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

<channel>
	<title>Platinum Polish &#187; Cryptocurrency Exchange</title>
	<atom:link href="http://www.platinumpolish.co.uk/category/cryptocurrency-exchange/feed/" rel="self" type="application/rss+xml" />
	<link>http://www.platinumpolish.co.uk</link>
	<description>Superior Car Care</description>
	<lastBuildDate>Tue, 06 Jun 2023 05:27:14 +0000</lastBuildDate>
	<language>en-GB</language>
		<sy:updatePeriod>hourly</sy:updatePeriod>
		<sy:updateFrequency>1</sy:updateFrequency>
	<generator>https://wordpress.org/?v=4.0.38</generator>
	<item>
		<title>Basic Layout of xStation 5</title>
		<link>http://www.platinumpolish.co.uk/basic-layout-of-xstation-5/</link>
		<comments>http://www.platinumpolish.co.uk/basic-layout-of-xstation-5/#comments</comments>
		<pubDate>Fri, 03 Dec 2021 02:42:31 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Cryptocurrency Exchange]]></category>

		<guid isPermaLink="false">http://www.platinumpolish.co.uk/?p=241910</guid>
		<description><![CDATA[<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p> Orderbook Reading 101 Astrology Natal Birth Chart Reading &#8211; Personalised Natal Chart + 18 Month Forecast &#8211; 24 Hours &#8211; DIGITAL ONLY Sidereal Birth Chart Reading &#8211; Natal Chart Analysis &#8211; Birthchart Astrology Report Which is better, Coinbase or Bitstamp? <p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="251px" alt="how to read market depth chart"/></p> <p>The very far left and right columns represent different market makers. Level II data includes the bids all the way down on the centre left-hand column and the asks all the way down on the centre right-hand column. The content of this site is journalism and personal opinion. Nothing contained on this site is, or should be construed as providing or offering, investment, legal, accounting, tax or other advice. Do not act on any opinion expressed here without consulting a qualified professional. Otherwise, you offer no evidence that any of the negative things implicated in your post are [...]</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">Orderbook Reading 101</a></li>
<li><a href="#toc-1">Astrology Natal Birth Chart Reading &#8211; Personalised Natal Chart + 18 Month Forecast &#8211; 24 Hours &#8211; DIGITAL ONLY</a></li>
<li><a href="#toc-2">Sidereal Birth Chart Reading &#8211; Natal Chart Analysis &#8211; Birthchart Astrology Report</a></li>
<li><a href="#toc-3">Which is better, Coinbase or Bitstamp?</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="251px" alt="how to read market depth chart"/></p>
<p>The very far left and right columns represent different market makers. Level II data includes the bids all the way down on the centre left-hand column and the asks all the way down on the centre right-hand column. The content of this site is journalism and personal opinion. Nothing contained on this site is, or should be construed as providing or offering, investment, legal, accounting, tax or other advice. Do not act on any opinion expressed here without consulting a qualified professional. Otherwise, you offer no evidence that any of the negative things implicated in your post are actually happening, just speculation.</p>
<p>To navigate to options, we can either go to the top left menu and then click options, or we can hover over the desired currency at the top, then click options. With the ability to change which statistics are shown in these tables, <a href="https://www.tokenexus.com/">https://www.tokenexus.com/</a> it’s also useful to have some additional settings to assist in arranging the columns. This stacking can be used on any of the modules, for example here we’ve stacked the ‘Funding Rate’ module onto the ‘Chart’ module.</p>
<h2 id="toc-0">Orderbook Reading 101</h2>
<p>You can get free trading charts in our award-winning platform.1 You can sign up for a free demo account and receive £10,000 in virtual funds to practise with. There’s no requirement to fund a live account, so you don’t have to trade until you want to. This is a very simple way to display pricing data as it does not give any indication of what the high, low or open price for the period was.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>Which is the most powerful indicator?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<ul>
<li>On-balance volume (OBV)</li>
<li>Accumulation/distribution line.</li>
<li>Average directional index.</li>
<li>Aroon oscillator.</li>
<li>Moving average convergence divergence (MACD)</li>
<li>Relative strength index (RSI)</li>
<li>Stochastic oscillator.</li>
</ul>
</div></div>
</div>
<p>For more in depth analysis of candlestick patterns, see our full article. Find out how you can use the advanced capabilities of ProRealTime to perform analysis and automate your trading. Add indicators to a selected price chart easily by clicking on the ‘Indicators’ icon on the chart.</p>
<h2 id="toc-1">Astrology Natal Birth Chart Reading &#8211; Personalised Natal Chart + 18 Month Forecast &#8211; 24 Hours &#8211; DIGITAL ONLY</h2>
