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	<title>Forex Trading &#8211; Aliansa</title>
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		<title>Icahn Enterprises L P. IEP Stock Price Today, Quote &#038; News</title>
		<link>https://www.aliansa.com.co/icahn-enterprises-l-p-iep-stock-price-today-quote-2/</link>
		
		<dc:creator><![CDATA[adminalianza]]></dc:creator>
		<pubDate>Fri, 17 Mar 2023 17:39:35 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://www.aliansa.com.co/?p=11426</guid>

					<description><![CDATA[Contents: NewsIcahn Enterprises L.P.IEP About Icahn Enterprises (NASDAQ:IEP) Stock ‘Net worth of median household is basically nothing,’ says Carl Icahn. ‘We have some major problems in our economy.’ Company Ownership Account There&#8217;s also a VGM Score (&#8216;V&#8217; for Value, &#8216;G&#8217; for Growth and &#8216;M&#8217; for Momentum), which combines the weighted average of the individual style &#8230;<p class="read-more"> <a class="" href="https://www.aliansa.com.co/icahn-enterprises-l-p-iep-stock-price-today-quote-2/"> <span class="screen-reader-text">Icahn Enterprises L P. IEP Stock Price Today, Quote &#038; News</span> Leer más &#187;</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;">Contents:</p>
<ul class="toc_list">
<li><a href="#toc-0">NewsIcahn Enterprises L.P.IEP</a></li>
<li><a href="#toc-1">About Icahn Enterprises (NASDAQ:IEP) Stock</a></li>
<li><a href="#toc-2">‘Net worth of median household is basically nothing,’ says Carl Icahn. ‘We have some major problems in our economy.’</a></li>
<li><a href="#toc-3">Company Ownership</a></li>
<li><a href="#toc-4">Account</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://day-trading.info/wp-content/uploads/2021/03/image-io7M6jE38f2Db10d.jpeg" width="302px" alt="iep stock price today"/><br />
<img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://day-trading.info/wp-content/uploads/2021/03/image-8cEMi3zPGJxkveAV.jpeg" width="306px" alt="iep stock price today"/></p>
<p>There&#8217;s also a VGM Score (&#8216;V&#8217; for Value, &#8216;G&#8217; for Growth and &#8216;M&#8217; for Momentum), which combines the weighted average of the individual style scores into one score. The Style Scores are a complementary set of indicators to use alongside the Zacks Rank. It allows the user to better focus on the stocks that are the best fit for his or her personal trading style. Icahn Enterprises&#8217;s most recent quarterly dividend payment of $2.00 per share was made to shareholders on Wednesday, December 21, 2022.</p>
<div style='border: black solid 1px;padding: 11px;'>
<h3>Stock Traders Purchase Large Volume of Put Options on Icahn &#8230; &#8211; MarketBeat</h3>
<p>Stock Traders Purchase Large Volume of Put Options on Icahn &#8230;.</p>
<p>Posted: Tue, 29 Nov 2022 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiVWh0dHBzOi8vd3d3Lm1hcmtldGJlYXQuY29tL2luc3RhbnQtYWxlcnRzL25hc2RhcS1pZXAtb3B0aW9ucy1kYXRhLXJlcG9ydC0yMDIyLTExLTItMy_SAQA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>We also sell both admissions and sponsorship packages for our investment conferences and advertising on our websites and newsletters. Intraday Data provided by FACTSET and subject to terms of use. Real-time last sale data for U.S. stock quotes reflect trades reported through Nasdaq only. Intraday data delayed at least 15 minutes or per exchange requirements.</p>
<h2 id="toc-0">NewsIcahn Enterprises L.P.IEP</h2>
<p>The company is scheduled to release its next quarterly earnings announcement on Friday, May 5th 2023. 176 people have searched for IEP on MarketBeat in the last 30 days. This is an increase of 87% compared to the previous 30 days. Historic amounts of fiscal and monetary stimulus helped drive inflation to a 40-year high of 9.1% last June. The pace of price increases was 6% in February — still well above the Federal Reserve&#8217;s 2% target. «Inflation is the worst thing an economy can have, and I think people underrate that,» Icahn told CNBC on Tuesday.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://day-trading.info/wp-content/uploads/2021/03/image-WqgNs5XO3nlikbp4.jpeg" width="309px" alt="iep stock price today"/></p>
<p>Newell Brands is an Atlanta-based global consumer goods company. Its brands include Rubbermaid, Calphalon, Sharpie, and Sunbeam. Verizon Communications is a telecommunications provider based in New York City. The company has increased its dividend for 16 consecutive years. Devon Energy is a U.S. oil and gas producer from Oklahoma City. Like Pioneer Natural Resources, Devon&#8217;s dividend includes both a fixed component and a variable component based on free cash flow.</p>
<p>Icahn Enterprises&#8217; stock was trading at $50.65 at the start of the year. Since then, IEP shares have decreased by 0.6% and is now trading at $50.35. This score is calculated as an average of sentiment of articles about the company over the last seven days and ranges from 2 to -2 . This is a higher news sentiment than the 0.33 average news sentiment score of Multi-Sector Conglomerates companies.</p>
<h2 id="toc-1">About Icahn Enterprises (NASDAQ:IEP) Stock</h2>
<p>JSI and Jiko Bank are not affiliated with Public Holdings, Inc. (“Public”) or any of its subsidiaries. None of these entities provide legal, tax, or accounting advice. You should consult your legal, tax, or financial advisors before making any financial decisions. This material is not intended as a recommendation, offer, or solicitation to purchase or sell securities, open a brokerage account, or engage in any investment strategy. Discuss news and analysts&#8217; price predictions with the investor community. So are these five highest-yielding dividend stocks in the S&#038;P 500 good picks to buy right now?</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://day-trading.info/wp-content/uploads/2021/03/image-7Pj43OifbnmaqrBs.jpeg" width="300px" alt="iep stock price today"/></p>
<p>The Motley Fool recommends Pioneer Natural Resources and Verizon Communications. The industry with the best average Zacks Rank would be considered the top industry , which would place it in the top 1% of Zacks Ranked Industries. The industry with the worst average Zacks Rank would place in the bottom 1%. An industry with a larger percentage of Zacks Rank #1&#8217;s and #2&#8217;s will have a better average Zacks Rank than one with a larger percentage of Zacks Rank #4&#8217;s and #5&#8217;s. Impressive performance of the Energy and Home Fashion segment is likely to have aided Icahn Enterprises&#8217; Q2 performance.</p>
<h2 id="toc-2">‘Net worth of median household is basically nothing,’ says Carl Icahn. ‘We have some major problems in our economy.’</h2>
<p>See Jiko U.S. Treasuries Risk Disclosures for further details. We sell different types of products and services to both investment professionals and individual investors. These products and services are usually sold through license agreements or subscriptions. Our investment management business generates asset-based fees, which are calculated as a percentage of assets under management.</p>
<p>Short interest in Icahn Enterprises has recently increased by 17.31%, indicating that investor sentiment is decreasing significantly. Newell Brands Inc. announced Tuesday an agreement to buy back $275 million of its stock that currently beneficially owned by billionaire activist investor Carl Icahn and certain affiliates. Cheniere Energy Inc. said Wednesday it agreed to repurchase $350 million of its common shares held by Carl C. Icahn and Icahn Enterprises LP at a price of $130.52 per share, in a deal expected to close on June 21. «No bear market ever bottomed out until future earnings on the S&#038;P were going at 15 times,» he said.</p>
<p>No offer to buy securities can be accepted, and no part of the purchase price can be received, until an offering statement filed with the SEC has been qualified by the SEC. An indication of interest to purchase securities involves no obligation or commitment of any kind. Maintaining independence and editorial freedom is essential to our mission of empowering investor success. We provide a platform for our authors to report on investments fairly, accurately, and from the investor’s point of view.</p>
<ul>
<li>This score is calculated as an average of sentiment of articles about the company over the last seven days and ranges from 2 to -2 .</li>
<li>Additional information about your broker can be found by clicking here.</li>
<li>Finally, the activist investor predicted the S&#038;P 500 would tumble from its current level of around 3,900 points, or about 20 times its constituents&#8217; forecasted earnings for this year.</li>
</ul>
<p>Sign-up to receive the latest news and ratings for Icahn Enterprises and its competitors with MarketBeat&#8217;s FREE daily newsletter. P/B Ratios below 3 indicates that a company is reasonably valued with respect to its assets and liabilities. Only 36 people have added Icahn Enterprises to their MarketBeat  watchlist in the last 30 days.</p>
<h2 id="toc-3">Company Ownership</h2>
<p>A stock’s beta measures how closely tied its price movements have been to the performance of the overall market. One of the most important is the sustainability of the company&#8217;s dividend. Pioneer and Devon, in particular, could experience volatility with their dividend payouts because of the variable component. For example, Devon&#8217;s total dividend has fallen two quarters in a row as a result of lower free cash flow.</p>
<p>Pioneer Natural Resources is a Dallas-based major independent oil and gas producer based. The company&#8217;s dividend consists of two components &#8212; a base dividend plus a variable dividend that changes depending on how much free cash flow Pioneer generates. You are being directed to ZacksTrade, a division of LBMZ Securities and licensed broker-dealer. The web link between the two companies is not a solicitation or offer to invest in a particular security or type of security. ZacksTrade does not endorse or adopt any particular investment strategy, any analyst opinion/rating/report or any approach to evaluating indiv idual securities.</p>
<p>MarketBeat has tracked 7 news articles for Icahn Enterprises this week, compared to 2 articles on an average week. Icahn Enterprises does not have a long track record of dividend growth. MarketRank is calculated as an average of available category scores, with extra weight given to analysis and valuation. Please log in to your account or sign up in order to add this asset to your watchlist. Upgrade to MarketBeat Daily Premium to add more stocks to your watchlist.</p>
<div style='border: grey dotted 1px;padding: 14px;'>
<h3>Icahn Enterprises (IEP) Q2 2022 Earnings Call Transcript &#8211; The Motley Fool</h3>
