 1.20% on all deposits. No more anxiety of switching between checking and savings accounts. Xe offers transfers to over 170 countries and in 65 currencies.</p>
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<h3>Chase Bank Promotions July 2022: $100, $200, $300, $500, $750 Bonus Offers &#8211; Forbes</h3>
<p>Chase Bank Promotions July 2022: $100, $200, $300, $500, $750 Bonus Offers.</p>
<p>Posted: Wed, 18 May 2022 12:55:01 GMT [<a href='https://www.forbes.com/advisor/banking/chase-bank-promotions-bonus/' rel="nofollow">source</a>]</p>
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<p>Forward-looking statements should not be considered as guarantees or predictions of future events. John Egan is a freelance writer, editor and content marketing strategist in Austin, Texas. His work has been published by Experian, CreditCards.com, Bankrate, SHRM.org, National Real Estate Investor, U.S. News &#038; World Report, Urban Land magazine and other outlets. John earned a bachelor&#8217;s degree in journalism from the University of Kansas and a master&#8217;s degree in communication from Southern New Hampshire University. Ultimately, banks like Chase take advantage of established client trust.</p>
<p>If you need to make changes, Chase Bank has a “Change” button so you can go back and correct any details. Once you’ve entered all the recipient’s wire transfer information, it will be displayed on the next page for you to verify. You’ll then be prompted to fill in additional information <a href="https://www.beaxy.com/exchange/ltc-btc/">https://www.beaxy.com/exchange/ltc-btc/</a> regarding the receiving bank’s mailing address and bank account number. Banks charge other banks what’s called a midmarket — or interbank — rate for trading large amounts of foreign currency. But when banks convert money for consumers, they charge a higher markup.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Chase Bank introducing $25 fees on all outgoing domestic wire transfers from Feb 6. Better dust off the old cheque book. No logic in that</p>
<p>&mdash; Nina Tsang (@NinaTsang) <a href="https://twitter.com/NinaTsang/status/32844202689691649?ref_src=twsrc%5Etfw">February 2, 2011</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>There can also be fees to receive the money, generally around $15. Requests received after Cut-off Time will be processed the next business day. Every day, get fresh ideas on how to save and make money and achieve your financial goals. Rates are subject to change; unless otherwise noted, rates are updated periodically. All other information on accounts is accurate as of June 10, 2022. Whether in the U.S. or abroad, you can avoid ATM fees by using a Chase ATM. To avoid an overdraft fee at Chase, the best thing to do is to make sure you don’t overdraw your account in the first place. If your account is overdrawn by more than $5, it’s subject to overdraft fees.</p>
<p>It is a bit more complicated when it comes to foreign wire transfers, also known as remittance transfers. A transaction can only be stopped if the receiving bank gets a cancellation notice from the sending bank before instructions are processed to complete the transfer. There may also be fees or conversion factors to change to foreign currency. The tracer will show how and when the transfer was processed between sending, receiving, and intermediary banks, and, most importantly, where it is now. In the unlikely event your wire goes to the wrong account, this is how you can find it. Wire transfers can only be completed by the initiating party, so a wire transfer will never take money from your account or compromise your information without your action. Overall, Chase Bank is a secure and reliable financial institution for managing your money.</p>
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<h2>Can you wire a million dollars?</h2>
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<p>Yes. Money transfer services and banks all report large transfers. And it&apos;s not just the 1 million dollar ones, either. Some have reporting thresholds as low as $1,000.</p>
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<p>Citi is not responsible for the products, services or facilities provided and/or owned by other companies. Read more about <a href="https://www.beaxy.com/exchange/btc-usd/">how much is 1 bitcoin worth in us dollars</a> here. Sign up to receive more well-researched small business articles and topics in your inbox, personalized for you. Matt Sexton is a finance expert at Fit Small Business, specializing in Small Business Finance. He holds a bachelor’s degree from Northern Kentucky University and has more than 10 years of finance experience and more than 20 years of journalism experience.</p>
<h2 id="toc-4">How long does an international wire transfer take?</h2>