<p>Remember that, with a stop, you can still lose more than your risk level if the market gaps or moves suddenly. Information provided on this website is for guidance only and should not be deemed as financial advice. If in doubt, seek professional advice from an FCA regulated advisor.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>What is the most sensitive indicator?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Infant Mortality Rate (IMR) s most widely accepted as one of the most sensitive indicator of health status of a country/region due to several reasons. The IMR always reflect the overall health scenario of a region/ country.</p>
</div></div>
</div>
<p>Feel free to visit our tutorial on  charts and customisation to learn further about how to create a trading screen that&#8217;s suited to your trading style. XTB is one of the largest stock exchange-listed FX &#038; CFD brokers in the world, offering access to over 2100 instruments on their xStation platform. As for the timing of when the bid-side filled – I’m not sure I see your point. How much should be kept on the buy side of the order books at any given time? Overall, I agree with you that Kraken’s USD/USDT market is an important indicator of market confidence in USDT. If Tether has a full reserve, it has every incentive to use that reserve to redeem Tethers offered for sale at lower than par value on Kraken.</p>
<h2 id="toc-2">Sidereal Birth Chart Reading &#8211; Natal Chart Analysis &#8211; Birthchart Astrology Report</h2>
<p>Bubbles then burst, causing a prolonged period of decline in asset prices. The process of lowering the average entry cost of one’s position by buying at cheaper prices incrementally. A marketing tool often used by new projects to garner attention, whereby a token or cryptocurrency is deposited for free to users’ addresses en masse. This week, it struck me that, despite now running an altcoin trading blog for 18 months, I have yet to create a glossary of cryptocurrency terms for beginners; An Altcoin Trader’s Dictionary, if you will. Last price – the price of the last executed transaction on the execution venue. Stock instruments indicate the last price on the financial chart. The netting model allows you to open only one position in a trading instrument.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="250px" alt="how to read market depth chart"/></p>
<p>The very top of the chart show the bid (160.950) and ask (160.960) prices, or standard Level I data. Well, today there’s massive volume on Kraken’s USD/USDT trading pair, and the depth chart looks opposite to the snapshot that you posted.</p>
<h2 id="toc-3">Which is better, Coinbase or Bitstamp?</h2>
<p>You are able to edit your positions by adding Stop Losses or Take Profit levels in this module. Remember to head back to your performance statistics to see how well you’re trading and where you can improve. It&#8217;s where you can view charts, widgets and other analytical tools for individual markets, adding or deselecting as you wish along the bottom of the module. The charts on xStation 5 come <a href="https://www.tokenexus.com/market-depth-chart-determine-liquidity/">how to read market depth chart</a> with a range of analytical tools and indicators. Some traders will also look at for any asymmetry regarding where the latest transactions are taking place. If more transactions are taking place closer to the bid ,  that may suggest that the price may be inclined to go down. If more transactions are filling closer to the ask , that may indicate that the price may be inclined to go up.</p>
<ul>
<li>The charts on xStation 5 come with a range of analytical tools and indicators.</li>
<li>GSR will not be liable whatsoever for any direct or consequential loss arising from the use of this Information.</li>
<li>In the event of a stock split, the appropriate adjustment on the client’s position shall be reflected on the trading account in accordance with the announced stock split.</li>
<li>This is achieved by miners using hardware with high processing power to solve computations.</li>
<li>With the ability to change which statistics are shown in these tables, it’s also useful to have some additional settings to assist in arranging the columns.</li>
<li>To do this we go up to the cog wheel settings at the top of the page, and click edit layout.</li>
</ul>
<p>A large cryptocurrency project, determined so by its market capitalisation. I personally deem a cryptocurrency a largecap if it has a market capitalisation of 25,000 BTC or more. Buy The Fucking Dip; used by traders when the price of an asset declines but is expected to recover quickly. A form of automated trading on exchanges, often allowing for near-instant order execution and manipulation of the orderbook.</p>