<p>Icahn Enterprises (IEP) Q2 2022 Earnings Call Transcript.</p>
<p>Posted: Fri, 05 Aug 2022 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMibWh0dHBzOi8vd3d3LmZvb2wuY29tL2Vhcm5pbmdzL2NhbGwtdHJhbnNjcmlwdHMvMjAyMi8wOC8wNS9pY2Fobi1lbnRlcnByaXNlcy1pZXAtcTItMjAyMi1lYXJuaW5ncy1jYWxsLXRyYW5zYy_SAQA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>We also respect individual opinions––they represent the unvarnished thinking of our people and exacting analysis of our research processes. Our authors can publish views that we may or may not agree with, but they show their work, distinguish facts from opinions, and make sure their analysis is clear and in no way misleading or deceptive. IEP has a forward dividend yield of 15.89%.SeeIEP’s full dividends and stock split historyon the Dividend tab.</p>
<p>© 2023 Market data provided is at least 10-minutes delayed and hosted by Barchart Solutions. Information is provided &#8216;as-is&#8217; and solely for informational purposes, not for trading purposes or advice, and is delayed. To see all exchange delays and terms of use please see Barchart&#8217;s <a href="https://day-trading.info/be-a-security-specialist-education-and-career/">be a security specialist education and career roadmap</a> disclaimer. Fed Chair Jerome Powell has tried to curb inflation by hiking interest rates from nearly zero to upwards of 4.5% in the past 12 months. Higher rates make borrowing more costly and encourage saving over spending, which can relieve upward pressure on prices.</p>
<p>The issuers of these securities may be an affiliate of Public, and Public may earn fees when you purchase or sell Alternative Assets. For more information on risks and conflicts of interest, see these disclosures. Dividend yield allows investors, particularly those interested in dividend-paying stocks, to compare the relationship between a stock’s price and how it rewards stockholders through dividends. The formula for calculating dividend yield is to divide the annual dividend paid per share by the stock price. JSI uses funds from your Treasury Account to purchase T-bills in increments of $100 “par value” (the T-bill’s value at maturity).</p>
<p>The value of T-bills fluctuate and investors may receive more or less than their original investments if sold prior to maturity. T-bills are subject to price change and availability &#8211; yield is subject to change. <a href="https://day-trading.info/">https://day-trading.info/</a> Investments in T-bills involve a variety of risks, including credit risk, interest rate risk, and liquidity risk. As a general rule, the price of a T-bills moves inversely to changes in interest rates.</p>
<p>Icahn Enterprises saw a increase in short interest in February. As of February 28th, there was short interest totaling 1,220,000 shares, an increase of 17.3% from the February 13th total of 1,040,000  shares. Based on an average trading volume of 440,600 shares, the short-interest ratio is currently 2.8 days. Market capitalization is calculated by taking a company’s share price and multiplying it by the total number of shares.</p>
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		<title>Superplastizer Polycarboxylate Ether Chemical Wholesale Trader from Delhi</title>
		<link>https://www.aliansa.com.co/superplastizer-polycarboxylate-ether-chemical/</link>
		
		<dc:creator><![CDATA[adminalianza]]></dc:creator>
		<pubDate>Thu, 01 Dec 2022 13:19:02 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://www.aliansa.com.co/?p=11808</guid>

					<description><![CDATA[Contents: Explore More Products Who is an ETH trader? Amino 2 4 Dichloro Di phenyl Ether Ethereum works on a blockchain network like other cryptocurrencies. The miners work on supercomputers to solve extremely complicated mathematical equations. Once the equation is solved, the transaction gets completed and a new block will be added to the blockchain &#8230;<p class="read-more"> <a class="" href="https://www.aliansa.com.co/superplastizer-polycarboxylate-ether-chemical/"> <span class="screen-reader-text">Superplastizer Polycarboxylate Ether Chemical Wholesale Trader from Delhi</span> Leer más &#187;</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;">Contents:</p>
<ul class="toc_list">
<li><a href="#toc-0">Explore More Products</a></li>
<li><a href="#toc-1">Who is an ETH trader?</a></li>
<li><a href="#toc-2">Amino 2 4 Dichloro Di phenyl Ether</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2019/09/what-is-hedging-as-it-relates-to-forex-trading_2.png" width="300px" alt="largest cryptocurrency"/><br />
<img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2019/08/what-is-finance_2.jpg" width="308px" alt="clients"/></p>
<p>Ethereum works on a blockchain network like other cryptocurrencies. The miners work on supercomputers to solve extremely complicated mathematical equations. Once the equation is solved, the transaction gets completed and a new block will be added to the blockchain and miners will be rewarded with the Ether tokens.</p>
<div style='border: grey dotted 1px;padding: 13px;'>
<h3>Trading Ranges for Bitcoin BTC Price, Ether ETH Price Reflect &#8230; &#8211; CoinDesk</h3>
<p>Trading Ranges for Bitcoin BTC Price, Ether ETH Price Reflect &#8230;.</p>
<p>Posted: Thu, 16 Mar 2023 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiUWh0dHBzOi8vd3d3LmNvaW5kZXNrLmNvbS9tYXJrZXRzLzIwMjMvMDMvMTYvYml0Y29pbi1ldGhlci1zaHJ1Zy1vZmYtdXMtam9icy1kYXRhL9IBAA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>In this mechanism, several miners compete with each other to solve complex problems. The miner who solves the problem fastest gains the authority to validate Ethereum transactions. According to CryptoCompare, volatility across cryptocurrency markets saw a slight increase in September amid the interest rates spikes and the unstable macro environment. Once Ethereum is bought investment is done, it is better to transfer the token into our digital wallet from the exchange. Digital wallets can be easily managed and controlled by the user and there is the least chance for the hacking of the account.</p>
<h2 id="toc-0">Explore More Products</h2>
<p>It <a href="https://1investing.in/">https://1investing.in/</a> investors maximize their profits and reach their financial goals. The cryptocurrency market has seen increased volatility recently But top cryptos have rallied in anticipation of the Fed&#8217;s next move As a result, interesting technical&#8230; Just upload your form 16, claim your deductions and get your acknowledgment number online. You can efile income tax return on your income from salary, house property, capital gains, business &#038; profession and income from other sources. Further you can also file TDS returns, generate Form-16, use our Tax Calculator software, claim HRA, check refund status and generate rent receipts for Income Tax Filing. There are several gas fee calculators that you can use to calculate the gas fees beforehand.</p>
<p>These are specialized tools to estimate the gas price beforehand easily. These tools provide real-time value, and hence the chances of error are much less. You can easily use them to determine gas fees that are extremely time-sensitive. ETH, Ethereum’s native currency, is used to pay gas fees to Ethereum miners. Gas fees, in simple terms, is the transaction fee that a trader pays while buying Ethereum. Ethereum primarily uses Proof-of-Work as its consensus mechanism.</p>
<p>Coin burning in cryptocurrency is the act of removing a chunk of tokens from the market to regulate prices. As the number of coins in circulation reduces, the prices improve. An ETHtrader keeps a track of such incidences and warns the investors or traders accordingly to save them from financial losses.</p>
<p>They keep a track of market volatility and guide their clients accordingly. These validators are eligible to receive a transaction fee termed gas fees. For Ethereum, the gas fees are calculated using several gas fee calculators. The term ‘gas’ refers to the amount of effort miners put in to solve a complex problem on their computers. Polygon |  Polygon jumped 3.3 percent with a market capitalisation of $12.4 billion. Shiba Inu | Shiba Inu jumped four percent with a market capitalisation of $7.4 billion.</p>
<h2 id="toc-1">Who is an ETH trader?</h2>
<p>An ETHtrader helps you in making the right investment decisions while carrying out Ethereum transactions. They study the market regularly and analyze past trends to determine the best time to invest in Ethereum. These insights can be valuable for someone interested in trading Ethereum or Ether.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2019/12/how-long-should-an-employee-stay-at-a-job_2.jpg" width="305px" alt="cryptocurrency by market"/></p>
<p>After the Merge Ethereum’s issuance rate is expected to decline by ~90 per cent, with staking rewards becoming the main driver of ETH issuance. This website is using a security service to protect itself from online attacks. The action you just performed triggered the security solution. There are several actions that could trigger this block including submitting a certain word or phrase, a SQL command or malformed data. Do you have the nerves of steel or do you get insomniac over your investments?</p>
<p>These institutional investors pool money from several clients and invest them to make a higher profit margin. The gas fees calculator takes into consideration a standardized demand and supply equation. Thus, if there is a high demand for Ethereum but a reduced supply, there are chances of inflation in gas fees. This company trade reports majorly contain , Market analysis, Price analysis , Port analysis and trading partners. By subscribing to the report you can check , Product type, Hs codes, Indian ports, Price and trading partners and countries.</p>
<h2 id="toc-2">Amino 2 4 Dichloro Di phenyl Ether</h2>
<p>Storing coins will help to earn a profit when the price of coins increases. Meanwhile, some traders also expect the Merge will become a “sell-the-news” event for the market. Ether surge fivefold last year and reached a record high of about $4,866 in November.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2019/04/top-10-free-online-classifieds-sites-for-your_2.jpg" width="301px" alt="fusion media"/></p>
<p>Bitcoin | The world&#8217;s largest and most popular virtual currency, Bitcoin, rose 1.6 percent to $24,564.2. An extreme negative funding rate means that short traders are paying expensive fees to keep their positions open. An ETHtrader helps you determine the amount of premium one should pay in order to avoid taxes and regulations on Ethereum trading. Calculating the premium amount for the clients is the job of an ETHtrader.</p>
