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	<title>Bitcoin News Archivy |</title>
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		<title>Why Is The Bitcoin Depth Chart Important For Trading?</title>
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					<description><![CDATA[<p>Content Market data visualization in the era of HFT and AI Trading crypto Market Depth 101 When a stock&#8217;s bid and offer prices overlap, Spark indicates the anticipated auction price and volume by placing a blue bar in the depth chart. The highest bid and lowest ask prices are found at the top of the [&#8230;]</p>
<p>The post <a href="https://atelier3m.cz/why-is-the-bitcoin-depth-chart-important-for/">Why Is The Bitcoin Depth Chart Important For Trading?</a> appeared first on <a href="https://atelier3m.cz"></a>.</p>
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										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Market data visualization in the era of HFT and AI</a></li>
<li><a href="#toc-1">Trading crypto</a></li>
<li><a href="#toc-3">Market Depth 101</a></li>
</ul>
</div>
<p>When a stock&#8217;s bid and offer prices overlap, Spark indicates the anticipated auction price and volume by placing a blue bar in the depth chart. The highest bid and lowest ask prices are found at the top of the book. Binance order books show the cumulative size of liquidity for each side of the market (buy/sell) <a href="https://www.beaxy.com/exchange/btc-usd/">https://www.beaxy.com/exchange/btc-usd/</a> up to the top of the book. Each price level will show the given quantity of orders that participants are willing to buy or sell the asset. Almost every exchange uses order books to list orders for various assets such as equities, bonds, currencies, and even cryptocurrencies such as Bitcoin.</p>
<p>Market depth data can be a bit like salt—we barely notice it in our day-to-day lives, but it can matter a lot if it’s missing altogether. As it happens, not all brokers and stock analysis software provide market depth charts. This is also the case with national stock exchanges—like the situation in 2018 in Nepal when traders learned their new trading system couldn’t display market depth data due to tech issues. A depth chart is a tool for understanding the supply and demand of Bitcoin at a given moment for a range of prices. It is a visual representation of an order book, which is the outstanding buy or sell orders of an asset at varying price levels.</p>
<h2 id="toc-0">Market data visualization in the era of HFT and AI</h2>
<p>TD Ameritrade does not make recommendations or determine the suitability of any security, strategy or course of action for you through your use of our trading tools. Any investment decision you make in your self-directed account is solely your responsibility. Access to real-time market data is conditioned on acceptance of the exchange agreements. Futures, futures options, and forex trading services provided by Charles Schwab Futures &#038; Forex LLC. Trading privileges subject to review and approval. Forex accounts are not available to residents of Ohio or Arizona.</p>
<ul>
<li>A higher buy wall means more pending buy orders exist at a certain price.</li>
<li>Your real data will probably be more complex and require more filters.</li>
<li>Market depth is typically presented as a table of current bid-ask prices and how many traders are willing to purchase at those prices.</li>
<li>Bids are the prices traders are willing to pay, and asks are the prices at which traders are willing to sell.</li>
<li>A depth chart is a visual representation of the ‘bid’ and ‘ask’ sides of the order book.</li>
<li>Market depth is an important trading metric many ignore; but paying attention to depth before taking a dive always pays off.</li>
</ul>
<p>The bottom chart is the orders, the top chart is the accumulated value. The Order Book shows how many limit orders are active at each price level at the current moment. This table is similar to how a brokerage firm such as InteractiveBrokers or TD Ameritrade would show market depth. Use the mmpMarker object to configure your mid-market price marker. By default, the marker label displays the mid market price value. To change this, add a text attribute with your your new label as its value. The best use of DOM information is to help determine very precise entry and exit points for short-term traders. An order book which is heavily tilted towards longs or shorts can also help traders to determine the best direction to trade in over the short-term. ● The left side of the chart represents the quantity of outstanding bid/buy orders. The spread is defined as the distance in price between the best bid and best ask.</p>
<h2 id="toc-1">Trading crypto</h2>
<p>As Micro Bitcoin Futures gain popularity, futures and cryptocurrency traders can both benefit from this tool. This allows users to see a full list of buy and sell orders pending execution, along with the size of the trade, rather than just the best options available. The current quote in the security, MEOW shares, is $13.62 – $13.68, with 3,000 shares on the bid and 500 shares on the offer. If all 3,000 shares were sold at $13.62, the next best bid would be $13.45, but only for 16 shares. If you are asking how do you trade off of that, well, that’s leaves the realm of economic charting and basic math and goes instead to psychology. If there is a demand curve that looks abnormal in some certain way, some traders might think that means it is time to buy. Or if the line grows or shrinks, some interpret that as a being a trading signal and trade off that. So if Alice bids 2.0 at $3300 and Bob bids 3.0 at $3400, the cumulative number of bids at $3300 is $16800 cumulative (both Bob’s $10200 plus Alice’s $6600 are  for sale at that price point.). The ask line represents the cumulative value of the asks, or sell orders, at each price point.</p>