<p>When large volumes are gathered at a level above the price, the supply increases. This can cause the price to drop sharply when it hits the supply zone. Once it has formed, you would set up a take-profit — whether partial or full. The point of entry for the order is at the breakout level of the zone. Thinking in terms of supply and demand, the breakout level is where we can see a confirmation of imbalance. In other words, we want the move to be significant in both price and time. We now know where to enter the market and where to set our stop-loss and take-profit.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="258px" alt="how to read market depth chart"/></p>
<p>Traders begin to take note, once values move beyond 80, or 20 – assuming the scale is 0-100. Candlestick charts display pricing information in long, thin bars that resemble candles. Each candlestick shows price movement over the period of time you selected. At a glance, a green candlestick indicates that the market moved up in price over the given period, closing at a higher price than it opened.</p>
<h2 id="toc-5">How can I log in to the trading platform?</h2>
<p>Therefore, I could find no reason why you shouldn’t trust Bitstamp for your crypto trading needs. Sadly the sliding fee structure favours experienced traders so this wouldn’t really benefit beginners. Trading fees at Bitstamp are on a sliding scale, whereby greater volumes of trading, attract lower trading fees. Regardless, they are considered low cost, although to achieve 0% you would have to trade a turnover volume of over $20,000,000,000 which is unachievable for most traders. Volumes of less than $10,000 in 30 days will be charged 0.50%. You are not required to use the advanced trading platform in order to access the platforms lowest fees.</p>
<ul>
<li>Therefore this platform is probably most suited to intermediate traders.</li>
<li>This can be a great time to trade at or near the day&#8217;s high or low.</li>
<li>Learning from the mistakes and fortunes of others is one of the best ways for forex traders to sharpen their skills.</li>
<li>A tiny cryptocurrency project, determined so by its market capitalisation.</li>
<li>I believe you mean “you’ll receive $112,935″…unless the exchange is so scammy that they actually charge you 1BTC to sell 1BTC.</li>
<li>The action where an asset price declines due to a market participant selling part of their position.</li>
<li>Now if I go to the cog wheel settings at the top, then click edit layout, there is a pop up with a drop down menu full of all the modules we can add to the page.</li>
</ul>
]]></content:encoded>
			<wfw:commentRss>http://www.platinumpolish.co.uk/basic-layout-of-xstation-5/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>What Happens To Bitcoin After All 21 Million Are Mined?</title>
		<link>http://www.platinumpolish.co.uk/who-owns-the-most-bitcoins/</link>
		<comments>http://www.platinumpolish.co.uk/who-owns-the-most-bitcoins/#comments</comments>
		<pubDate>Mon, 14 Sep 2020 09:44:47 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Cryptocurrency Exchange]]></category>

		<guid isPermaLink="false">http://www.platinumpolish.co.uk/?p=16628</guid>
		<description><![CDATA[<p><img class='wp-post-image' style='float:left;margin-right:10px;' src="data:image/jpeg;base64,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" width="259px" alt="price of bitcoin in usd"/></p> <p> #toc background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px; .toctitle font-weight: 700;text-align: center; </p><p class="toctitle">Content</p> How Many Bitcoins Have Been Mined Already? Bitcoin Price Predictions (2020 Update) How Bitcoin Works What Is Cold Storage For Bitcoin? Steps To Buy Bitcoin After 21 Million Bitcoins Are Mined <p> </p><p>Also, change the level of issue to see how that impacts the analysis. Determine at what value degree bitcoin mining becomes worthwhile for you—that&#8217;s your breakeven worth. As of May 2020, the worth of bitcoin is hovering around $8 www.binance.com,000. Given a current reward of 6.25 BTC for a accomplished block, miners are rewarded round $50,000 for successfully completing a hash. Of course, as the value of bitcoin is extremely variable, this reward determine is more likely to change.</p>  <p> How Many Bitcoins Have Been Mined Already? </p> <p> </p><p>To reply the question of whether [...]</p>]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='float:left;margin-right:10px;' src="data:image/jpeg;base64,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" width="259px" alt="price of bitcoin in usd"/></p>
<p>
<style>#toc background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px; .toctitle font-weight: 700;text-align: center;</style>
<div id="toc">
<p class="toctitle">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">How Many Bitcoins Have Been Mined Already?</a></li>
<li><a href="#toc-1">Bitcoin Price Predictions (2020 Update)</a></li>
<li><a href="#toc-2">How Bitcoin Works</a></li>
<li><a href="#toc-3">What Is Cold Storage For Bitcoin?</a></li>
<li><a href="#toc-4">Steps To Buy Bitcoin</a></li>
<li><a href="#toc-5">After 21 Million Bitcoins Are Mined</a></li>