<p>The application can be built on the blockchain by users to store and transfer data. More crypto traders are shorting Ether in the derivatives market, as the underlying blockchain is scheduled to go through its biggest technical upgrade this week, trading data shows. As the name suggests, ETHtrader is someone who facilitates trading Ethereum between two parties. They help their clients get the best deals from cryptocurrency transactions.</p>
<p>You can easily redeem gas tokens as ETH while processing your transactions. There lies a possibility of receiving gas tokens as rewards which you can later use as gas fees. Several other apps, such as KeeperDao, charge gas fees collectively for a group of individuals. This is advantageous as the gas fee shares of individual traders reduce significantly. Hence, you can very well look for such options to significantly reduce gas fees. The gas price of Ethereum keeps fluctuating throughout the day.</p>
<p>Our experts suggest the best funds and you can get high returns by investing directly or through SIP. Download Black by ClearTax App to file returns from your mobile phone. In the Proof-of-Stake mechanism, the validator is automatically  chosen if they own a significantly high number of a particular coin.</p>
<ul>
<li>These are specialized tools to estimate the gas price beforehand easily.</li>
<li>Investing in Ethereum is risky like any other cryptocurrency, but it could probably be lucrative.</li>
<li>However, it would be best to research each technique thoroughly so that you are well aware of the security policies and do not compromise on safety.</li>
<li>They all got hit when the Federal Reserve began a campaign of raising rates and reducing liquidity to tame inflation.</li>
</ul>
<p>He was the co-founder of this magazine and a programmer as well. His main aim was to develop decentralized applications or DApps. Creating an investment strategy before starting to trade Ethereum is recommended to avoid losses.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2019/12/philanthropy-dictionary-definition_1.jpg" width="307px" alt="read"/></p>
<p>This is crucial because any trading delay can lead to price fluctuations. As a result, this can hamper the profit a trader anticipates or expects from that coin. There are certain times, such as after midnight or on weekends, when you can get to see a low gas fee. This helps you estimate the time when the gas price is extremely low. So keep reading to learn about gas fees and how you can reduce them. Bitcoin spent most of 2022 trading in tandem with stocks, especially tech firms’ shares.</p>
<p>Therefore, in addition to civil interaction, we <a href="https://1investing.in/is-it-potential-to-get-a-z-rating-greater-than/">is it potential to get a z-rating greater than three</a> commenters to offer their opinions succinctly and thoughtfully, but not so repeatedly that others are annoyed or offended. If we receive complaints about individuals who take over a thread or forum, we reserve the right to ban them from the site, without recourse. CAs, experts and businesses can get GST ready with Clear GST software &#038; certification course. Our GST Software helps CAs, tax experts &#038; business to manage returns &#038; invoices in an easy manner. Our Goods &#038; Services Tax course includes tutorial videos, guides and expert assistance to help you in mastering Goods and Services Tax.</p>
<p>Their mission is to protect clients from illegal and unethical Ethereum practices. Trading in financial instruments and/or cryptocurrencies involves high risks including the risk of losing some, or all, of your investment amount, and may not be suitable for all investors. Prices of cryptocurrencies are extremely volatile and may be affected by external factors such as financial, regulatory or political events. MetaMask users can get access to the service by connecting their wallets to the Portfolio Dapp. You can find more details by going to one of the sections under this page such as historical data, charts, technical analysis and others. Save taxes with Clear by investing in tax saving mutual funds online.</p>
<p>Ether is not restrained like other cryptocurrencies and has practical utility. Ethereum doesn’t involve any intermediate, governing bodies or financial institutions because of its decentralized network. Ethereum has gained wide popularity among the blockchain network. The developers or miners of Ethereum are always looking forward to the improvement of the network.</p>
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		<title>Korona norweska aktualny kurs w Katowicach</title>
		<link>https://www.aliansa.com.co/korona-norweska-aktualny-kurs-w-katowicach/</link>
		
		<dc:creator><![CDATA[adminalianza]]></dc:creator>
		<pubDate>Tue, 08 Nov 2022 12:27:25 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://www.aliansa.com.co/?p=959</guid>

					<description><![CDATA[Contents Kurs korony norweskiej w kantorze Korona norweska – informacje o walucie Kurs korona norweska NBP NOK/EUR Kurs Kurs sprzedaży NOK Ustawa stanowi, że Norges Bank będzie organem wykonawczym i doradczym w zakresie polityki pieniężnej, kredytowej i walutowej. Misją banku jest promowanie stabilności gospodarczej i zarządzanie znacznymi aktywami w imieniu obywateli Norwegii. Stronę kurs-waluty.pl tworzymy &#8230;<p class="read-more"> <a class="" href="https://www.aliansa.com.co/korona-norweska-aktualny-kurs-w-katowicach/"> <span class="screen-reader-text">Korona norweska aktualny kurs w Katowicach</span> Leer más &#187;</a></p>]]></description>
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<p class="toctitle" style="font-weight: 700;text-align: center;">Contents</p>
<ul class="toc_list">
<li><a href="#toc-0">Kurs korony norweskiej w kantorze</a></li>
<li><a href="#toc-1">Korona norweska – informacje o walucie</a></li>
<li><a href="#toc-2">Kurs korona norweska NBP</a></li>
<li><a href="#toc-3">NOK/EUR Kurs</a></li>
<li><a href="#toc-4">Kurs sprzedaży NOK</a></li>
</ul>
</div>
<p>Ustawa stanowi, że Norges Bank będzie organem wykonawczym i doradczym w zakresie polityki pieniężnej, kredytowej i walutowej. Misją banku jest promowanie stabilności gospodarczej i zarządzanie znacznymi aktywami w imieniu obywateli Norwegii. Stronę kurs-waluty.pl tworzymy dla wszystkich osób, które są zainteresowani tematyką walut, kursów walut, inwestycji <a href="https://forexdata.info/beaxy-exchange/">Beaxy Review: is Beaxy Safe and How to Use it</a> a także notowań. Zapewniamy wyłącznie najświeższe i zweryfikowane informacje. Tu każdy może spróbować swoich sił analizując dostępne wskaźniki, którymi opatrzone są wszystkie z opisanych na stronie walut. Łódź wikingów, którą możemy dostrzec na nowym banknocie 100 NOK, to wizerunek jednego z najważniejszych norweskich zabytków archeologicznych.</p>
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<p>Za politykę finansową Norwegii odpowiada tamtejszy bank centralny Norges Bank. Norweska rezerwa emerytalna to blisko 1,0 bln USD &#8211; jest to niemal dwukrotność całego PKB Polski. Aby uchwycić wartość korony norweskiej, warto zbadać jej siłę nabywczą w odniesieniu do pewnych dóbr konsumpcyjnych. Według popularnego indeksu „Big Mac” The Economist koszt Big Maca w Norwegii wynosi średnio 57 NOK, co stanowi 6,44 USD. Poniżej prezentujemy Państwu kurs korony norweskiej na żywo na wykresie. Wykres jest dostępny on-line, 24 godziny na dobę, 7 dni w tygodniu.</p>
<h2 id="toc-0">Kurs korony norweskiej w kantorze</h2>
<p>Obecnie w obiegu są monety o nominałach 50 øre, 1 krone i 5, 10, 20 kroner oraz banknoty 50, 100, 200, 500 i 1000 kroner. Wykres, odświeżany co 5 minut, przedstawia bieżący oraz historyczny kurs korony norweskiej, prezentowany w odstępach 15-sto sekundowych. Zmienność notowań korony jest więc dla nich dość ważna.</p>
<p>Aby główna stopa gospodarcza mogła wrócić do poziomu 1% gospodarka norweska, musi ożywić inne swoje sektory, a nie bazować tylko na surowcach. Interesują Cię aktualne kursy walut i cena korony  norweskiej? Poniżej przedstawiamy aktualne notowania korony norweskiej w naszym kantorze internetowym. Najnowsze sondaże wskazują, że około <a href="https://forexexpo.info/dollar-skid-do-trzech-miesiecy-low-on-brexit-handel-optymizm/">Dolar płozy do trzech miesięcy nisko na Brexit, optymizm handlu</a> 2/3 Norwegów nie chce szerszej integracji ich kraju z Unią Europejską. W przypadku zamiany koron na euro problemem byłaby również specyfika norweskiej gospodarki, która jest mocno uzależniona od eksportu ropy naftowej i gazu ziemnego. Obecnie udział ropy naftowej i gazu ziemnego w wartości norweskiego eksportu wynosi ok. 57%.</p>
<p>Korona norweska (norw. Krone) jest oficjalną walutą występującą w Norwegii. Korona jako taka obowiązuje w tym kraju od czasów Skandynawskiej Unii Monetarnej ze Szwecją i Danią. Norweskiej walucie sporo również brakuje do juana czy franka szwajcarskiego. Nowe, wprowadzone do obiegu w 2017 roku banknoty 200 koron należą do jednych z najciekawszych na świecie pod kątem  ich wyglądu.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexdata.info/wp-content/uploads/2021/11/image-69nQB75LCEY4VsNa.jpg" width="304px" alt="waluta korona norweska"/></p>
<p>Osoby, które chcą posiąść wiedzę na temat rynku walutowego, powinny zainteresować się również tą walutą, która jest ważniejsza niż nasz polski złoty, w przypadku międzynarodowego handlu. Korona norweska oznaczana jest na światowych rynkach kodem NOK. Choć obowiązuje tylko w słabo zaludnionej Norwegii, dane Banku Rozrachunków Międzynarodowych wskazują, że norweska korona odpowiada za aż 1,7 proc.</p>
<h2 id="toc-1">Korona norweska – informacje o walucie</h2>
<p>Korona norweska jako środek płatniczy obowiązuje na terenie Norwegii od 1875 roku. Wtedy też państwo to przystąpiło do Skandynawskiej Unii Monetarnej, która została zawiązana dwa lata wcześniej. Do unii, oprócz Norwegii, należała jeszcze Szwecja <a href="https://forexeconomic.net/jpmorgan-chase-co-q2-preview-zarabiania/">JPMorgan Chase &#038; Co. Q2 Preview zarabiania</a> i Dania. Wszystkie te kraje przyjęły wspólną nazwę waluty – „korona”. Unia oficjalnie rozpadła się po wybuchu pierwszej wojny światowej. Kraje do niej należące postanowiły jednak zachować nazwę waluty, dodając człon określający narodowość.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexdata.info/wp-content/uploads/2019/11/Brokerage-company-Dow-Markets-1.png" width="307px" alt="waluta korona norweska"/></p>
<p>W LYNX kładziemy nacisk na stworzenie kompleksowej oferty, która pozwoli początkującym inwestorom i zaawansowanym traderom osiągnąć ich cele inwestycyjne. Naszym głównym celem jest Twój sukces inwestycyjny. Pod względem popularności na międzynarodowym rynku walutowym norweska korona zajmuje miejsce w pierwszej 20-tce. Zyskaj czas dzięki szybkiej realizacji transakcji wymiany walut. Korona jako waluta zaistniała w trzech krajach w jednym czasie. Było to związane z zawiązaniem Skandynawskiej Unii Monetarnej przez Norwegię, Szwecję oraz Danię.</p>