<p>I have no recollection how it came up, but someone suggested making a 3D scrolling depth chart. One of my favourite bits of data has to be level 2 order book data. Not only because how to store it is an industry favourite interview question, but also because this series of numbers provides a window into the intent of the whole market. Anyone who wishes to make an impact on the market, must go through the arbiter that is the order book.<br />
Heatmap is a way to determine where liquidity is in the market and how liquidity-providers are behaving. In other words, it is a way to determine where the actual orders in the market are being made. In this article, we will explain what Heatmap does and why it is useful to traders. Depth of Market allows users to quickly manage stop levels and pending orders of open positions. To do this, enable &#8222;One-click trading&#8220; in the client terminal&#8217;s settings. Trade requests are sent from Depth of Market instantly without showing a trading dialog. If you are asking how do you trade off of that, well, that’s leaves the realm of economic charting along with basic math and extends instead into psychology. When there is a demand curve that looks abnormal in some certain way, a few traders could think that means now is the time to buy. Or if the line grows or shrinks, some interpret that as a being a trading sign and trade off that. You probably already understand the relationship between supply and demand.</p>
<p>By providing valuable trading information, order books also improve market transparency. The palette attribute defines a custom palette for the highest and lowest buy prices, respectively . Provide a string of two comma separated color, HEX, or RGB values. The first value represents the high buy prices and the second value represents the low buy prices. Read more about <a href="https://www.beaxy.com/faq/how-do-i-read-the-order-book/">how to read an order book</a> here. Add the field to the Detail tab on the Marks card and then create a reference line displaying the last trade price (hint, right click on the Order Price axis and select “Add Reference Line”).</p>
<p>Or I could see the price moving and decide to cancel my order, at which point the wall disappears. When dealing with a actual exchange, you can put these orders in and leave them in for a long time. This allows trading to occur when not all traders are in front of their terminals. For example, I could put in a sell order that will execute if the price spikes above a certain point. A trader could then look to enter a short position or close an existing long position in anticipation of a move lower over the near term. In a more general way, you can often use market depth as a method of gauging market sentiment to select the most likely short-term price direction. By analysing the total volume of bid and offer orders within a range of the market price, you can see which side has more weight in the market.</p>
<p>More depth (i.e. open orders on both sides of the orderbook) and even distribution of depth indicate that an asset can sustain larger/more orders without significant price volatility. ● The interest of buying and selling isn’t concentrated around a set price. This often means the asset will see price volatility in the near future. The order age option highlights orders in the depth queue that have been entered into the market after a specified period or time. The auction price indicator updates in real-time in response to changes in the overlapped depth queues. This demo shows how you can implement a simple “Order Book” chart using our XYChart. The chart shows a real distribution of booked sell and buy orders for bitcoin and their volume. Additionally, the panel will also have tabs that relate to limit orders and filled orders. Open Orders display limit orders that have been placed, but have not yet been executed. For a detailed view of all previous orders &#8211; see the History page.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">What is Market Depth Chart in Trading?<a href="https://t.co/cAJWHLQHfK">https://t.co/cAJWHLQHfK</a><br />As more tech guys and common people rather than trad<a href="https://t.co/LznRColayh">https://t.co/LznRColayh</a></p>
<p>&mdash; M157q News RSS (@M157q_News_RSS) <a href="https://twitter.com/M157q_News_RSS/status/938483331435393024?ref_src=twsrc%5Etfw">December 6, 2017</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>One of the interesting things about working with data is that you end up spending a lot of time looking at it. An order book is constantly updated in real-time throughout the day, which means they are dynamic and reflect the real-time intent of the market participants. For both the bid side and ask side , it displays size and price available. The spread between the top of the bid and ask side is displayed as well. The price chart is an easy way to view historical pricing with 1 day or 1 hour candlesticks. It incorporates all the standard tools and indicators that can be overlayed from TradingView. Supporting documentation for any claims, comparison, statistics, or other technical data will be supplied upon request.</p>