</ul>
</div>
<p>
<p>Also, change the level of issue to see how that impacts the analysis. Determine at what value degree bitcoin mining becomes worthwhile for you—that&#8217;s your breakeven worth. As of May 2020, the worth of bitcoin is hovering around $8 <a href="www.binance.com">www.binance.com</a>,000. Given a current reward of 6.25 BTC for a accomplished block, miners are rewarded round $50,000 for successfully completing a hash. Of course, as the value of bitcoin is extremely variable, this reward determine is more likely to change.</p>
</p>
<p>
<h2 id="toc-0">How Many Bitcoins Have Been Mined Already?</h2>
</p>
<p>
<p>To reply the question of whether or not bitcoin mining remains to be worthwhile, use an online-primarily based profitability calculator to run a price-profit analysis. You can plug in different numbers and discover your breakeven point <a href="https://beaxy.com/market/btc/">price of bitcoin in usd</a> . Determine if you are prepared to lay out the required initial capital for the hardware, and estimate the future value of bitcoins as well as the extent of issue.</p>
</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>Does Amazon accept Bitcoin?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Even though Amazon does not accept bitcoin, it does accept gift cards. The Amazon digital gift cards act just like U.S. dollars and can be applied to all product purchases, and some gift card hubs, such as eGifter.com, Gyft Inc. and RewardsPay Inc., let you pay for their digital cards with bitcoin.</p>
</div>
</div>
</div>
<p>
<p>Transactions weren&#8217;t correctly verified before they have been included in the transaction log or blockchain, which let users bypass bitcoin&#8217;s financial restrictions and create an indefinite number of bitcoins. On 15 August, the vulnerability was exploited; over 184 billion bitcoins had been generated in a transaction, and sent to 2 addresses on the network. Within hours, the transaction was noticed and erased from the transaction log after the bug was mounted and the network forked to an updated model of the bitcoin protocol. This was the one major safety flaw discovered and exploited in bitcoin&#8217;s historical past. Bitcoin is a cryptocurrency, a digital asset designed to work as a medium of trade that uses cryptography to regulate its creation and administration, rather than counting on central authorities.</p>
</p>
<p>
<h2 id="toc-1">Bitcoin Price Predictions (2020 Update)</h2>
</p>
<p>
<p>Otherwise, the maximum cap will remain at 21 million bitcoins. While miners of gold and different priceless metals break rocks like quartz in search of these valuable stones, bitcoin miners crack very advanced mathematical equations to get rewards in bitcoin. Unlike gold that is hidden in hard and sturdy materials, bitcoin lies hidden inside data blocks, that are mined using a novel algorithm developed by Satoshi Nakamoto, its pseudonymous creator. A bitcoin exchange is a digital market where merchants should buy and sell bitcoins utilizing different fiat currencies or altcoins.</p>
</p>
<p>
<p>The electricity-heavy course of has led some consultants to suggest that bitcoin isn’t an environmentally pleasant endeavor. Because bitcoin is not governed by a central authority, it depends on developers and miners to course <a href="https://www.google.com/search?q=price of bitcoin in usd">price of bitcoin in usd</a> of transactions and hold the blockchain secure. Changes to software are consensus pushed, which tends to frustrate the bitcoin community, as basic issues usually take a long time to resolve.</p>
</p>
<p>
<h2 id="toc-2">How Bitcoin Works</h2>
</p>
<p>
<p>This is also the key that appears on the blockchain ledger as a consumer’s digital signature, not not like a username on a social media newsfeed. The non-public key&#8217;s the password required to purchase, sell, and trade the bitcoin in a pockets. It&#8217;s value noting that it is projected to take greater <a href="https://beaxy.com/market/btc/">https://beaxy.com/market/btc/</a> than 100 years before the bitcoin network mines its final token. In actuality, because the year 2140 approaches, miners will doubtless spend years receiving rewards which are actually just tiny portions of the final bitcoin to be mined.</p>
</p>
<p>
<p>They might change the settings on their computer systems to run extra efficiently with much less stress. Second, these have <a href="https://beaxy.com/market/btc/">price of bitcoin in usd</a> been the days earlier than skilled bitcoin mining facilities with huge computing energy entered the sport.</p>
</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>How do I start my own Cryptocurrency?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Now that you know how your own cryptocurrency can boost your business, let&#8217;s see the main steps you need to take to build a blockchain. 1. Know your use-case.  <br/> 2. Choose a consensus mechanism.  <br/> 3. Pick a blockchain platform.  <br/> 4. Design the Nodes.  <br/> 5. Establish your blockchain&#8217;s internal architecture.  <br/> 6. Take care of APIs.<br/>More items•</p>