<h2 id="toc-2">Kurs korona norweska NBP</h2>
<p>Młodsi wiedzą, że wymieniając dużą kwotę, mogą wiele stracić, ponieważ banki narzucają bardzo wysoki spread. Jest to różnica wynikająca z ceny sprzedaży i ceny kupna. Kurs korony norweskiej na wykresie jest prezentowany dla celów orientacyjnych, w oparciu o przybliżone dane i nie ma charakteru transakcyjnego tzn. Nie stanowi ze strony serwisu elementu oferty ani propozycji zawarcia transakcji.</p>
<p>Korona norweska jest uznawana za oficjalną walutę wyłącznie na terytorium Norwegii. Podczas II wojny światowej, Norwegia była okupowana przez wojska hitlerowskie i NOK został wówczas związany z niemiecką walutą “Reichsmarką”. W tamtym czasie ewakuowany Norweski Bank Centralny do Londynu. Z tamtego miejsca emitowano koronę i nazywaną ją tzw. Wszystkie te wydarzenia sprawiły, że Norwegom ciężko było ustabilizować swoją walutę. W późniejszym czasie próbowano wielu rozwiązań, m.in.</p>
<h2 id="toc-3">NOK/EUR Kurs</h2>
<p>Proekologiczne trendy zwiastujące zdominowanie rynku w przyszłości przez odnawialne źródła energii i groźba wyczerpania złóż zmuszają Norwegię do poszukiwania nowych źródeł dochodu. Więcej informacji o tym, jak przetwarzamy Twoje dane znajdziesz tutaj. Na przełomie 2018 i 2019 roku do obiegu zostały wprowadzone nowe banknoty norweskie o nominałach 50, 500 i 1000 NOK. W kantorach stacjonarnych z pewnością również natkniemy się na wysoki spread, choć zapewne nie taki jak w zwykłym banku. Istnieje więcej przeciw niż za, jeśli chodzi o korzystanie z tego typu placówek. Jedynym argumentem za wydaje się fakt, że możemy po chwili trzymać w rękach dużą ilość gotówki.</p>
<p>Korona dostępna jest w obiegu od powstania Skandynawskiej Unii Monetarnej w 1873 roku. W obiegu dostępne są monety o nominałach 1, 5, 10 i 20 koron oraz banknoty 50, 100, 200, 500, 1000 koron. Norwegia odrzuciła propozycję wstąpienia do Unii Europejskiej, jednak poprzez członkostwo w EFTA i EOG, kraj ten aktywnie współpracuje ze wspólnotą. Tym samym korona norweska nie została, ani nie zostanie zastąpiona przez wspólną walutę euro.</p>
<p>W tym samym czasie zniesiono srebrny standard i wprowadzono pokrycie złotem i system dziesiętny. Z powodu skutków pierwszej wojny światowej doszło do upadku Unii w 1924 roku. Wszystkie trzy państwa utrzymywały swoją odmianę korony, a system monety złotej został w pełni zniesiony w 1931 roku. Powstanie tej waluty ma silne podłoże historyczne i polityczne, bowiem wiąże się z zawiązaniem Skandynawskiej Unii Monetarnej, do której oprócz Norwegii należała także Szwecja i Dania.</p>
<p>1 korona norweska dzieliła się na 100 ore, w 2012 roku norweskie „grosze” zostały jednak wycofane przez Norges Bank z obiegu. Wszystko przez wspominaną drożyznę i wysokie koszty produkcji monet. Kurs korony norweskiej ważny jest przede wszystkim dla sporego grona Polaków pracujących w Norwegii.</p>
<p>W każdej chwili możesz (między innymi) cofnąć swoją zgodę, wysyłając wiadomość e-mail na adres Spółka LYNX nie udostępnia twoich danych partnerom biznesowym. Kliknij tutaj, aby uzyskać więcej informacji o tym, jak LYNX spółka przetwarza twoje dane osobowe. Norwegia jest obecnie jednym z najbogatszych krajów świata. Norwegia wzbogaciła się kiedy to na przełomie lat 60.</p>
<h2 id="toc-5">Kantor – Warszawa Wola. NOK Korony norweskiej: notowania, aktualna cena, kurs.</h2>
<p>Korona norweska według standardu ISO 4217 oznaczona jest kodem NOK, ale w kraju można spotkać się również ze skrótem „kr”. Popularnym określeniem jest też „øre”, odnoszące się do setnej części korony, mimo że została ona wycofana z obiegu i używa się jej jedynie w obrocie bezgotówkowym. Korona norweska to oficjalna jednostka monetarna Norwegii i jej terenów podległych.</p>
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		<title>Forex Robot Trading 2023 Best Automated Trading Robots</title>
		<link>https://www.aliansa.com.co/forex-robot-trading-2023-best-automated-trading/</link>
		
		<dc:creator><![CDATA[adminalianza]]></dc:creator>
		<pubDate>Tue, 14 Jun 2022 07:21:17 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://www.aliansa.com.co/?p=994</guid>

					<description><![CDATA[Contents Top-Rated Forex Robots and Expert Advisors WE AUTOMATE YOUR TRADING STRATEGY. WE WILL DEVELOP AN ALGORITHMIC TRADING ROBOT FOR YOU Smart Correlation Hedge ea forex robot Safe and Secure Crypto Bots For Your Account Be the first to review “Forex Gump Trading Robot 3.0” Cancel reply So if you’re looking for your own trading &#8230;<p class="read-more"> <a class="" href="https://www.aliansa.com.co/forex-robot-trading-2023-best-automated-trading/"> <span class="screen-reader-text">Forex Robot Trading 2023 Best Automated Trading Robots</span> Leer más &#187;</a></p>]]></description>
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<p class="toctitle" style="font-weight: 700;text-align: center;">Contents</p>
<ul class="toc_list">
<li><a href="#toc-0">Top-Rated Forex Robots and Expert Advisors</a></li>
<li><a href="#toc-1">WE AUTOMATE YOUR TRADING STRATEGY. WE WILL DEVELOP AN ALGORITHMIC TRADING ROBOT FOR YOU</a></li>
<li><a href="#toc-2">Smart Correlation Hedge ea forex robot</a></li>
<li><a href="#toc-3">Safe and Secure Crypto Bots For Your Account</a></li>
<li><a href="#toc-5">Be the first to review “Forex Gump Trading Robot 3.0” Cancel reply</a></li>
</ul>
</div>
<p>So if you’re looking for your own trading robot to trade automatically for you, FX Fortnite could be worth checking out.  As we discussed above, ForexVPS is not a forex trading bot itself, though it does help facilitate automated forex trading bot usage. This is a great benefit to those who are running a forex robot around the clock.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2020/03/the-four-types-of-economic-utility_1.jpg" width="302px" alt="forex trade robots"/></p>
<p>In this section, we cover what you need to know when choosing an ‘all-in’ service. That is to say, you will not be required to download or install MT4/MT5 and then set up the robot yourself. Instead, these providers simply ask you to make a deposit and the rest is taken care of. These are the providers you need to watch out for, as they could be scammers. These fraudsters offer robots which work, but to offer such a farfetched guarantee of success is just impossible.</p>
<h2 id="toc-0">Top-Rated Forex Robots and Expert Advisors</h2>
<p>Here are short reviews for some of the best EAs we have on ForexStore. Those are the most high-ranked systems that are compatible <a href="https://1investing.in/what-investments-are-considered-liquid-assets/">what investments are liquid</a> with the MetaTrader platform. Check it out to see the main pros and cons of robots and choose the best products.</p>
<p>Thinkorswim Trading Robot uses the power of innovative technology and based on an intelligent advanced algorithm that scans many stocks in real time and creates a stock. Trading foreign exchange on margin carries a high level of risk and it may not be suitable for all traders and investors. Forex is a highly leveraged financial instrument and these high stakes can result in you losing money. Consider your appetite for risk before trading forex using a real live account. Successful forex traders rely on knowledge and expertise to know when to trade or not to trade.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2019/09/trading-without-charts-what-are-the-alternatives_3.png" width="307px" alt="forex trade robots"/></p>
<p>With our free forex robot you can instantly deploy a profitable strategy onto your charts with a few mouse clicks. They claim that GPS Forex Robot 3 is accurate in 98% of cases. In the other 2% of cases, it utilizes a reverse trading technique to instantly open a trade in the opposite direction.</p>
<p>The one benefit of automated trading that is good for those who feel less comfortable is that it takes away the emotion. If you aren&#8217;t confident to push the button then the robot trading software will do this for you. You may prefer to use the robot to trade while you sleep, so you never miss an opportunity on the trading platform. Forex Robot Arbitrage &#8211; profitable market neutral low risk strategy. Based on statistical arbitrage strategy and quantitative analysis algorithm. Analyses live market data in real time and generates accurate entry signals.</p>
<h2 id="toc-1">WE AUTOMATE YOUR TRADING STRATEGY. WE WILL DEVELOP AN ALGORITHMIC TRADING ROBOT FOR YOU</h2>
<p>They’re useful in that they remove the emotional pressure of forex trading but they are not foolproof; they have their limitations and should be used with caution. Effectively, simulated results do not represent actual trading. Our best EA list only uses real trading accounts with a verified performance from live trading. When trying to find the best robot for forex trading, the help desk assistance level is often an overlooked part of a purchase.</p>
<ul>
<li>It is hard to conduct round the clock trading in all of the different markets when you need to eat and sleep.</li>
<li>A large community of developers share their EAs on trading forums.</li>
<li>Instead, it gives you the benefit of picking the best trending pair at the current time.</li>
<li>Both review sites and forums provide access to the best forex robot reviews.</li>
<li>These range from types of financial assets you might want to access, to insights into take-profit and stop-loss orders.</li>
</ul>
<p>We communicate with our clients via We have only two free Telegram channels that can be found on the site. All the VIP groups are available after purchasing a subscription. If you receive any messages from anyone, please report them and do not make any payments. You can also check the provider’s consistency by studying the backtesting results.</p>
<p>You should seek independent advice before trading if you have any doubts. Past performance in the markets is not a reliable indicator of future performance. Interestingly the creators of the Binary Strategy Forex Robot are real-life coders and traders.</p>
<h2 id="toc-2">Smart Correlation Hedge ea forex robot</h2>
<p>So, does this mean that automated trading is bad and not possibly profitable? Let’s think deeply about automated trading systems and the strategy robots are built on. As with every aspect of Forex trading we offer our advice, recommendations and ratings based on our team of expert traders&#8217; experience. BinBotPro are working hard to establish themselves as a reputable robot trading platform with 24 hour customer support, 7 days a week.</p>