<h2 id="toc-4">Standard Order Book Visualisation</h2>
<p>In the past, this data used to be available for a fee, but nowadays most trading platforms offer some form of market depth display for free. This allows all parties trading in a security to see a full list of buy and sell orders pending execution, along with their sizes—instead of simply the best ones. In addition to price levels, market depth considers the order size, or volume, at each price level. A depth chart is a graphical representation of buy and sell orders for a specific asset at various prices. A depth chart illustrates both sides of supply and demand to show how much of an asset you can sell at a particular price point. The depth chart is a visual way of displaying the existing buys and sells placed around the current price.<br />
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alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='401px'/></a><br />
The example below used by BitMEX will be familiar to anyone who trades crypto or any other financial markets. As orders flow in and out of the market and trading occurs, the depth charts automatically update. These changes are animated, drawing your attention to the changes taking place. The ask/sell-side of the depth chart is the same concept, just flipped. The vertical axis shows the total accumulated value of the number of Bitcoins being sold at each price increment along the horizontal axis. At each price point, you can add up all the bids and plot the total along the vertical axis , representing the total number of bids at that price level. This Bitcoin or USD is set up in ‘bids’ in the exchange ‘order book’ to purchase at prices lower than the supply is currently asking on the ‘sell-side’ of the order book. Since you have made it this far, you probably already understand the relationship between supply and demand. But for the readers who need a little help on this topic, I’ll give a brief and basic breakdown concerning the crypto markets. For example, an asset may have only a few orders within the current price and many orders at a much higher or lower price.<br />
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" width="304px" alt="what is depth chart trading"/><br />
The depth chart makes it easy to see how the number of Bitcoins for sale ramp up at specific prices, which cause what we call ‘resistance’ for the price to go up. For real-life markets, a similar table exists known as the market depth chart. It combines all the current orders to show an overall view of the order volumes and prices. In trading, Market Depth refers to a market’s ability to sustain large orders without significantly affecting price. Market depth is typically evaluated by looking at the order book of a security. Order books are a list of pending orders to buy or sell at various price levels. Market depth refers to a market&#8217;s ability to absorb relatively large market orders without significantly impacting the price of the security. Market depth considers the overall level and breadth of open orders, bids, and offers, and usually refers to trading within an individual security. A depth chart shows the demand and supply of a specific stock, commodity or currency.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr"><a href="https://twitter.com/OmarKelly?ref_src=twsrc%5Etfw">@OmarKelly</a> What is wrong with Christian Michaels?  Or maybe trading for Kniles Davis?  Davis was 3rd on KCs depth chart</p>
<p>&mdash; Eric Teixeira (@texstyles23) <a href="https://twitter.com/texstyles23/status/710602290277777408?ref_src=twsrc%5Etfw">March 17, 2016</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>Being able to view the depth of market information for a particular security in real-time allows traders to profit from short-term price volatility. Market depth data helps traders determine where the price of a particular security could be heading. For example, a trader may use market depth data to understand thebid-ask spreadfor a security, along with thevolumeaccumulating above both figures. The more unnoticed buy orders prevail at a given price, the greater the buy wall. A high buy wall can mean that traders believe the value will not fall below a marked price. A large buy wall stops bitcoin prices from falling rapidly because it formulates a large number of buy orders at a single price. In the time of a bearish market cycle, buy wall orders may be filled more quickly than during bullish market cycles due to hiked market liquidity. The formulation and increase of a buy wall can be affected by market psychology. In finance, market depth is a real-time list displaying the quantity to be sold versus unit price. The list is organized by price level and is reflective of real-time market activity.</p>