</div>
</div>
</div>
<p>
<p>As mentioned earlier, bitcoin’s maximum provide is 21,000,000 BTC. This supply restrict can also be a factor for this digital asset’s extremely fluctuating value. Currently, bitcoin’s circulating supply is 18,239,300 BTC—just over 2,seven hundred,000 BTC before it reaches its maximum number of supply.</p>
</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>What will Bitcoins be worth in 2025?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>And with Bitcoin price expected to reach $100,000 to as much as $1 million per BTC, it&#8217;s never too late to get started trading Bitcoin.<br/>Conclusion: BTC Price Forecast and Long-Term Price Predictions.YearHighLow2020$17,000$3,8002021$25,000$5,0002022$75,000$9,0002023-2025+$310,000$31,000</p>
</div>
</div>
</div>
<p>
<p>There are also taps that dispense various cryptocurrencies. The first bitcoin faucet was known as &#8220;The Bitcoin Faucet&#8221; and was developed by Gavin Andresen in 2010. In January 2015 Coinbase raised US$seventy five million as part <a href="https://beaxy.com/market/btc/">price of bitcoin in usd</a> of a Series C funding spherical, smashing the earlier document for a bitcoin firm. The trade remained offline for several days amid hypothesis that clients had lost their funds.</p>
</p>
<p>
<ul>
<li>A Wired examine printed April 2013 showed that forty five % of bitcoin exchanges find yourself closing.</li>
<li>At different instances, bitcoin exchanges have shut down, taking their purchasers&#8217; bitcoins with them.</li>
<li>On 15 August, the vulnerability was exploited; over 184 billion bitcoins were generated in a transaction, and sent to 2 addresses on the network.</li>
<li>On 6 August 2010, a serious vulnerability in the bitcoin protocol was noticed.</li>
<li>Transactions weren&#8217;t properly verified before they were included in the transaction log or blockchain, which let customers bypass bitcoin&#8217;s economic restrictions and create an indefinite variety of bitcoins.</li>
<li>Within hours, the transaction was noticed and erased from the transaction log after the bug was mounted and the network forked to an up to date version of the bitcoin protocol.</li>
</ul>
<p>
<h2 id="toc-3">What Is Cold Storage For Bitcoin?</h2>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="257px" alt="price of bitcoin in usd"/></p>
<p>
<p>The core developers referred to as for a temporary halt to transactions, sparking a sharp promote-off. Normal operation was restored when nearly <a href="cex.io">cex.io</a> all of the network downgraded to version 0.7 of the bitcoin software program.</p>
</p>
<p>
<p>While gold and other precious metals are obtained through onerous rock mining, which additionally has varied steps and processes, bitcoin, then again, is generated via digital mining. This process is completed by individuals called bitcoin miners who safe the whole community and course of transactions utilizing high-powered tools and software specially designed to run the mining procedures. A blockchain pockets is a digital wallet that permits users to handle the cryptocurrencies bitcoin and ether. The availability of the above cost methods is topic to the realm of jurisdiction and change chosen. Below is a screenshot of the bitcoin interface on Coinbase exhibiting tips on how to buy and sell bitcoin and also Bitcoin Cash,Ethereum, and Litecoin​, that are different well-liked virtual currencies.</p>
</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>How long will it take to mine 1 Bitcoin?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Regardless of the number of miners, it still takes 10 minutes to mine one Bitcoin. At 600 seconds (10 minutes), all else being equal it will take 72,000 GW (or 72 Terawatts) of power to mine a Bitcoin using the average power usage provided by ASIC miners.</p>
</div>
</div>
</div>
<p>
<p>While it is true that the big majority of bitcoin has already been mined, the timeline is more sophisticated than that. As extra people find out about bitcoin and mining—and because the bitcoin value will increase—more of them are using their computers to mine bitcoins. As extra people join the community and attempt to remedy these math puzzles, you would possibly count on every puzzle to be solved sooner, however bitcoin just isn&#8217;t designed that means. Bitcoin may be a useful method to send and receive cash, however cryptocurrency isn&#8217;t created at no cost. The community of computer-based miners that create bitcoins makes use of vast portions of electrical power in the course of.</p>
</p>
<p>
<p>The process of mining bitcoin allows miners to gain rewards for each profitable block verified in the community. This is also their basis for prioritizing a transaction in the network. The greater the transaction fee you pay, the faster it&#8217;s on your transaction to be included in a block. As of the time of writing, bitcoin sells at over eight,600 USD and has a market capitalization of 158 billion USD.</p>