<p>This website is free for you to use but we may receive a commission from the companies we feature on this site. 71% of retail investor accounts lose money when trading CFDs with this provider. This will include metrics such as your minimum and maximum trade size. If opting for this method, you are best to run MT4/MT5 in demo mode for a number of weeks to make sure the robot is fit for purpose. Now you are signed up, you can go ahead and deposit some money.</p>
<h2 id="toc-3">Safe and Secure Crypto Bots For Your Account</h2>
<p>In a nutshell yes you should pay money for the best auto trading software. Currencies Portfolio trading, which can also be called basket trading, is based <a href="https://1investing.in/">https://1investing.in/</a> on the combination of different currencies. The concept behind portfolio trading is diversification, one of the most popular means of risk reduction.</p>
<h2 id="toc-4">How Does Forex Trading With Robots Work?</h2>
<p>The programme includes technical indicators and scripts for the MetaTrader platforms and is supported by MetaQuotes. A large community of developers share their EAs on trading forums. You know the strongest sides of a robot you chose, so you can easily improve your own strategy. Usually, robot owners run the EA using only one brokerage company, but sometimes there are  several of them on different accounts. Forex EAs have received bad press due to robot programmers flooding the market with automated systems claiming outstanding performance without concrete evidence. A broker is a firm or individual that facilitates the transaction between buyers and sellers of an asset, like a currency pair.</p>
<h2 id="toc-5">Be the first to review “Forex Gump Trading Robot 3.0” Cancel reply</h2>
<p>Chris has been using forex trading software as part of his trading set-up since the late 2000s and the embryonic days of MetaTrader and the MQL coding language. When looking for the best forex robot, it is vital to consider the accuracy of the modeling employed in backtesting. A 99% accuracy compared to live currency market conditions is essential.</p>
<p>On other hand, Forex robots can work continuously with no need for breaks, which opens a large field of possibilities to make more profit with less effort. Coinrule is one of the robust Forex trading robot tools available in the current market. It helps you stick to a cryptocurrency strategy without continually staring at your computers as a trader.</p>
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		<title>Marubozu Forex</title>
		<link>https://www.aliansa.com.co/marubozu-forex/</link>
		
		<dc:creator><![CDATA[adminalianza]]></dc:creator>
		<pubDate>Tue, 17 May 2022 15:57:57 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://www.aliansa.com.co/?p=9905</guid>

					<description><![CDATA[Contents: Wait for the next candle to close above or below the closing price Marubozu Open Candle Pattern How to Identify a Marubozu Candlestick Weekly data Scanner for FOREX A Week in the Market: Nobody is Willing to Take Any Risks (13-17 February) The https://traderoom.info/ is very easy to identify and trade candlestick patterns. The &#8230;<p class="read-more"> <a class="" href="https://www.aliansa.com.co/marubozu-forex/"> <span class="screen-reader-text">Marubozu Forex</span> Leer más &#187;</a></p>]]></description>
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<p class="toctitle" style="font-weight: 700;text-align: center;">Contents:</p>
<ul class="toc_list">
<li><a href="#toc-0">Wait for the next candle to close above or below the closing price</a></li>
<li><a href="#toc-1">Marubozu Open Candle Pattern</a></li>
<li><a href="#toc-2">How to Identify a Marubozu Candlestick</a></li>
<li><a href="#toc-3">Weekly data Scanner for FOREX</a></li>
<li><a href="#toc-4">A Week in the Market: Nobody is Willing to Take Any Risks (13-17 February)</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://forex-helper.ru/wp-content/uploads/2019/11/strategiya-otlozhennogo-ordera-na-foreks-600x401.jpg" width="307px" alt="red marubozu"/></p>
<p>The <a href="https://traderoom.info/">https://traderoom.info/</a> is very easy to identify and trade candlestick patterns. The ultimate result of Doji candlesticks means neither buyers nor sellers are able to gain control and a struggle is ongoing between them. The height of the upper shadows can vary and the resulting Doji candlestick looks like a cross, an inverted cross, or a plus sign. A bullish belt hold is a single bar Japanese candlestick pattern that suggests a possible reversal of the prevailing downtrend. The best part is that prior knowledge of the financial markets or trading experience is not needed.</p>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://forex-helper.ru/wp-content/uploads/2020/04/trejdolkripto5-260x127.png" width="309px" alt="marubozu candle"/></p>
<p>What does the appearance of the hammer candlestick pattern on the chart indicate? Read on to find out what the bullish and bearish hammers warn about. If a Marubozu candlestick appears at the top or bottom, the trend reverses. With continued price dynamics, the trend is strengthening due to a cascade of liquidated unprofitable positions of traders, which fuels further price impulse in one direction. The principle of trading Marubozu candlesticks and other candlestick patterns is the same. Traders traditionally go short at a break of the bar’s low and set a stop loss above the candle high.</p>
<h2 id="toc-0">Wait for the next candle to close above or below the closing price</h2>
<p>By signing up as a member you acknowledge that we are not providing financial advice and that you are making the decision on the trades you place in the markets. We have no knowledge of the level of money you are trading with or the level of risk you are taking with each trade. The marabuzo close candle pattern is composed of a candle with no upper wick and a very short lower or upper wick. This essentially means that the price traded slightly below the opening price, and the closing price is flat. The full marubozu pattern is composed of a candle with no wicks or shadows at all.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://forex-helper.ru/wp-content/uploads/2022/10/bc888f25-d227-4a13-a909-2492795e8141.jpg" width="303px" alt="shadow"/></p>
<p>The appearance of this <a href="https://forexdelta.net/">https://forexdelta.net/</a> on the price chart means that buyers control the market, and the uptrend is likely to continue. Translated from Japanese, the name of the pattern means «close-cropped» or «shaven-head». This pattern is similar to Japanese candlesticks such as bullish or bearish counterattack and belt hold. They all have a large real body that has short or no shadows. A shooting star appears when prices for a currency pair have been going up for quite some time and its existence suggests a reversal.</p>
<h2 id="toc-1">Marubozu Open Candle Pattern</h2>
<p>A shadow is a line found on a candlestick chart, used to indicate where the price of a stock has fluctuated relative to the opening and closing prices. Like all traders, he started by blowing his accounts, but over the years, he developed a highly rewarding system based on mathematical probability. His fortunes changed and he began generating millions of dollars from forex trading. Over the years, he has taught numerous students who are equally millionaires courtesy of the one core program. These are candles having a long upper wick and also a long lower wick but small bodies.</p>
<p>A Trader should compare the size of a Long or Marubozu candle with the nearby candles. Marubozu does not have any Shadows, thus the whole structure includes only main body despite of candle length. Long candle or Marubozu candle shows the market stability in both Buy and Sell orders. It will draw real-time zones that show you where the price is likely to test in the future. Stop-losses are also essential to protect yourself given the limited reliability of this pattern. We use the information you provide to contact you about your membership with us and to provide you with relevant content.</p>
<div style='border: black dotted 1px;padding: 13px;'>
<h3>GBPJPY keeps bouncing 161.800 and 156.300 &#8211; FXStreet</h3>
<p>GBPJPY keeps bouncing 161.800 and 156.300.</p>
<p>Posted: Mon, 06 Feb 2023 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiVmh0dHBzOi8vd3d3LmZ4c3RyZWV0LmNvbS9hbmFseXNpcy9nYnBqcHkta2VlcHMtYm91bmNpbmctMTYxODAwLWFuZC0xNTYzMDAtMjAyMzAyMDYyMzIx0gFaaHR0cHM6Ly93d3cuZnhzdHJlZXQuY29tL2FtcC9hbmFseXNpcy9nYnBqcHkta2VlcHMtYm91bmNpbmctMTYxODAwLWFuZC0xNTYzMDAtMjAyMzAyMDYyMzIx?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>This is exactly what traders want to see before they decide to place their trade orders. This next chart example shows two instances where bearish Marubozu close  patterns appeared after periods of temporary price consolidation that led to strong price declines. When a candle closes with a long body that has no upper or lower wick, it is referred to as a Marubozu full. A Marubozu open candlestick has no wick at the opening end, but can have a small wick at the closing end. The Marubozu close candle has a small wick at the opening end, with no wick at the closing end. A bearish open Marubozu candle indicates strong pressure by sellers on the price from above.</p>
<p>64% of retail investor accounts lose money when trading CFDs with this provider. You should consider whether you understand how CFDs work and whether you can afford to take the high risk of losing your money. In simple terms, a marubozu can be described as a long candle relative to other candles. A perfect marubozu has no shadows, although these are quite rare.</p>
<p>This means that the highest price in the specified period equals the closing price and the lowest price equals the opening price. The price action has reversed its course and it now trades in a bearish environment. After two long red candles, the bearish Marubozu close pattern occurs, which signals that the bears are still a dominant force. The market is telling us that the trend is now bullish as the buyers controlled the price action from the open to the session’s end. The trend has then continued higher to ultimately create the new short-term high.</p>
<h2 id="toc-2">How to Identify a Marubozu Candlestick</h2>
<p>In today’s live session we went through a key term that most of our members haven’t heard of or come across. The easiest way to remember these is that the marubozu line is always flat. And for a full marubozu both the open and close lines are flat. Investors are interested in safe assets that favour the US currency, but how long this will last is an open question. The currency market is going through a week of tension and stress with new forecasts for further action by the US Federal Reserve.</p>