<p>Use the all-in-one multi-asset MetaTrader 5 platform to trade Forex, Stocks and Futures. MetaTrader 5 provides advanced technical analysis tools, as well as algorithmic and social trading features. Enjoy mobile trading from a smartphone and a tablet or use the web platform to work from any browser on any device. If you can manage to make 2-3% profit each day off a few trades, compound interest will be your best friend. Liquidity is a term that describes the amount of activity in the given market. High liquidity means a high volume of trades in a market where many parties are willing to take the other side of a transaction. In a currency pair, you can see the base currency&#8217;s value relative to the quote currency. The price indicates how much of the quote currency is required to buy one base currency unit.</p>
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<h3>How potential John Wall addition could change Clippers’ lineup, depth chart in 2022-23 &#8211; The Athletic</h3>
<p>How potential John Wall addition could change Clippers’ lineup, depth chart in 2022-23.</p>
<p>Posted: Tue, 28 Jun 2022 07:00:00 GMT [<a href='https://theathletic.com/3387188/2022/06/28/john-wall-clippers-lineup-fit/' rel="nofollow">source</a>]</p>
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<p>Securities with poor depth of market tend to be more obscure companies with smaller market capitalizations. The prices of their stocks are likely to move if a single trader places a large buy or sell order. Stocks with a strong depth of market tend to be popular large-cap companies like Apple . They usually have strong volumes and are quite liquid, allowing traders to place large orders without significantly affecting their market prices. Securities with strong market depth will usually have strong volume and be quite liquid, allowing traders to place large orders without significantly affecting the market price.</p>
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<h2>How do you read depth chart?</h2>
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<p>The soundings printed on the chart normally represent the depth at mean lower low water (MLLW), so the actual depth is usually more than the charted depth. However, when the tide table shows a negative low-tide entry, actual depths will be less than the chart indicates.</p>
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<p>It is the form in which market depth exists, and generally, trading platforms offer market depth displays to the public. By measuring real-time supply and demand, market depth is used by traders to assess the likely direction of an asset’s price. It is also used to gauge the number of shares of the asset that can be bought without causing its price to appreciate. A depth chart is a visual representation of buy and sell orders for a particular asset at varied prices. Market depth is an electronic list of buy and sell orders, organized by price level and updated to reflect real-time market activity. In summary the depth chart is a graphical representation of demand and supply in the current market. As traders make orders to buy or sell these requests are added to the order book until the request is filled. The depth chart is a graphical representation of the order book showing the total value of requests to buy and sell at various price levels. Often, individuals will choose to either hold bitcoin as a long-term investment, or engage in trading. These markets are usually owned by a company who pairs buyers and sellers of different assets and maintains the market’s fairness.</p>
<p>Options are not suitable for all investors as the special risks inherent to options trading may expose investors to potentially rapid and substantial losses. Prior to trading options, you should carefully read Characteristics and Risks of Standardized Options. The Market Depth gadget provides you with an outline of best bid and ask quotes for a symbol from major exchanges. Like all other gadgets, the Market Depth can be displayed as a section of the left sidebar or a separate window . If you want to learn how to be successful with trading and investing in the cryptocurrency markets, you need to invest in yourself and learn how to do it right. From all my years of experience, I have seen that these depth chart curves’ movements seem to take on certain characteristics when markets are trending up or down. A depth chart is a visual representation of the ‘bid’ and ‘ask’ sides of the order book. By the time  you finish this article, you will have a strong understanding of how using this kind of crypto chart can advise your trading decisions. You can place orders at a specific prices To buy – click the cell at a price you want in the left column, to sell – in the right one. Market breadth and depth affect trading because they are derivatives of fundamental market aspects such as liquidity, volume, and volatility.</p>
<p>The post <a href="https://atelier3m.cz/why-is-the-bitcoin-depth-chart-important-for/">Why Is The Bitcoin Depth Chart Important For Trading?</a> appeared first on <a href="https://atelier3m.cz"></a>.</p>
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		<title>How To Buy Ripple</title>
		<link>https://atelier3m.cz/how-to-smartly-buy-xrp-with-paypal-and-build-your/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=how-to-smartly-buy-xrp-with-paypal-and-build-your</link>
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		<dc:creator><![CDATA[jerry.kavan@gmail.com]]></dc:creator>
		<pubDate>Fri, 22 Jul 2022 15:14:24 +0000</pubDate>