</p>
<p>
<p>The Bitcoin community might be capped at 21 million complete bitcoin. This has been a key stipulation of the entire ecosystem since it was based, and the limit is put in place to aim to manage for supply of the cryptocurrency. As a method of controlling the introduction of latest bitcoin into circulation, the community protocol halves the number of bitcoin rewarded to miners for successfully finishing a block about every four years.</p>
</p>
<p>
<p>The period of time it takes a miner to mine a bitcoin will depend on how a lot mining power he has. Right now, miners earn most of their earnings by way of the block reward.</p>
</p>
<p>
<p>When all 21 million bitcoins are mined, there will not be a block reward to pay to miners. Assuming all pools have related numbers, there are more likely to be over 1,000,000 distinctive people mining bitcoins. When all bitcoin has been mined, the miners will not receive block rewards since there aren&#8217;t any extra coins to be generated.</p>
</p>
<p>
<p>In July 2011, the operator of Bitomat, the third-largest bitcoin trade, announced that he had misplaced entry to his wallet.dat file with about 17,000 bitcoins (roughly equal to US$220,000 at the moment). He announced that he would sell the service for the missing quantity, aiming to use funds from the sale to refund his prospects. Because bitcoin transactions are irreversible and there are lots of taps, they&#8217;ve become targets for hackers interested in stealing bitcoins.</p>
</p>
<p>
<p>Advertisements are the main income supply of bitcoin faucets. Faucets attempt to get traffic from customers by providing free Bitcoin as an incentive. This means <a href="https://beaxy.com/">https://beaxy.com/</a> that faucets usually have a low revenue margin. Some taps also generate income by mining altcoin within the background, using the person&#8217;s CPU.</p>
</p>
<p>
<h2 id="toc-4">Steps To Buy Bitcoin</h2>
</p>
<p>
<p>The speedy rise within the reputation of bitcoin and other cryptocurrencies has triggered regulators to debate the way to classify such digital assets. While the Securities and Exchange Commission classifies cryptocurrencies as securities, the U.S. Commodity Futures Trading Commission considers bitcoin to be a commodity. This confusion over which regulator will set the principles for cryptocurrencies has created uncertainty—despite the surging market capitalizations. Furthermore, the market has witnessed the rollout of many financial merchandise that use bitcoin as an underlying asset, similar to exchange-traded funds , futures, and different derivatives.</p>
</p>
<p>
<h2 id="toc-5">After 21 Million Bitcoins Are Mined</h2>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="256px" alt="price of bitcoin in usd"/></p>
<p>
<p>Accidental forks on the bitcoin network often occur as a part of the mining process. They happen when two miners discover a block at an identical cut-off date. This fork is subsequently resolved by the software which routinely chooses the longest chain, thereby orphaning the extra blocks added to the shorter chain .</p></p>
]]></content:encoded>
			<wfw:commentRss>http://www.platinumpolish.co.uk/who-owns-the-most-bitcoins/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Where &amp; How To Buy Aave Simple 2023 AAVE Buying Guide</title>
		<link>http://www.platinumpolish.co.uk/where-how-to-buy-aave-simple-2023-aave-buying/</link>
		<comments>http://www.platinumpolish.co.uk/where-how-to-buy-aave-simple-2023-aave-buying/#comments</comments>
		<pubDate>Fri, 21 Aug 2020 14:41:48 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Cryptocurrency Exchange]]></category>

		<guid isPermaLink="false">http://www.platinumpolish.co.uk/?p=276729</guid>
		<description><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexbitcoin.info/wp-content/uploads/2021/08/19c3c9bf-94f8-4a3c-9926-af657eecd834.jpg" width="306px" alt="How to buy aave"/></p> <p>Card transactions also provide an instant solution to get you into the cryptocurrency game immediately – no waiting for funds to settle. Learn where to check the Aave price, how to buy Aave coin, and how to convert AAVE to USD. Aave allows you to lend and borrow a range of digital assets. Start by opening an account with an exchange that supports Aave.</p> The Future of Crypto Lending: Aave (AAVE) Crypto, Maker (MKR &#8230; &#8211; Analytics Insight <p>The Future of Crypto Lending: Aave (AAVE) Crypto, Maker (MKR &#8230;.</p> <p>Posted: Thu, 11 May 2023 07:00:00 GMT [source]</p> <p>Therefore, no one has access to this process as a third party. The process of lending and borrowing is also done from liquidity pools. Thus, the borrower and the lender won’t know each other either. Aave network was called Ethlend but it was renamed to Aave in 2020. [...]</p>]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexbitcoin.info/wp-content/uploads/2021/08/19c3c9bf-94f8-4a3c-9926-af657eecd834.jpg" width="306px" alt="How to buy aave"/></p>