<p>Another very important aspect of this pattern is that for this one to be valid the body of the second soldier should be bigger than the first one. And it is also required for the body of the third one to be the same size as the second one but with no or little tail. The three black crows are the exact opposite of the white soldiers. The Marubozu is formed with a single candle which may be bullish or bearish. Generally, single Japanese candlestick patterns like Marubozu, hammer, shooting star, doji, etc always need more analysis to confirm their signals.</p>
<p>If you do not yet have the best MT4 / MT5 charts to use these indicators, you can read about getting the best free trading charts and the broker to use these indicators with here. As with any candlestick pattern, the context that the Marubozu candlestick forms are essential. When you see a bullish Marubozu candlestick, you know there is a lot of buying pressure. This can indicate the bulls are in control and the price is looking to move higher.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://forex-helper.ru/wp-content/uploads/2020/03/maxresdefault-12-600x338.jpg" width="307px" alt="body"/></p>
<p>Marubozu close candle has no shadow on the closing price side and has a small wick on the opening price side. A Marubozu is a long or tall Japanese candlestick with no upper or lower shadow . But as I mentioned, if you traded this pattern, you’re going against what history tells us works – you’re not acting like a data-driven trader. Speaking of performance, let’s learn how to trade this single-candle formation.</p>
<h2 id="toc-3">Weekly data Scanner for FOREX</h2>
<p>Doji candlesticks by nature make you pay close attention to the preceding candlestick. If spinning tops appear during a downtrend then it means there are not many sellers left and a potential change in direction may be coming. You are currently viewing all Central Candlesticks detections and trading signals concerning financial instruments of the Commodities list in Daily timeframe.</p>
<ul>
<li>The gravestone doji is the mirror reverse of a dragonfly doji – an inverted T.</li>
<li>Take any chart on any given day and you will be able to spot the Marubozu candlestick pattern in one of its shapes.</li>
<li>Like all traders, he started by blowing his accounts, but over the years, he developed a highly rewarding system based on mathematical probability.</li>
<li>A bullish Marubozu is called a White Marubozu and a bearish Marubozu is called a Black Marubozu.</li>
</ul>
<p>The marubozu is part of the Japanese candlestick group of a single-candle formation that has a special meaning on its own. Much like the Doji candlestick pattern and the spinning top candlestick pattern – the marubozu is a one candle pattern . The pattern appears in any financial markets, such as securities, currency, cryptocurrency, and commodity markets. A Bullish Belt Hold, known as “yorikiri” in Japanese, is a single Japanese candlestick pattern that suggests a possible reversal of the current downtrend.</p>
<h2 id="toc-4">A Week in the Market: Nobody is Willing to Take Any Risks (13-17 February)</h2>
<p>Having extensively studied client trading information in the past, I can tell you that, often, the majority of traders trade in the opposite direction of a marubozu. Therefore, after a strong upward marubozu, many clients will sell in the expectation that the price has extended too far and is likely to fall. This is rarely the case due to the amount of momentum in place. After a downtrend, the price action consolidates by trading sideways. At one point, the bulls take charge by pushing the price action higher, finally creating a candle where the open and low are at the same price, but the close and high are far upfront.</p>
<p>On an up day, the opening price is equal to the day&#8217;s low, and the closing price is equal to the day&#8217;s high. On days that the stock has gained, it is indicative of a bull market, and on days that it has lost, it is indicative of a bear market. The forex market is one of the biggest financial markets in the world with trade volumes of over $6 trillion. It’s also a very volatile market as well with rapidly changing price action. This Marubozu candle pattern has a closing flat while the open has a very short wick or candle. It means that within the timeframe, the price may drop a little lower than the opening price but must close at the highest or lowest price.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://forex-helper.ru/wp-content/uploads/2020/03/rost-260x117.jpg" width="305px" alt="trading session"/></p>
<p>Harness past market data to forecast price direction and anticipate market moves. From beginners to experts, all traders need to know a wide range of technical terms. Trade up today &#8211; join thousands of traders who choose a mobile-first broker. To extend your knowledge about the Marubozu pattern, use the convenient and functional LiteFinance online platform.</p>
<p>There is tremendous momentum in place when a major currency pair moves so far in a short period of time. Generally, the marubozu candle signals a strong movement is likely to continue in the direction of the candle. In other words, once identified, a trader will enter a position based on the type of candle – bullish or bearish. Ultimately, the price action continues to move lower as the market was very bearish during this period of time. The importance of the bearish Marubozu close candle is that it signaled to us that the dominant trend is set to continue as the bulls are unable to change the trend direction.</p>
<p>Doji candlesticks are a thing apart from the two mentioned above. Its uniqueness is  that it is extremely thin like a straight line. Due to the nature of their formation, Doji candlesticks have the same opening and closing prices.</p>
<p>In Japanese, the word ‘marubozu’ means shaved head or bald head, which is shown in the formation of the Marubozu candle pattern that has no shadows. Chart patterns Understand how to read the charts like a pro trader. Any opinions, news, research, analyses, prices or other information contained on this website is provided as general market commentary and does not constitute investment advice.</p>
<div style='border: grey dashed 1px;padding: 15px;'>
<h3>Reata Pharmaceuticals Unusual Options Activity For February 27 &#8211; Reata Pharmaceuticals (NASDAQ:RETA) &#8211; Benzinga</h3>
<p>Reata Pharmaceuticals Unusual Options Activity For February 27 &#8211; Reata Pharmaceuticals (NASDAQ:RETA).</p>
<p>Posted: Mon, 27 Feb 2023 18:35:23 GMT [<a href='https://news.google.com/rss/articles/CBMidmh0dHBzOi8vd3d3LmJlbnppbmdhLmNvbS9tYXJrZXRzL29wdGlvbnMvMjMvMDIvMzEwNzQwMjYvcmVhdGEtcGhhcm1hY2V1dGljYWxzLXVudXN1YWwtb3B0aW9ucy1hY3Rpdml0eS1mb3ItZmVicnVhcnktMjfSAS1odHRwczovL3d3dy5iZW56aW5nYS5jb20vYW1wL2NvbnRlbnQvMzEwNzQwMjY?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>Traders can take advantage of Marubozu because the candlestick pattern tells the reversal of a trend and the continuation of a trend. The word “Marubozu” means “baldhead in Japanese.” The candlestick pattern gets its name from the fact that it has no wicks. So for example, if you want to Scan out all stocks of FOREX that are forming a doji pattern on a weekly chart, then select weekly in data, doji in pattern and click Scan button.</p>
<p>This kind of <a href="https://forexhero.info/ ">https://forexhero.info/ </a> chart pattern shows that the downtrend is potentially done with and a new uptrend has begun. A black marubozu candle has a long black body and is formed when the open equals the high and the close equals the low. A black marubozu indicates that sellers controlled the price from the opening bell to the close of the day, and is considered very bearish.</p>
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		<title>LMFX Canada Trading at LMFX for Canadians</title>
		<link>https://www.aliansa.com.co/lmfx-canada-trading-at-lmfx-for-canadians/</link>
		
		<dc:creator><![CDATA[adminalianza]]></dc:creator>
		<pubDate>Mon, 28 Feb 2022 17:46:24 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://www.aliansa.com.co/?p=11463</guid>

					<description><![CDATA[Contents: Concepts behind CFD trading Compiled List of FX Brokers You Should Avoid Hedging with CFD Best Alternate in Canada for LMFX Customer support At the same time, it can cause the trader to make a lot of losses. You can buy Apple shares, for example, if your research indicates that its value will rise. &#8230;<p class="read-more"> <a class="" href="https://www.aliansa.com.co/lmfx-canada-trading-at-lmfx-for-canadians/"> <span class="screen-reader-text">LMFX Canada Trading at LMFX for Canadians</span> Leer más &#187;</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;">Contents:</p>
<ul class="toc_list">
<li><a href="#toc-0">Concepts behind CFD trading</a></li>
<li><a href="#toc-1">Compiled List of FX Brokers You Should Avoid</a></li>
<li><a href="#toc-2">Hedging with CFD</a></li>
<li><a href="#toc-3">Best Alternate in Canada for LMFX</a></li>