<p>But if you need a refund, you don&#8217;t have to keep going around in circles with them—you have a better option—DoNotPay. DoNotPay knows how Chase and other banks operate and has specific insight into the best way to get their attention. We’re transparent about how we are able to bring quality content, competitive rates, and useful tools to you by explaining how we make money. Our experts have been helping you master your money for over four decades. We continually strive to provide consumers with the expert advice and tools needed to succeed throughout life’s financial journey. $0 if the transfer was sent with the help of a Chase banker or with chase.com or Chase Mobile. A writer and editor at Monito, Jarrod is passionate about helping people apply today’s powerful finance technologies to their lives. He brings his background in international affairs and his experiences living in Japan to provide readers with comprehensive information that also acknowledges the local context. Questions and responses on finder.com are not provided, paid for or otherwise endorsed by any bank or brand. These banks and brands are not responsible for ensuring that comments are answered or accurate.</p>
<p>Chase Bank has multiple security features in place to keep your money safe. Including multistep authentication checks, fraud monitoring, secure messages and encryption technology. Chase provides step-by-step instructions for hassle-free money transfers. And remember, Wise is a great alternative to your bank as a payment option that makes it easier and cheaper to send your money internationally. At some banks that do not charge a fee, an intermediary bank may be used to facilitate the transfer, and that institution may charge a fee. This may influence which products we review and write about , but it in no way affects our recommendations or advice, which are grounded in thousands of hours of research. Our partners cannot pay us to guarantee favorable reviews of their products or services. Get more from a personalized relationship with a dedicated banker to help you manage your everyday banking needs and a J.P. Morgan Private Client Advisor who will help develop a personalized investment strategy to meet your evolving needs.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr"><a href="https://twitter.com/MeliDavies?ref_src=twsrc%5Etfw">@MeliDavies</a> contacted Chase bank about wire fees. &#8216;No problem,  we&#8217;ll credit your account with those fees .&#8217;  Wow they did the right thing.</p>
<p>&mdash; Peter Davies (@GolfRulesCanada) <a href="https://twitter.com/GolfRulesCanada/status/297401292253450240?ref_src=twsrc%5Etfw">February 1, 2013</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>Bank of America requires a minimum opening deposit of $100 while Chase does not. Chase also offers subaccounts in both its Performance and Platinum Business Checking accounts. Many or all of the offers on this site are from companies from which Insider receives compensation . Advertising considerations may impact how and where products appear on this site but do not affect any editorial decisions, such as which products we write about and how we evaluate them. Linked accounts have more limited use to customers when it comes to waiving fees. You’ll always be able to reach an actual human being to help you manage your account or answer your banking questions with a Chase Premier Platinum account.<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 />
Those who have the Premier Plus checking account also can use any of Chase’s in-network ATMs for free and get 24-hour online banking access and online bill pay as well as Chase customer service. Enrollment in Wells Fargo Online® Wires is required, and terms and conditions apply. Applicable outgoing or incoming wire transfer service fees apply, unless waived by the terms of your account. Wells Fargo Online Wires are unavailable through a tablet device using the Wells Fargo Mobile® app.</p>
<ul>
<li>Every day, get fresh ideas on how to save and make money and achieve your financial goals.</li>
<li>Chase’s business offerings are why we chose it as the best bank for small businesses.</li>
<li>Once the wire transfer is done, the funds are immediately withdrawn from the sender’s account and made available to the recipient as a cleared payment.</li>
<li>However, since Chase doesn’t charge for out-of-network ATM fees, frequent trips to out-of-network ATMs can increase Bank of America’s fees.</li>
<li>This article is designed to answer some basic questions about how to transfer money from Chase to Wells Fargo as easily and simply as possible.</li>
<li>Nothing in this document shall be regarded as an offer, solicitation, recommendation or advice given by J.P.</li>
</ul>
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