<p>Card transactions also provide an instant solution to get you into the cryptocurrency game immediately – no waiting for funds to settle. Learn where to check the Aave price, how to buy Aave coin, and how to convert AAVE to USD. Aave allows you to lend and borrow a range of digital assets. Start by opening an account with an exchange that supports Aave.</p>
<div style='border: black solid 1px;padding: 15px;'>
<h3>The Future of Crypto Lending: Aave (AAVE) Crypto, Maker (MKR &#8230; &#8211; Analytics Insight</h3>
<p>The Future of Crypto Lending: Aave (AAVE) Crypto, Maker (MKR &#8230;.</p>
<p>Posted: Thu, 11 May 2023 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMicWh0dHBzOi8vd3d3LmFuYWx5dGljc2luc2lnaHQubmV0L3RoZS1mdXR1cmUtb2YtY3J5cHRvLWxlbmRpbmctYWF2ZS1hYXZlLWNyeXB0by1tYWtlci1ta3ItY29sbGF0ZXJhbC1uZXR3b3JrLWNvbHQv0gEA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>Therefore, no one has access to this process as a third party. The process of lending and borrowing is also done from liquidity pools. Thus, the borrower and the lender won’t know each other either. Aave network was called Ethlend but it was renamed to Aave in 2020. Stani Kulechov is the founder and CEO of Aave, an open source and non-custodial liquidity market protocol to earn interest on deposits and borrow assets. Aave Protocol is unique in that it tokenizes deposits as Tokens, which accrue interest in real-time.</p>
<h2>Learn more about Aave</h2>
<p>One of the most popular digital currencies to purchase AAVE is Ethereum but you can also use XRP, BTC and more. One of the benefits of using cryptocurrency as your payment mode is that you don&#8217;t have to incur exchange fees since there&#8217;s no need for conversion. As mentioned earlier, you have options when it comes to leading crypto exchanges. Some of the leading exchanges that support AAVE tokens include Binance, KuCoin, and more.</p>
<ul>
<li>Most brokers also require a minimum deposit so do your own research before you decide to invest.</li>
<li>The Aave token is also linked with Aave, which is an Ethereum token.</li>
<li>It now offers a varied range of services including a P2P exchange capability, and purchasing with credit or debit cards.</li>
</ul>
<p>Basically, Aave is a cryptocurrency based on a beautiful lending and borrowing system. People lend or borrow cryptocurrency through it without the interference of any intermediary. This is what sets it apart from the traditional bank’s lending and borrowing system. Founded in 2011, Bitstamp is one of the oldest &amp; most trusted exchanges in the world and are a popular choice in the USA. The exchange now has more than 4 million users worldwide and offers a wide range of cryptocurrencies to choose from including Aave (AAVE). Uphold offers both a desktop and mobile app trading experience that is extremely intuitive.</p>
<h2>Invest in your Learning! Check</h2>
<p>However, you have to bear in mind that the availability of these payment methods depends on the country you reside in and your chosen broker. That&#8217;s why we recommend that you explore all the options available to you. You also have the option to use a broker website or crypto exchange to buy AAVE.</p>
<ul>
<li>But in order to use cash (i.e. USD or EUR), you will need to provide additional documents to verify your identity.</li>
<li>Once the card is linked you can use it for instant fiat deposits and withdrawals.</li>
<li>Cold storage wallets offer the best security, and you can use a Ledger or Trezor model to store your AAVE coins.</li>
<li>Trading AAVE, as well as other cryptocurrencies, is totally secure here.</li>
</ul>
<p>Aave (AAVE) is a powerful speculative investment tool, so many customers buy and hold in the hopes of gaining massive profits. Share your referral code with friends and you’ll each get €10 of FREE Bitcoin when they begin using their accounts. Because of the beneficial technology, Aave has impressed a lot of crypto enthusiasts, and many DeFi  experts have even considered Aave a world bank for crypto. In 2020, ETHlend was named Aave and brought to the market with more enhanced technology – completely automatic and much better than ETHlend.</p>
<h2>How to Buy AAVE on CoinStats?</h2>
<p>After the network was rebranded to Aave in 2020, the token name changed too. This token is a utility coin, which allows its owners to vote on changes to the rules and policies of the network. Therefore, Aave coin owners are like stakeholders in this system and have the power to decide on important rules. Aave coin is not minable, the max supply of this crypto is 16 million tokens. It was ranked 9th in the list of top DeFi tokens by market capitalization in 2022.</p>
<div style='text-align:center'><iframe width='566' height='315' src='https://www.youtube.com/embed/mCugnSsjb5Q' frameborder='0' alt='How to buy aave' allowfullscreen></iframe></div>