				<category><![CDATA[Bitcoin News]]></category>
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					<description><![CDATA[<p>Content Where To Buy Ripple (Xrp) Breaking News: Paypal, Venmo To Allow Users To Purchase Bitcoin &#038; Crypto Purchase Ripple Using An Online Exchange Introducing Ripple Live Cryptocurrency Prices Get Started Withbitcoin Today! A crypto hardware wallet is among the smarter choices for storing any crypto, including XRP. To entry your XRP wallets you need [&#8230;]</p>
<p>The post <a href="https://atelier3m.cz/how-to-smartly-buy-xrp-with-paypal-and-build-your/">How To Buy Ripple</a> appeared first on <a href="https://atelier3m.cz"></a>.</p>
]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Where To Buy Ripple (Xrp)</a></li>
<li><a href="#toc-1">Breaking News: Paypal, Venmo To Allow Users To Purchase Bitcoin &#038; Crypto</a></li>
<li><a href="#toc-2">Purchase Ripple Using An Online Exchange</a></li>
<li><a href="#toc-3">Introducing Ripple</a></li>
<li><a href="#toc-4">Live Cryptocurrency Prices</a></li>
<li><a href="#toc-5">Get Started Withbitcoin Today!</a></li>
</ul>
</div>
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" width="303px" alt="buy ripple xrp with paypal"/></p>
<p>A crypto hardware wallet is among the smarter choices for storing any crypto, including XRP. To entry your XRP wallets you need to have the personal keys , and usually, the private keys to your Ripple pockets are 12 phrases or 24 phrases passphrase. We can perceive why you might be interested in investing in Ripple’s cryptocurrency XRP.</p>
<p>VideoCoin is a cryptocurrency that runs on the Ethereum blockchain. The asset is rewarded to producers and customers of web-based video content material. ZEC is a privacy targeted digital asset that giver customers the flexibility to decide on between sending public or private transactions. Ethereum Classic is a decentralized network that&#8217;s tailor-made to utility development.</p>
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<h2>Why is ripple so cheap?</h2>
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<p>The price of XRP is down 95% since it&#8217;s all-time high. Ripple regularly release large amounts of XRP from escrow accounts, increasing its supply. This gives XRP a 20% inflation rate—much higher than rival cryptocurrencies, and has likely dampened its price.</p>
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<p>Gateways settle for deposits from individuals or institutions and issue balances on the Ripple ledger. Gateways can even have their <a href="https://www.beaxy.com/buy-sell/xrp-btc/">buy ripple xrp with paypal</a> own necessities like Know Your Customer and Anti-Money Laundering processes that require identifiable information about individuals involved in transactions.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="307px" alt="buy ripple xrp with paypal"/></p>
<p>xVia is the link between money and data for all types of payers. xRapid is a project that goals to assist fee processors enter rising markets by lowering the quantity of liquidity required for entry. For instance <a href="https://www.beaxy.com/buy-sell/xrp-btc/">buy ripple xrp with paypal</a>, contemplate a fee processor that wants to broaden their operations to incorporate Nairobi, one of the most essential cities in East Africa.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="308px" alt="buy ripple xrp with paypal"/></p>
<p>On common, the pace of an XRP transaction is a whopping three seconds or less. The Ripple firm claims that it has a stable raft of financial establishments which might be already thinking about collaborating within the xRapid pilot. The business additionally emphasises the speed associated with Ripple transactions, which mean any financial establishments involved with the system are uncovered to extraordinarily restricted volatility. Some brands provide versions for both desktop and mobile wallets in addition to being suitable with main ‘cold’ pockets brands. These are usually capable of interacting with one another, and so present an ideal steadiness between safety and comfort.</p>
<h2 id="toc-0">Where To Buy Ripple (Xrp)</h2>
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<h2>Is it a good time to invest in Ripple?</h2>
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<p>So given its low price and increasingly mainstream appeal, snapping up some Ripple is a relatively low-risk option with the potential for a big return on investment. Ripple solves problems for large financial institutions. It also speeds up the flow of capital, which is excellent for the economy.</p>
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</div>
<h3 id="toc-1">Breaking News: Paypal, Venmo To Allow Users To Purchase Bitcoin &#038; Crypto</h3>
<p>RippleNet operates because the infrastructure beneath these establishments, connecting them to at least one one other to resolve funds and switch funds. xVia is an API that permits firms, banks, and fee <a href="https://www.xe.com/">https://www.xe.com/</a> processors to combine with the RippleNet to send funds. Along with those payments, senders can embody rich info, like invoices or supporting documentation.</p>
<h2 id="toc-2">Purchase Ripple Using An Online Exchange</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="302px" alt="buy ripple xrp with paypal"/></p>