<p>The interest rates are flexible and are freely agreed upon by both parties due to the degree of trust afforded. The Aave Protocol officially launched on the Ethereum blockchain on 9 January 2020, offering instant-access ‘flash loans’ to users without the need for collateral. Finally, you should make sure to use stablecoins as collateral due to the volatility of crypto.</p>
<h2>Similar Assets</h2>
<p>On the other hand, if the pool is filled with unused assets, the interest rate reaches the bottom. However, there are also chances that your collateral may increase in price and earn you profit. For example, if you lend $500 Ethereum and borrow the $480 tether. The chances are that your Etherium may increase or even double-up. You can monitor AAVE to USD prices to decide on whether you want to buy AAVE now or it’s better to wait. In case you want to buy another crypto, like Bitcoin, see BTC to USD chart.</p>
<p>In his view, Ethereum lacked lending applications at the time. Thus, his project was conceived before decentralized finance even existed. A highly experienced exchange, Bitstamp provides a thorough and user-friendly trading environment that is secure and with enough choice to satisfy most traders.</p>
<h2>Step 3: Deposit Funds</h2>
<p>Buying Aave is just like foreign exchange of traditional currencies like the Canadian Dollar, US Dollar, or Euro. You trade coins that you have – either a cryptocurrency or a dollar – for Aave, which trades as AAVE. Based on when you think you can get a good AAVE price, you should be able to trade AAVE to CAD. In Aave people can lend or borrow around 20 cryptocurrencies, such as ether (ETH), MANA and Chainlink (LINK), with no need to provi&#8230; Cryptocurrencies can fluctuate widely in prices and are, therefore, not appropriate for all investors. Trading cryptocurrencies is not supervised by any EU regulatory framework.</p>
<p>The exchange has grown exponentially from its early days of offering only crypto to crypto trading. It now offers a varied range of services including a P2P exchange capability, and purchasing with credit or debit cards. There are several options to buy AAVE such as cryptocurrency exchanges, Peer-to-peer marketplaces, Aave brokers, etc. However, cryptocurrency exchanges are among the most popular ways to buy Aave for beginners. You can easily buy Aave without  any buying fees from our exchange.</p>
<div style='border: grey dashed 1px;padding: 15px;'>
<h3>Bakkt Mass Delists Tokens Including Aave, Avalanche, Compound, Filecoin, MakerDAO and Uniswap &#8211; CoinDesk</h3>
<p>Bakkt Mass Delists Tokens Including Aave, Avalanche, Compound, Filecoin, MakerDAO and Uniswap.</p>
<p>Posted: Fri, 12 May 2023 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMihwFodHRwczovL3d3dy5jb2luZGVzay5jb20vYnVzaW5lc3MvMjAyMy8wNS8xMi9iYWtrdC1tYXNzLWRlbGlzdHMtdG9rZW5zLWluY2x1ZGluZy1hYXZlLWF2YWxhbmNoZS1jb21wb3VuZC1maWxlY29pbi1tYWtlcmRhby1hbmQtdW5pc3dhcC_SAZYBaHR0cHM6Ly93d3cuY29pbmRlc2suY29tL2J1c2luZXNzLzIwMjMvMDUvMTIvYmFra3QtbWFzcy1kZWxpc3RzLXRva2Vucy1pbmNsdWRpbmctYWF2ZS1hdmFsYW5jaGUtY29tcG91bmQtZmlsZWNvaW4tbWFrZXJkYW8tYW5kLXVuaXN3YXAvP291dHB1dFR5cGU9YW1w?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>Aave is an amalgam of lending pools where users can earn revenue by providing crypto assets to its software. This lets you buy AAVE with cryptocurrencies like BTC and ETH. There is no right time to buy Aave, as the price is highly volatile and can fluctuate rapidly. However, <a href="https://forexbitcoin.info/how-to-buy-aave-where-how-to-buy-aave-simple-2023/">How to buy aave</a> you need to know that each exchange might have different trading fees. If you want to find the cheapest one, we recommend you sign up on Blocktrade, which allows you to do trading without any fee. This exchange is regulated in the EU and supports most cryptocurrencies.</p>
<p>If you’re looking to trade AAVE regularly, software or hot wallets provided by your selected crypto exchange will suit you. The strength of software wallets lies in their flexibility and ease of use. A software wallet is the most easy-to-set-up crypto wallet and lets you easily interact with several decentralized finance (DeFi) applications. However, these wallets are vulnerable to security leaks because they’re hosted online. So, if you want to keep your private keys in a software wallet, conduct due diligence before choosing one to avoid security issues.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexbitcoin.info/wp-content/uploads/2021/06/image-132-400x225.png" width="300px" alt="How to buy aave"/></p>
<p>Investors who intend to hold Aave tokens for a long time usually buy them from cryptocurrency exchanges. These investors are bullish on the prices of the particular AAVE token they are buying. Kriptomat customers are able to purchase Aave for cash with either a credit or debit card.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.platinumpolish.co.uk/where-how-to-buy-aave-simple-2023-aave-buying/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
	</channel>
</rss>