<p>Follow this step-by-step guide to buy Ripple XRP with credit card within the Crypto.com app. To change the trade course, use the left sidebar and don&#8217;t forget to select forex sort within the drop-down record. If you’re interested in trading XRP you don’t have to worry about getting an appropriate wallet because <a href="https://www.beaxy.com/exchange/eth-usd/">eth price</a> you’re in constant movement and shifting it to a wallet gives you a time-disadvantage. Using CFD brokers, you may make a revenue from Ripple with out the hassle and safety risk of owning its coins. The Ripple system is decentralised because the community collectively validates transactions utilising the Ripple Protocol Consensus Algorithm .</p>
<h3 id="toc-3">Introducing Ripple</h3>
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<h2>What is XUMM?</h2>
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<p>The xumm platform allows developers and app users to &#8222;meet up&#8220;. While users can simply use the xumm application to track their accounts, balances and transactions, the true power of xumm is the platform available for developers and app users.</p>
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<h3 id="toc-4">Live Cryptocurrency Prices</h3>
<p>You may also get entry to the Beaxy cell functions for iOS and Android devices. Software wallets are the commonest storage service and are linked directly to the internet . The benefit of most of these wallets is that they can be accessed so long <a href="https://finance.yahoo.com/">https://finance.yahoo.com/</a> as there is an web connection. However, they aren’t the most safe as they&#8217;ll nonetheless be attacked by hackers, even should you use safe passwords and 2FA. Ripple, the company that developed the XRP digital asset and digital ledger, has a reserve of billions of XRP tokens.</p>
<h2 id="toc-5">Get Started Withbitcoin Today!</h2>
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<h2>Can XRP make you a millionaire?</h2>
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<p>Current XRP market cap is $11,8 Billion and supply is 43,7 Billion units, which gives us approximately 27 cents per coin.  In this case the price of XRP would be just $2.8 which gives us 10x. So, you should invest $100 000 to become millionaire this way.</p>
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<p>BXY is an change token that works as loyalty rewards and functional gasoline for the Beaxy trade ecosystem. Greater rewards, reductions, and potential of the platform could be unlocked with BXY. Creating an account with Beaxy takes just some minutes. By registering and verifying your account you will get entry to one of many world’s most liquid markets for XRP tokens.</p>
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<li>After completing this course of, your newly bought BTC will be displayed in your Beaxy wallet.</li>
<li>Exchanges might be hacked, and some cryptocurrency exchanges have liquidated, so this should definitely be thought of carefully before committing to an internet wallet.</li>
<li>They sound nice in principle, but in apply, the security provisions related to these wallets are not as stringent as some of the different options available.</li>
<li>Web wallets are constructed into brokerages and exchanges, to be able to ensure that these platforms provide all of the performance required to use cryptocurrency.</li>
<li>To get bitcoin, go to the My Account section of Beaxy and click on on the Buy Crypto tab.</li>
<li>Now you&#8217;ll be able to enter the quantity of Bitcoin that you want to buy.</li>
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<p>Buying with a bank transfer has many advantages, with much lower charges being considered one of them. So that&#8217;s what you must weigh between utilizing a card or financial institution <a href="https://www.beaxy.com/buy-sell/xrp-btc/">https://www.beaxy.com/buy-sell/xrp-btc/</a> transfer. As XRP is among the hottest cryptocurrencies in the world, there are plenty of more choices to buy XRP from.</p>
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<h2>Does ripple have a wallet?</h2>
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<p>It&#8217;s known that Bitcoin wallets are totally free. Ripple wallets, though, require users to have 20 XRP for booking their wallet address.  There are several types of Ripple wallets currently available in the market. In addition, lots of exchanges offer to buy and to store Ripple on their exchange.</p>
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<p>Bitcoin Daily is delivered to your inbox every morning, we discover the highest three stories and offer our professional analysis and the newest crypto costs. Former chairman of the Commodity Futures Trading Commission , Christopher Giancarlo, launched a paper last week arguing that Ripple’s XRP cryptocurrency isn&#8217;t a security. PlusToken separated users from as much as $3 billion worth of cryptocurrency final July, with analysts attributing a collection of promote-offs to laundering of the stolen funds.</p>
<p>The post <a href="https://atelier3m.cz/how-to-smartly-buy-xrp-with-paypal-and-build-your/">How To Buy Ripple</a> appeared first on <a href="https://atelier3m.cz"></a>.</p>
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