<li><a href="#toc-4">Customer support</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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RAD620qcCWCACRnbKq6PcWNUNtlakwsAEn8ieg+dVWLpvYlqxMeD5UKoLee3/re33edAYhWRTUaS6ygmI4SUpUQP+s8hQrRdvoQeWdChQromQFChQoAFChQoAFdEfVFc62QTnHhQB0rKetYoZxQB0Brog4xXJJ863Sc7UEptBhs+dHY5VlPTyok3gkeVHGlnGOUEjz8aXNjou6FuI5gEd59U52G4FL9ucBUcIKuYA79KbUVwAg5ABGPXNLVvcB5DzLWQeU4/nrO1qSSBZFJmIfgOvJSiSwpOAMnpv8fCmfw7fMHUr1vcBTzc7ePUb/rSKcNifMZ6OscjYSrG53x4YPn6U2L1iw8RFPoUotrfS8lRGOYEgn+es9RbM0U2WDsagpCcHYU9reSEpWk7pII3pgacd5gAk5B/VT8t+FISE4PnSpvUcOPXahG1DozUjY9x2QuA6rzEhohIP+smnhoFxpEeda9kmPKWotjolLhKhj06/aaZWtmHLjwqemM5Mm0KTJbI/NLTgWT/ABOalnSVwbTq9L6FAs3u2oebx0KmzkH+K591KW1iklfUmLhxd0QrRJt8tZU5bpK2wCdygnmT9xqS4d/t6rX3y3UsLWeRAUoZUfSoLS4q3X5L6CeSc1yrHhzo/sNLAlGTI70FQSnGBnYVXK09DJKdnYlODh6QoomrcX15c7Eb9KccF68RBiMlQB8SajjT12CEojuN84RlbahnmyfD1FSFpWbcp8ooejD2cDAOCCPQkeNNjV6SRRUktYsOOOXqSAHe8z/CxW8eC6k+9DJV4nmpcfFuho55cpDBIJHO4BsOvWudpuVqvC3026Ul32cgLUBtv4g1ozIOUurC3sBUB/zUpPmVVum3OAbNY+dLKW17Z6V1DZ8TU6luWhD9gc691iiz9rK+rKftpxuMhZ3KgPQmiE+1Mymy0t2SkH9B5Sf1Go1QSppjZmQGYqS+/wAraAN1LVhI+Zpo3jiLoXTwUqfqCGeXJKWnQtX2A06Ljww0pcc+3xJUnPg7LcI+zOKRjwT4cJJxpaKT++yf1mpuuop05r8tiNbr2pOGkFRDSLpLI8G4+B9pNJkXtYcN33CmVbrxGT+kY/MPuNS7+Jvh2hOBpWB8C0DXI8KdCRjzNaXt6SP+5FIqOjb8r8wUMR/svIZ9r46cLbukljUjbSsZ5HW1IV99bXnW+lJlren2O4NTVt4T7hBAUemad69J6VhICUabtoHQKMZBqA+PGs06X1JGs2m+HN7nw0sFyVLs9occYbcycIWpCeXmxvgnYY8xWGS5nu01qaYZk/faCs26zJjynHn1qUfXpRXv3/8AtF/aajNHHfS7TzrN0tN2tymjhRmJYYz8Od0E/ZWE9ozhUpZacvy2lJODmM4sD5thQP20v8PX/wBH5Gp1Ka6okwzJaRgSHE/BRrMadOSoBMl0Y6e+aj+Lxz4UTFYb1jBQf++52v8A90il6DxL4bv4U1rmwqJ6D6SZz9nNSZU6kVrFr4FlKD2ZIMaTKWgc7ys/E0abkyEHIVk+ZAP66QIF/tshAXGnR3kK+qptwKB+GKVGrjGIIUtOR69Kzu6LJRCeqYca7WaYzOjx3UqZXzBxoEKAGcem4G/UUg8GtXx+K+nUXlHdlz29yHJ7sYRzNY3SPIpKT86I8d9Yt6M4Taivza8PexrjxyOvfO/k2yPgpYPwBon2HtLP2HgjBukxtSF3eXJnN568iilsH7GifgoU9RvQcn2pL5kSaiywT26sJGB4CmtxJvrem9F3e8Oq5RHirIPqRinOSCrOaiPj7LVcIlj0Y0SpV6uDYeQPFhs868/6qSPnT6KzNJmWREFs4N2mbbYky5pPtj7Dbsj/ADqkgq+8mhUxohrCEgAYAGNqFO5tT/Ym3ceUFCtm21uuJaaQVLWQlKQNyT0FSAjs88dFoDiOEuqikp5gRbHen2V6VtIwke0KMT4E21zHrfcYrsaVHWW3mXUlK21jYpUDuCKL0J31IBQpVsWldSaoMsacsc25GBHVKlezMlzuWU9Vqx0SPOkqgkFZScHNKGntO37Vl3YsGmbRLudxk83cxYrRcdc5UlSsJG5wAT8qct34J8XrBa373fOG2ooECKjvH5Mi3uNttJ8SpRGAKhtLcN9hnA5GazWE9BWakg2BrojwNcR1rsnagtFXYYQAOlGWVJ5hnODRVJwQPOlm1aa1Dd7Xcr1arNNlwLMhL1xkMMqW3FQrPKpwgYSDg9fKlSHaIEVRAGEJHKduY0tQ3BlQU6rOxCU9cUgMZOfd5sjO/SleI4coy4AFDGB50prqA87W6U++hKG8YXzK6Z8z5YFEuKbGFWm+IWpfMnuVk9ARuAD47ULIsp7vKPAoJWd6WdWxfpXQkgJUXXIShIBSn3RjZfw6/dSprQZF2H3w+uAnWqHICh7zSUn4jY/qqVbSeZIGBiq98Frup+z+zlXvR3fDyI/sqwFjWVoSR4jzrLUVjUnoP/TrDN0s91scgcyJDRBB/RUChX6xTM0jcHIum9PXJ7IkWCd7DK/ehKi0oH4JKT8qd2kHhHuzaVdH0qaPzG33gU227YWNTa00i4nCZoTc4w/zgws/xxWfNaVgtdNExXBAdiB5GSqOoPox446/dmle39w6glI5UkAgk7U1tEXU3nTMGY8cud33To8lo91QPzFHpF3iWKIpiTzEoUQyMfWSdxk/PHyNMSb0RgrWis76CdxRvs61s29m0XZ6LlSlL7pZStZ2xnH5o3ohpLifrO3Ox0HUU9xDRKg33p5VA7EHFN++3H6blCTPKUhCeRIHTFKGkrRGulzYiiWiM2CCpazhOB5mulGnCFH3lqcR1qlSteD0JxTcZV4RGfdkvlt5sLAcUVdev31IOlbNPtriXW3FtNqIUshWAsY2+NRNdNW2DSaI7Ud5uapIwhtlQOAPEnpUhaO4ns6ngMoZZai92tKSlbgVzb45QfPFc9wmo57aHWp1IZst9SU4L6u7CHFknO1Hs460lsNgJCkryRviu6n3Vj8mhW1PjsaQ4paRWqtxtvRMqfxhSFHNbpf5cBaFJ+dTe4Gzids93RbuivcN59RSfepz6k90wpQH2ZrGn5TDSXW3piUvfW7ouAqA88eFL5mtgDzkdWdmzRZ9ppJ5HXUAnajdwkoQwXQtQGOo8qjvVeu7PpiOqbdXeSPkI51Ej3j0AHjWarU1tHUL23O1+mhhx5wvIDTAJxnYACvO3W/a14mM6muTFr0xaZ9j9ukKhOSIMgrebUsJypSHQDnlA6eGKslx24w2S0cM7/cbFd2nZkmOqLHQhXvhxw8g+BG538qo+xrSTpq0oQ9bx3bC0JcES4OJKjsQtSRlIUFBKvjg07AUW5OckUnJOOjJg03+ET1rYYgts7hpaJMdsqUpDU15jJUrJJCgvxJ+HToKV3vwgvDi8uts6q7PjMorP5TkcjSwrPge+aBx8DUDjivp5xC0LtEzmc5R3jrcZ4JHKkKyCgFWCFY9CPGuUXRWib3Mdvi77MjrcPfBh2CkJUf0RyHCa6SpQe6Fyk1bUsoxx07JepXEN3rs2tQHZDQebA0zDGUYzzZaUCoY3rqzcewDd5DYf0QuLIYX+WSIlzYDascycBCykbb1WW/aXl3y42ez2pmW6mWsMqbS8rmLKASQnJ22SB6Zp68WeFtnsHDVczR2npttnojMuR5TLhClPE47vY5JH2HNVnlpySTfmMp05VIuWmhb1PGPgPqdK0K43NRWeQhMdciMQR5ESI5P303oPCrs/wA5hsaW4kWx1xxRXzrNtcKSTkk8qW1E5Pgaocq0uQ33IUnBeTyhZSrbJAP89Jo0yrU2pLZp+MjmcuEpuKgncoClAFXyGT8qViOH0KyvU2QnMqjtJEydq23rsKtPcE9O6lkagdu15cuBecJwvmX3UdtI5lAIyVYAONs9au/pOwRdH6TtGlIIHc2iEzCQQMcwbQE82PM4yfU1SThdaY3EztjNKjsJXZdDNFbSEjKEJiJDbWP9upCh86vcAFKrhYm0I06a7L+f0R0dtF4G2wQVKqDbs+dVcYJshKueLp6IIqPLvnDlR+ISB/GqYtVXeNp7T866ylBCIjC3SSdthtUO8J7dIVZTfLgk+03l9dxdz1AWcpHySAKKbtByKbyHwmM2EgFRyB60Kjq6ccdI225y7c826tyK+4wtSTsSlRBI9NqFTkn2DLHmU044y4h5pZQtCgpKgcEEdCKvDo3jLxXk9hHXGq5HES/rvMLUsKPHnqnLL7TRByhK85APlVHKedu4ua1tnDG58IIk9lvTV3mNz5TPcJU4p5H1SFncD0r1M45lbw/lHNi8sk/WxbvijoDhFbHOGGgrTwUk6t1rxSt1uus65OXtxqQpXe5dCFLCgguBC+ZedgScbbOniZ2YuD+oOGN1ci2bQdhvtk1ja7GhzSF2dnGFHkyWmFx5614SqQkLUo4AxgHAzvTC99oPinfdR6Q1Y/qFMe66FiMwrJJjR0NqYaaUVIBGCFdTnIOQcEU5NY9sHjdrrTd60hfL1ak2q/SGZcxqHZo0UmQ24HA+lTSUq70rSkqUSSeUb+S3CW67fn9CU117Plr+5c3RFv4Y6Q4ncaeEOguFMawHR+jXord6TJdVImJU22pSpAUSk5KwQcA+75HZLa7LHZzsOlbLo3Vdw4fQk3bSybpKvFw1A4zfxNcbCkOss/uZYBOCM74qq0rtw9oiZbJNrl6nt8hM63m2TpDlpjCTMZ5eUd88lAW4oDoSduuDSVae17x4sujGtEwdXNCNGgrtkaYu3x1z48RQwphuUUd6lGNsA1HLla3X/v1LKavr62+g8vwe8dqP2zNHRWHg82y5dG0ODcLAgyMH54zTq458a+EkqPqWwWvjRxwvdy+lXWX7NeXYybO8gSSHWVci+fu+UKCcDOwqtPDHilrHhBruBxI0RNZZvtt74R3pLIeQO9aU2slKtieVavhmpK1j20eNOutOXTS9+Y0gYl4YXHlLj6cjNPFK/rFLiU8yVb9RvVpRbaa7CsWkn4lgNUdl3grpq06k4+KsZXw4naUiy9OQlzHMJukgcndlfNzK5FZOCfA08Lp2X+zXpm1scONSXLh7bvaNLC5qu0vUK0aiTcFoCkPBkgN+zZOME4PzqjF046cTb5wqtvBW437vNJ2qSZUaJ3YCkrJJwV9SkEkgeGadcPtecerfo1Oiour2Qwi3qtTc426ObgiGdjHEoo73uyNuufWqunJppMmMkmmydNQad7M/BbhNwcuup+DjWpbjxGtbb11uSro6hLLbTjXeOtIBxzrDhA5SkAAUq8ROzNwb4E2/iDxG1pp/6V03KuVuj6JZVLdSlxiQA4tYUlQKwlORuTtVVbrxSvXEyLoPRPEi/CPprRzQtkN6LCBchwlqR3iiEkF1QCAQDg7Y8ak/tV9oDTHEXTWhOFHDq+3W8aY0LbxH+kbiyWHJsjlCQruzukJTlIB3wfHGamUZX06t+VyYbWfZ+5Zh3sMcJZtq1m/a7dyytVxUzOHqDLcV3YEZDykD3vyhyrl97PWjdi03wp4N6c7Q+kNPaTTcbbpLSFhYvUZ2Y5i5XDD63OdQVlA51ISoJxskgVTC29rHjha1aJVG1ShQ4focRYwuMghsLRyKDm35T3dt/IUmxe0BxMaY17HXeWVI4mFJ1EpcZKlP4WpY5CfqbrV09BVJwlrr66Fk9m166lzNNdmvg1xG1Tw41yvS1usFuv2iJeo7jZ2pbjUFcllTSRlRJUhvLuVAZOE/GjEPs/cAtWcROHLbDmin377Ilx7xadI3lyTAW2hBU262okLSc7HG2aqDbO0zxftr2j3rXqYRnNCQnbdaCzGbTyxnMd424CCl0KCQDzDpmnOvtZca5mqLHqr6dgx3tPIcNthxrcyxEjLWCFqDDaQkqOdycmquL6etX9iV3+tCyfD3QPBDXkfXeu7PoLTOn4uhFNWiDF1Hd3UW513vCDLlugZyUqCQnpkdd8hk8etFcOrFqyPbuH93tkuDfLO2/Nh2qf7VHhy3OZK0IWcFTfRaeYZx4VCXDjjVxA0Ld7pc9PXZARqFtSLnFkRWn4csFXNhxh1KkEZJ8M4JHSnHeuI2quJeokao1ld13CaqMhhCW20tMsNt/VbaSgANoHgBjxPUmqSi9C8XqyNOE8ldp1VMskhWCStvGcDmSf7Ks7pl8LZRuMiqx6wQdMcVWLo2EpZnKblDG4976w9d81YnSkgKKQFZScEfA1lqo0U3fQkyA4tpxqQ2r30KSsb+INb6+bRadfaX1S2eWPckrtj6vD3xzN5+BCq5WxXO2MDJFKWv7a9qHhbJMZPNMtChJZI+tlshQA8sgYrLN6jXuGtCO/Rl8vWm17N94J0cfvV/WA+Ch99OrUNsTdLaoISA6ge6SOnkft+4mo3+nG+90zr9g/kZCUMSiOnI7t8sLFSwlYIB2UlY8ehFXhO1mjHWpp3i9mQuQoyCiQlQWhRSpB6pI6g1yuV5fjNezsvd3gYwnyp561sJjLN0jIylZAc28egV/MfUetR1cIwKiVA5JzXdw9SNVKR5LF054eTgLOnpan0ONSHuYrIxzKOx86dVrm3C1qQlBWghYWk+GR0IqNo0mRBVlhZQT1I604bdqqQlsNPYUegOB0p04N7bCKdVLfcsDpzihf2Usql35Xesn3EvObLHluMfbU1WbWDs6DHnurQgPIBPv5A8+m1U0ttzbubgQpCiob5zU8aW1DGY0rCYfbS66hSkuJWSNvDGMVycZTyWcTv4DEOpdN6E0o1fbVHkXJbChsckgfaRio41lxQluzn4FslqYbac5EFOxVjxyPDNN9+eHCtTKilJOQCvYfbTfkQErlGdMfAJOQnvBk1mg7fmZrqTnJe6TC9qlDujxdvaO8kqYxyoH5QLxjm5TvjPjUCM3jUTM43FqZIC0L5g8pXLy79STsPnRudrpiB3kGG20ytOAoK2KvnTJ1RqByZyFZWQOoS4cfLFMpwbdmhNevGyaexNl64x2+22SG7PmqddkIT3iI7fNjbc5OARnyPjTC4k3q36x0km4Wx32koWVMgt5UlYHkfHeo7kOvwbWufKbPcttlxqMAeZ1WM5UTuBtsP/APaaFs4xQb7LiWWwpEaXIdQ0lpsYwo7HasFarCjK1JZmvI7eB4VXx1PmVnkg+1a+JF/GOBe7TZ4DNy03eJMCVLVKmuIZW0nCRhCS5ykJ3yqoW1HebLcmWmrM5eMtk94iXJQ82kYGySkA528R4V7AaV06Yml49vVJkMLcRzLUyvkUSfDm64+G9a3/AIYaL1MlsX/R2m7uUgAfSVsakOEjxDjgUf5/WuzQxclD3orXU5LwUISThN6adzXevseNlvZdWUuoY50IwVZTkJz0zUl2BZTCQ0pYx4cxxjz3r0LvnZH4GzWJK4fDONBkTEjvlW+a80Mg52TzhAGfAJphaq7CnD6dC7vTurdXWNakkpSnupCUn9EqCU8v8anLEw66F5UpN6EFcOtFO3lKtWO3JyNHtinEc7ZSAApG6uY7ADB+ynFrG8TNL6MgqkutNsTHnYluU8pPMs8pCnEBOwHKDy+qs7bVJF/7KGrxw9haE4d8QLXCtqVtKuMicysyXuVXMcEc6c5wdzufEdaYnFfs68bOIM6JIREjT7Nbm0w43sz7QWllP1ilskHnV1OANyOnguLp1J5nJeAxzlTpcuCfiQlqKxxJiGZVraAkyAhDjZyd0ggkbeOB59DRDh1BZ0xer7rG4FJGmLdIlhRG3fKTyNJ+ZKvsqQJ3CLV2hkSVosWp48FoBHLPiLW8E+PJgY+8dajjijOa0/wiksR25TcvWV27sofTyOiOx1BHqvBqcVJSp5F/lp9f2uLoRvU16akt/g+dNyBZtXcSJ2S7eZiIDJV1UlvLjh+BUtPzRVwWN8FXxqNuAughw94TaZ0sWuV+PDS9K93B790lxzPwUoj5CnzfL1D0/a3rjOeS20ykklRxXmsRPnVpSRvtZEZcfLs7eHbRw3tzn5a9SAqTv9SKg5WT6Hp86Ub/AD2NGaJl3VoJSYsfu46cbd5slsfxin5Zpp8O48zWusLrxJuLeGnz7DbUHqllJ95Q8sn7hWvGmdIvdxtegLSkuPOvIWpCepcUeVtP3qJ+IpkrRtDsJpxvqV8XH5lqU6vKySVEgEk+PjQq+lo4LaKgWmFBkafZkOx47bS3iBlxSUgFXzIz86FHMmM5iPFeMlK5DSFDIUtII9M16e684UWTTVv0q3oXhFwSciS9OQZTzmqL0mFMekKZSVkIKveBPj5mvMFlYadQ6RnkUFY+Bq1/EPtNdmLi8bDP4lcD9XTbnZLPFtCHoepjGbUhlATkJSgdSCfOvT1E3axyYuzGpM7NGotf2OxcQdISrS7/AIVauc03KtdtbUpu1SC5hPv/AJzeAog+Qp42jsKRRK1dd9Ra/muaa05e06YYmWOzuTHplwCEqdIaTkpabUrlUr96cdKQ+z32wrP2eJ2tImndFSJ1ivSzLsMGTM53LXMSlSW3VrUn38BQB6Hb1rPA/toTuHGhbtw81hbtRT4E++nULM6xXs26c3IVgutrXyqC2l8u42+so+WItNaL1t/GpN1u/W/2Fq2dgx23X/iBD4jcSoFgs+gDEkSrgYjjgkxH0qUl1CRuCAnGD45pBkdi+Xer/wAPY3DfXrGoNPcQnpLcW7mGpv2MMklfepPiEjPh1Fban7ZTGqbBxatE3SU9tziIIbMHvbquR9HMsBQCVrcBU5nmJwOUdcCph4J611DwB7E2o9Ra0ds6HL0HDoRJmtuTCqUju3lJbSSpAABVvgjAyBVW5xV33fEm0ZOy/wCDSkdm3gZp7s3NawGqRdL4NfIsybmIy+7lltTiRDQnPuJWE8xX092nX2j+yPws1FxW4nQOGurI9nv+l7Mxe06bj29QiMxUMthY70n90UfewNgFioA0j2jdK2/gErgxq/R1wuEmFqVOp7ZcYtwDKUSQCAHkFtXOkcyjgEZyM4xTzndtSxy+OXE7i2NCz0xdfaZNgZh+2JK4i+6ZR3ilcmFDLROAAd6JRnfTv/hfMlOPVerv5DhldlRfEyZwv01Enad04q66IlX1cyLEc/KoZIJVIyfeWQeo2pqXTsbQL/ZdCX/hDxBTqKJq6/K008uTDVH9nlo5i44E5yWwltavMhPrSppztwaesd10VcV6FmvDSuiJuk3EpmpBkOPjAeT7nupH6J39aS+Dnac+htL8POF9ji262Xaya6N/RebxN7q3BDxWktPFKCptJDpSV74znFWSnf12v5FVa3rs+p21V2QdDx9McSNQaA4yC9vcLWC1fYUi2qaK5KVFKu5WDgt8zbiQTv7pqM+EvAm4cWdF6uv1gvLKbhpVpiQbYWip2Sy4vkUtJH6JI+2rp8UrbpfhXwW493y7aHg6Rl8RENKjSUaqYujd7lurWSISEpStDAUtSwVpB99WwCRVNuy5x+HZ34kjWkuyrvFukRHYcy3pdDZeQrdO5BGygD08KrTlKV/BeYxxS1Xb+xKeq+wRqfR18mxL3rGG3bLdpJzUsqeI6uRso29mIz9cqBSDUv6V7NHDG+8TUWrX8OzsNQeFzd/hwrZGdbadJU4lUp7JypaPdykfW5hjpUMa77ct413wS1Nwvk6ZdauWors7JVdfaAoNwVPd6I3Ly52ISM5xsdqU7f24bAxxQtut3+HkyTbm+H/+A06Em4pQ84nn5y+05yYG4AAI+dRJTcdfWj+yBJKS9dV92OyJwD4J6k7PfC964atass6+6juNsYvUW2qW/dP+cPIZ50k+4gAA79AAKrvrbhRedC8WZ/CMPNz7hDuabYy4gFIfUspCCM9M8wp3XLtK6UVonh1obT2ibjGhcP8AUkm9Nl6cl1b0dx9biGiQge8EqAKiMEjOKbHE3jG9rzjhdeMditq7S5KubVzix3XA6plbfLgKIAB3R4edVSal3f8APuGuXTf/AL9ib3+yLZRcLxw9sHE1u48RdOQFXWfaTCUiOptCUqW007ndwBWDkYzTo0N2V7M83oZOoeJSYk/iFaUXCzwo8BSuRam+YpeUTgAc4GR1PwpqOdr3SX0/qHibpzhRJg8QtUWhdsk3N27FcFlS0hK3m2OQKCzgHBVgH55OWjtRW96+8H7sjSEpX4tbQ3b30iWnE5aEpSVJVy+5kp6HPWq2el/W/wBiy09eH3Fm59j9rWenYl21fqCfa3WLs/Ybf9F2xcwKdQ4U949y/Ua5h9aiml9I3PRHECJoHU3dyJVsuTNuklOeV3DiRn4EEU+9JdqoSrPcbNP09d3GE3WTe4CLZeVwnOVxZWqM66lJC05Phg9agDh1xhl6w4qXrVN0ivod+l03FER2Yt9aEJWPyfeuEqVgAbnzrNNao0U3ui8Wo+GNmGstV3VUpux6bsS4zZ7torJccbRhCE/E5OT40p2DhYozRAbuiJNjulvXNRNLZGGk7KBT+lvjFM6Pxxt+p52pUXTTDj1m1KuO+YqZfK7HdaSgBYc5cHPINin+1/aI4guXzUUG12qFAg2qLb1wWYcyYUl1KsFX5Xlx3hIBGwG2KyyytpMY81tRoaT4GwLLZokKNe4l8tMq8Oxo7MmMpIQknmCHBncA46U4dPWOHeLVd7td7nFgN2W8v2iQ3GZUQlxs49wE5xjHXwpR4ta1icKLbop9dqLDP07iXH9qS6UoUMJUtadgSrGKYupuLVtshesDunnI7GrtQKmuzw+C2w6WwEIUOX84D62QMg7VPurR+np9xck5JP11HHrLSqdPXZ7T8p9EppbaVoWBjnbWNs/38KhvVOlH7RJLZSVMryppeOo8vjUx631SjVN7buzURUZKI7bHJz82eUdc4HWiz8GJf4ioExIPihXik+YqaeI5E7rY5+LwixULdUV2k29xBICSaEC1TJT4abThSumTjNSZetFC2urRIeLY6pWpB5SPPNFolilROVUWQnlzzBY3yP111Px8ct0zg+z5xnaSEi3W64WdY9pYWhWxyR1FPW368DTSY62gojA96iyp63R7I6gyeT63OnAHyO/2UUlW62utKW02WFpVhWcfYM+NY5VVV/8ARG+FF0V/aY5JXECGhklpCBnYkJyRSRO1Yia2ta3CMbgg4xTJUizIkutv3pTb+PdaJCceeSQQflReSmI9hlibKkkqH7hGUrGemT0/v4VeMKUWRzazXQOyLtCeJPeOLWVYBWrc+gpxW60NQW0XO8pCSd22ic8vkVD+aiVq0mzpOMrVOo8uyUDnisLTjuh4KUP0vTwqMeIHGGMpDzrM1a1HIDYOMelc3G411W6OG26v5I9PwLgbklisYrLovm/oOXXut7eyHWGpGTnGc7k0zezlw+Rq/jwi+NMFMGEgy3E/mpePuj7zzfbUQSNRy71MVMlvHlzlI86uX2PLMmz6FuerERlSrhciXWIzKkd8tpOUIIClAAEhzqQNhScPQdN5e09BxTExVBxiPvXfaMtOgtfOaNmOW1iLHZZ9+UXGSpSh0Q7ug46HY4qsnbX4pcTL9f8ASd34c6k+ioEKO80Rbb60hbklRCllQKkhQCQgDI88datfOm6McS/H4g8OL08y24e7kTbGqelfQ5QhjvXQPUt48jiq/ccOytoDjkpi78IbtCsX0UwVT21xH8qccVsCwpSFsqSAD+5n6+42rqe8nboeVTSXeVzs3bJ7WekLUzdHdQz56faC1/0rDS81yJA3CkgAg5GDnwNXO7FvaU4l9oi16hn60stnjxbP3bLcqKFpDr6skpUk7DAGdqp/fuxp2ntOIYm6MhxL1DhM92wi1XkZIBUSrlf7rCionZOfLfFXt7K+g9Q8NuB9tj6xZej6iuji5tzEpSO8bdUcJbUonGQkDffOfGrdRepMC35jjZS/bY8lJGCGnArI2xsfn9lcjNt7SCw9AkxU9NmTgZx05aKuLQE80kLSBslTnugn0U5hJ+STRqIi5OKC2EyO7CsZUCRjw+tyjHqEkVJJvIhMWpDt2RIWgtNqW6SQOcAZx0z4V5ocUXHeNHa809pBHM/DtchD0kdRhJLrnN9gSfjXoPxi1OnTegLhMm8jXMlQWAvYtJBUo5IGDgVRXsLWd3WnEjXPGK5JygrXGjuK6cziudW/ogI++s1Wpy80/wDVfu9B0NvEueEsQoinHVpQ22jmUpRwEgefpVb+IGqbjxW1gzo+wOLTbkucqlpG3ID77h9MdPjSzxt4trnrOjdKqU6HHA04toEqfWTgISBucnYAbmnNwh4ZHSdrMq4pSq7TQFyjnIaT1DQPiBnc9CdxkYNcuFqMeZLd7fUZluxwRIlq0ZpvvAgMxLcxhI2BIA6fEn7zTf4C6Vkax1xcOI95ZJREWr2fmGxeUMbfwUnHz9K663cl6vvUXQ1hb7wB1KXig7Kc8En0T1NT9o3SMLR+nYtigp92Mj3lY3Ws7qUfic0unJ1JadBjWReIochHgaFF3dRWRh1bLkxAW2opVuOoODQp+aIqx4JM92pxIeWUNlQ5lAZIHiQPGlX2bS/hdLkf/Bt/1lJUdrv322e9bb51BPO4rCE58VHfAqxdk7P2nrrpLS6YkVU+5X5UlMm8Q3pD0doNqzhoBAbJIGAFEEkivWN5dzmLUgf2fTP+Urj/AOUb/rKHs+msHFyuJP8AoiP6yrBr7I7aZtvfizr2qE6y5JlpkQe7chpTDakIQ9j6hUXCjfHTajesezHw8RzStO326W5u2WqVebsZfK4hUaPNnR31MqOCVIVHjICfHvkk9aq6iWhKi2Vv7jTv+ULh/wCVR/WUDH0+Ok+f84yP6ypn0Twq0tdNKaVlO6Evd8F9S4/PvUWUW2LYpD/dhpQxyfVwognmPOMCnZC4P8KtRXy8xLToibcWbfqGPYnFQbk+oQ2VuLSuS7lGAUJAUc4Tsd6HO3r4EJNlau4sA3M+cB/oyP6dalGngce3zj/4ZH9OpM4u8EIvDbR9g1XAvEme1eHiysrj8jSSWg6AhRxzYCgNsg9c+FRJjxzVlJS2Bqwod1YD0mz/APyqf6dbhFj6CXP+cZI/+dJyMZ6b1vg5zmpGQWlw7iyg7y5n8gn+nQH0Tk4ky/5BP9KidZBoLhwi2eD0s/7FP9KsgW/wdlfySf6VFE9a2BxUNXAOhy2g7SJH8iP20civQOZKg6+d8ZU2B/PSUkgdfGjLKsZGfXeksB0QhEHKr2lxRSo7qQE/z05bUqOMJD7iyheMYCQARjffemLFcJ90DmyM5P1acNtklShn30rRjJ+qMVDJJV0vLYjSGsOFaErKFISgJQAf0hnf5Uz57TGguMbcxDqhAuigvmSnCOVexxv4H9VHLbJzhwHmBSlYJ2SMffRjjBbF33RUTU0VK1yrO6ELUR1aVuMemazTWg5O2pYnSExlSUthxRV06VJNscBAQFHPwquXB/Vib1Ybdci4CtSA27vuFpwD/MfnU9WaYFNpXkHIHjXMrRs7mxaq49b5p6NrrQ07Tr+61NFLSj+asboV9u3zqOLbHb4i8PpFjvKltXSATBmEj32X2z7joHySr5kVJ2mJoZkp5z7jnuqHpTH4hwHOG2vWdeMNq+hL9iJdwkZDTv5j37f9bzFLirimtbBXQWvHZrR0rqdaY9+tv5F1Kj+746LST1yMH1zUlQpRSG1pWR51DHF3RT85LOqtMr5blDSFtLbP7s11xnxI6j44rtwo4wx78gWLULgj3Fs8qFK2DmNiD5GmSjnjmiJcdbosS21br5DEG4sodbXtvsc+YPgfX9dNXUvD26xIy1WpxyVFSOiMB1Ax4j84DzHh1xSha5pRyqSsEDcU7rdd+8bShZFJhN09ilWjGqtd+0gK53aXDjOQWnXWnm08u6Sk+XXzpqKhXgSWpjEhx5QVzkB3cH1Jq1d00xpzUjRTcoDLqj+fjlX/ABhTLu3A21yPftdyejj9FaeYE+hHT4mtlHH0YKz0ObiOH1pO8XdEFXYzJLwS7ZA+cA8wdG6gevMMb/fUjcP9HyIkNGo75F7uaUc0eIrISPIq9cdAfnR2yaBhWK7KVcZSJKo6sjC8tJPgonx38K56v4uaZhNO215sNPsZGVgp2zjIPjv4/OsGP4gpx5ND4v5Hc4LwWq6nPrx8F82NHiRelTm3G7mw4yy2CSkuFK/iCkgkVWTWGiXbldGpellSZ7UlYbEdKed0OE7DA65PjU+y9Jy9aLNyul4YtFlX+UTKmK99Q6kNo6q+PSnxom/cGNKwPZ9Hym3HgC3IlvJCn1qPRWT0HhgVz4YhYWGZJtnsqilNcqCvYqY1wL4tv3OHa5GirnCbeUEuSX2ihpkYySsnoAPnU8a07H3EifLi3zTkey3tiLCixojCZ7sOfEQ2jA5Fn8kCVcyySCcq8KfmquIEa3tyroiYlyM43kHP1DzJPXx28vSkvS/aFi3xh+A7c3EvrBSmU273bgKN07jqPDFbcDxV5881Y5PEuFV8RBZbadCNF6h7T3B5pTE6966t8dB5Si8wxeoCj5d+oLVj0QgD1oza+3ZqC3PG0644dadvzbSgHJFu72ASOnMW1hWTjbHuj4VYjTXFTVblsnrhPpu8tLzLaYz60hKUK3WoHbIx0Fc7oxwY17LNr4gcK4ImrSlSpTEZLaCSspwHEEK5xgK38D1ru08dh60srSv4nmKuEr0b3TVu4L6Q7anB11lqFebdqDTCFe7HE+GXG1DxKVNFQCc53OKlKy8U+HOvGUSdH68sk8jCVpZmoC0+h/OBz4ZFQdf+xzwsuClR9G68u+npL6eYMuvpkApKQQgFe4SAodDUSa37FHGOAoTNNyNM6gSyMNBlBiuDHQjPVX77mp+WlJ6OwnNNLVF72Yjiljn52y5jKmkgBXxUCV/+oUbjW1Md0L7tkqBJU4kFK8+vUq+aq8zbbcO1FwbeeTerprOwNxwV87jLk6OcdQr6yQMdDzAU/wDTfbq4t2dhS71E03qdhhKFOLaUph8JK0o94J25iVDbfxPhQ8NJfkaYKquqsP8A/CGcQxp3h3KtEd4JektJiI9VOncj1CUnPxqIeBjt70rwVs2i9PwnRPvZVPlBtOXHFOH3U7dAEgUyu1fr17i5r7R9inhFsauXc3Kc26vKYoe5QlKiPJA+2rycN9E6RtlnZf0u9FmMtsoaM5tYcJSlIAHMPqjA6bVxcXVyU1dXu2/LRfU6EY2+AyuFXBdOn5KdR39KZN5cSeQY5kxAQQcHxWQcFXlkDYkl1az1AmyNmzWbC7nIGMp97uQfzj6+Q8aUdR6yU29/g/o5kzJzp5C6hPOlB/e4+sr7hg07eHPBw2VSdSapHtFydPepaWebu1HfmWfFXp0Fch1J15Wjq+3ovXYPsoK8grwg4Yp0zB+nbo2TcpSfdSs5U2g7knP5x6k07tXXtux2xaW1JEl4FKPNI86Vb5d4lhiKlSlp5iD3aM7qNQVrDVEq5SHZEhzJPQeCR5CtkIqnHIhLbm7sw5cElxRKx1NCmGq9pCiO+Gx8zQpvLIPKbpvT7h6O4mQNHRtXtXJiLZJalKhNHUMVp99QUElTUMvB9XvYGUtmmPHfVGfbkIQ2tTagsJcQFpJHgUnYj0OxqYrZ2jbjAd0oV6btYasIk98mLBix3FqdyOZh1LXPH5c5AQcZGcV6t7aHKQy75qfiVqKUh26yLut5pli2HkbcQVd0jlQhYSBzL5R47mi0TU+trTYLtZW1ykwrswluY46xzOdyXucpS4ocyELdbBUEkBSkDOeWpsY7YsyC/bI8Sw3MQ4jEiO+qRcg++93kZthEhwrbKXHkhs+8pJyHFJ2zmmrxR7Qp4l6Gd0hItM9l5d6dvZmuzEKceccceJacS22hBaSl0KQAAEuLfVj8qcUu30LadpELF1ukaOYca4ymo5WHC0h5QQVDocA4zW7V6u8fvvZbnKY9oJL3dvKT3uevNg79aJUKYUDD9xuMtpuPLuEl9lkYabcdUpLf8EE4GwxtRehQoA2QDnOK6VhP1RWaB8dgUKFCgk2FbA1onrW6aAN0nJ3ru2oJKSSNx40XBxXRKgBjI26Z3pLAUmHOXlUrbBxlW3XypYhvchSsnZK8cy9tj5U32VHJAzgjOTvvSpGd8P0kg5Pn8KqA9bXNSlSCpYCkqKAXDjPw86kDTL8a6RpNiuByxdI646+b65PgQOnWolgSShXMFKBIBGdzt6GnhZLiWXA4klJC0uDG6t/Tw3/VS5xuXizjwguErR+sbrw+uZLS0uqUwFfpp8PmM/YKtTpS796ygEjI261VPizEeYds/FCzJAeiOJjTuQk8qknKFK9SnH2VMmgdXMXSDEucZwd1JQFYB+qfEfI5rDXp3RroS/xZY20z0+6pJ6mnxItlr1tpqTYbu2HmX2i26nPvFPgoeoOCD5gVDtku6VhBJx86f+nr+uI824hfQ9PMeVc9+6xk4sjjTsy46LvLvCfWqyS1vZZqhhMlg55U/HwA9CnwGWdxG4aPJnnUGnUBualXO40DhL/qD4K+41Y7iJw9sfFLTiUlXdSWSXIkpI9+O7tt8OmR6A9RmoZi6humn5p0bxKjmPLa91icRlt9PgSrzPn4+ODTVJxeaInSQn8PeKk2CExZynXEtKDbzDwPeMqHh5/bU8aZ1Ra7+0lVumtLWdi3zALHyqLEcLbPquU5JcW8262gKblRVBDmM9CcEKHoQRRZfCzW9kdL9mlNXBCD7pQe4fznxBPLgeYO/kKz1ZU297F4xTLGw3X2yeUkj7axeL/JYaNviKIfdHvFO6kJ9B51C+n9c600442nVTi4MBJ/KPzmjhIHgCN1HyFIWrO0BFekPM6YCAMkKlShlR9QjoB8c/CsUqdWq8lNfHobcPShF8ypt/JJl6ucSwx0yZsiO22MqUpbwSVH08SfQb/ZUGcTeJujpDjcv6IRK9hUe6fcaGSv+CdsfHPhUcaz4tCQtby7i7NkYwX3XThA8kjwFQRqrXT8t1xYk94pRzzHOa34XhUYWnUd2bKuPbVoafyP7iBxku98Uov3BaUDZCAvYp8M+RqKJ2vrolxRjTnGyepSsg01513kSFqKnCc0nLcUvck11lQhtYxvEzve4/HOL+rlW0Wxy6OuM8pRyrOdqSLbr69W6WJDcpeQokjm2yabCkunYAnAya0KFdSDmrRwlNLSJDxtZtXk9C1XCLtLrtTE+Hc2y88+0FNe8SeZP9lONrtL2wvl1x1xKyck5PWqaMPuRVpebcUlSTkEHpRqdqcP4XPDK1/pkDmP2daxz4ZSbvY30OLTo6tanoZwq7U+hlahiQ9SXVKIpbc5nFDJbUUnlx574GKlTgzr69a14n6wusVDzVgtkdlMRxR2eeX9UZ8fdOcdAc15caAgzdR35lbcdwR0qGMbE16fdnGzsaf0z9FuQ2YzU8oW4tttLTi3AMBRKQMkA+OabSoKhHLFnGx+JWKrOokl4DlkdoqTY5N+avtguV2t7M1UOA9Ht6XooCEJ5/aHEqBR7xOxSTjfpSPdInBjjBoe4aovHCq1w5zMeMpEtLQylyR9XkdCULPKBzEEDYAnrUtWLhzpdmxyNPixLZEhzv3Jye77xaxjCitAGVY23HSoE7TV2c4OcF7xHKmmJ01+XcAhlQwguksRUZ/O/JhRJ/SBPWrVJyjdR36fwIpwpzjruedvGDV69X8S7tc4juEy7iWY5GwDLZ5EY9Ns1bLRepdG8N9GwbUmSPbVMpW++pR5y4RknNURSmQ1NbkcqgprCkk/rpw3DVV6uKuZ2Y4QBv72PCl4vCc6MacXZI7XDsTRo3lVje56udlHj/oLUepP8C5SYgvcpKzCk8vvvcqSotfHlSTtj6u+TvVldV66s2n2FtBxMiXg4aT+b/CPhXij2Xm9TXDjxo1VodkByLc2pzziFH3I7R53ST4AoCk+vNjxr0puNxC1FTi8kkkjO5rlVaP4RqnEyYuVKtVc6asuwVtQall3uWuRLfJUfqgfVSPIDyqP9SXFptJPfJ8lHz9K1v2pWoDBwvlx4VB+uuJPI44hpwLXuMj+2m4bDyqO5jnJR1Hu5emErUnnRsSNxvQqu7vEOWHVguJzzHOVChXX/CSFc5FYmG0uvttreS0hSglSldEg+J9BUqTW9M2rg/P9usWn5k16aiDZ7lHaUmS5y++86olW6QCEfV61FFZLjhSEFailPROdh8q6rOeWxuGkeBtxmzNFR7baReWrQH4imGlshgmLlSn3VLKXF94UFJAGMKzRqJ2bOE+lrpDjXuXc7qZE2zLLa32Ullhy5SIr/Py9WyG2zzeAcSfEVUZL7yV94HVhRGCrmOceVd1XCes8yp0hRxy5LqicZzjr51TK73uTdWsWTf4AcNtRLf1Mb9MtcF9Cp6UxksJjrSpx1PszAJJ7xCWwVZ8D8KIHgBwofZDUTVt/EtznS2XPZu7CkwTKGcb4/M69arx7XK5A17U9yAkhPeHAJ9M0BJkjcSXc/wAM+WP1bVChJaXJcl2ElcdeFli4XXO0RdP3aXPj3GGp9SpRbDiVJdUjdKPqg8uR1znIJFRhXR6RIkFJkPuOlA5UlaiogeW9c6uk0tSHZ7HVP1RWawn6orNSOWwKFCsDPjQSZGfCtwSK1GBWMmgDoDmt0Hfc1zzitqpJAGml++lXy3pQZc5SlWcEHHntSW2rl6bGjjS8EgDqM4BxS2AuRHsEbnY4Piftpw2yUMBAAIwUkA5+09aaDTu5wfDOOn30rxZfKQvIwCFZOwHz8aqySTLTLiXa3S7HdeVUK4NBKubPK2enMPHIzTb4cXWdorUs3QV5WUd24VRlK6Hyx8Riudvn8ikKWrBCijmPXfyx8uvlRjXdpc1LZ4+qLV7t4tSQtwJGVuNp6knoSNqRONxsJWdyw+lr9zBCFrBxjxqQ7Vedxhf31VrhvrxF6t7UnvSl5GEPIOxSqpjsmoQ4lKg5kDqCawVqS3RujNNFhtL6sMB0JUrnaXstBPUftp03/SelOINo7ifGbktfmqH7o0fQ+FQJbL6ocvvj5Gn1ZNTS4LXtsWYELTtyE55viPGsMpZNGUnRzu8Q1YOGGt9ESXndKy/pS3oUOaM79cJznAH7D8qcMTWTDboi320yYj+dwEZJz5A4OPU0raK4sWh6emJdk+xuPjkKx7zZV4fwfvo/xq1nZ9I8Nb1q4mHI9nY5YyiErBfWeVv44UckeQNY61OU52g9y1N/4zRTftScVkXjU6NO2qaUWy1bLIOOd384489sfL1quV64gfklR4zvK3vtnc/GkniBqV2fcHXS6VKKirOc5UfM+Pl8qjiTNUtRBUdzua9HQoKjBQRZytoOC76qkTDypJCPSkF6Wt1RyonNE1vE4AzitmyFHfIFaFG5TM2zukFRweprq62phlTy0EpTj9dbMoaSnvFqHKOtKtrs9uv10+g3LsiCiW0kh55QCW/2nIGANznarSeRESeVXHXpKxsqgNK9lDz8xKduXJIO6R99b6l0Zb+6UWIobUBjKdt6lWy6bRFMPvrU62uK2gtzLa5yrJI5U87KshSykk4QU42ycmmvrdMKIGY8G5ImF/OO7aUlaT5KBGAfgSPWk3e5kcm3chByzXBlxbUZlmRyqx3a1e+c+VH7JYrM/PbZ1DCkW5alY/LNHlz+unPCswu09MVt9DS3V4LjyuVKPU56Y+FKrntbcR61CYlbQacbQpSA4EZGOZIUNt8HbB2ovchljuzrwf0xci1cLFcINxSACruHUrKfiOqfnV29NaPYt1uSkRl86Ejl5Bv8q8T9LXjU2n7iHtG32VDnd4O8mRXVN9yMEjlKT1901a7hf28OOmgITcbVEqFq+IwwyFJuDfK+paz4PIwc4/S5qgix6X2+1PoSh1qQWklQPKUkEDxGOm/rXnv+EY159K3m36UjvkIclLkOgHoyz+TR8isrUKsTw/7dvDTXofsr1quti1ClIaYZdQJEd2QpPuIS6jcZJG60JAHjVIOMdnvvGzjI5YtOHvZE2X9FxFLPutx44w66o+A5ir40mpOMZxctlr69dB9ClKrdR3J80dbuDGueHdhtsix2W+xbdAYjKcMdKHgtKBzc5ThWSrmO5PWk+d2e+BEx8uI0wqKFb8jMlSEj7c0zNN9mfjDwi1Cy3p1LWpIk1spkBpZj90AM83vEhWKPag1pcdMTHrVemZEKXHVyuMupKVA+Gc+Hr41kpw5sm6M7/E0VYToaVFYk3RenOHfC9t9Gj7ExCdeSA7I5ud1ac5wVHfHoNvspQvXEuI3EU97QlBT9ZRO9VxunE+ZLJ9nKseav2UzbtriRJeMLvnpUp04RGZBWtR+ArTHh7bzVGZXiF0JW1vxdbmhbEJxW+QVnbNRK1ctR63uSrPpZtTri1BLsrB7tkE4znpTg0zwU1VqeKvUOu5adNafZVzOmQVIUoDGQTjc4/NGT6Ud1DxB01py2nSvDK3+zRkYQ7cFJKXHsHqlP5ufMkn4Dat1OMIe7BGeUpSE5HBbSAQkT9cK9pAHfYUcd5+d9+aFMNct9a1LK3CVEknKv20KdYpaXaRmyy5IfbYaAK3FBKR6mnJ+LrVX+Itfyyf20iWj/AOqw/wDPI/WKsRYUWty9wEXxa0W5UhsSlI+sGuYc2PlmvQcKwFLGRnKrfTsPHf1HxvE8KqUoYdR9697+K70Ql+LrVX+Itfyyf21lPDvVGN4TX8sn9tXjk8PuzdKYi3R/XS7a3IV3ZbjuKdTzpSebGU8wTnHvEddum9N2VpPge3cZca06yQ9G9gZdZfmKWkB9M/ldQOVO5VGTzgfvutbI8Nwc+k/L7HNnx3itPVypefd2X6lQPxd6n/xJv+WT+2h+LvU/+JN/yyf21b3VGkuAaIUiRpzXspUxT7BQy42QhCFrIcA23CQM/AilCfpDs3SJLj9u15LbZcALTSgpJSQMKCspOxwVA/AUezMJa+Wfl4dwe3+K3azUfPx/+u790Uy/F3qf/Em/5ZP7aH4u9T/4k3/LJ/bV1U6D7NKUPPHiTLWlpmQpLRBCnFpSkspB5ce974V5HA3xmoy4nW7Q9r1SuFw9ua7hZ0R2eWStRJcd5MOE5AxlQJx4A1elwnB1ZZUprx0+QrEf1JxTDU+ZJ0n3J3f7Mq9cbbMtEtUGc2EOpAJAUDsfUUXpxcQf/ud7/No/VTdrzuJpqjWnTjsm0e94bXnisJTrz3kk38UChQoUk2goVgEnqKzQBsDmtgfOuYOK3qstgOiVZO9GWFkYz8NulFAfGuyTjp8aWwFFhYwnp4jypQiugEEkhWCnPj9nSkdCwDsd+tHWHQDsehztVQHHDlEAkEglIVscE48z0/uadFhvS4EjmBBaUrCk9EKChvnwVTFjOhOOmAojyGD+ulaI8rCfeI2wPPbyHSlMsmGdQWyToe8o1dp9tS7XMOZDIGCg5328B5VJeltVR5sdmZEeC2nADsenofWmzZbpHU2u3z0B2K+PyjZOxB8zSJcLJddATfpaxlUyzvq99sdUH0FJlFM0U55dCwdq1CCEpK8fCnVDv6uUBDhxUHaZ1XBvMVEiG+Fbe8jPvJPqKd0K8lIGT99Y6lBM1Rm90StHvR5kLC8KSQoEnxqPu1FxHL9ns+lITygl/Nzljm64BQ2D8+9z8RW0S+ZVjmqAOMmqkz9VT1B3mDJTGRv0SgYI+auY/OqUqC5ik+gypJKJGF8mB59w52Gab6lpPSjUp3vOZRPU0RrqIyuVzbfO1bl5xAwlacnyFaBJJG4Arqlsc2RVvAhM0YZecc51uEknpnb7KNzrcUoTMLn5TAbAT1AKSM+vWusJsKdSnGTT5ttsaVLiBxpJS4gEgjyNVks+haXvRH7pHVpt2mIyrel+O53Zyh13vGVownBQnHuHY5IIJznNFb/ra33K4R3rzaw6hhstr5D1UrYFOMEJA/MzirJv9nfQHEXhzZbrZW37PMegtIW9FX7pcQOVfMg7H3knyquXFfs3cUtMYl26O5dYbLvP3sHJWEAfnNnc/LNYaeKp1Hl2YmVNx1Fe226LLisMWd63XaA2rmbhzAgrbB/NQ8gBaTncgEJHjmmvf7WGpMtAtsiDAfR3aEKe7zPunnwsAZHlj7ab9v1JKYYUy5AREkxT3QeSktuH96v4eVLFu1HKQmI9c5RktIfTJKVAEE5zgZ/epxg7VpFsQoOnlMRHDboCgw2QhbqEZ5CrIGSPi5Rm9wLTHuEaJaJ5mMPvoWV8nKPcTunqehp/26dpudJUq03J+1SSkLcSCUJcxzdc+4rCjuT64FJ+sbJeX1s3B6Hb3lQ4zrzsuMkNKcyOqk7DHjnqfKgGg/wIU3bJWotfykAt2SPJloJ3HfcpaaHz977KkrslNw5Go77q+ctK3YbbVsYJIJSo/ln1D1JUnf0NQ/cph0b2e4UYcyJmq5wcV4Estb/MFX66jvhxxXv2hnJjcV9Qamvd+N+i+n3gCsOIoSxFOTj108jrcMxNPDVlzdj1ZjcTtMQo60zVpUsZAUlWFJPyqufalcsWvbXF1JpdluVfISwwW2gAt5snAT64J/XVULzxn1TcFqWmU43zbnCjvSRbNf6q+losqPcHg608hxvJyApKgQcHY7ismEwNahVjUi9jrY7FcOq0ZQV22TLprs965vbAuutrxF0vaRhTinXUoUU5wdyQcjY7b06IGs+DfBZKo/Dm0K1BecBLlzkrKGs9DjA51/aB6VDmpNa6j1RJVLv16lTHFZ/dHNgCAcADYDakNT6io9SPn516B03L/wBH8EePv2Ds19xJ1ZrqeZd/ubryR+5MAlLTKf0UJzgCmeXjzZV5+Xr8azIcCgCry9K4lW2QR/c0xJRVkBsXU5/N+6hXEuKz4fZQoIGXHeXGfbkN45mlBYz0yKdn40NQ/wCLw/4qv20zgfOtq30cVWw6apSaucvFcOwuOaeIpqVtrjvPFDUB6x4Z/wBVX7az+NHUPX2eJ/FV+2mfQp/tLGfqMyewOGfox8h4fjQ1BkZjw/4qv21t+M6/H/qIn8RX7aZtZB8KPaeM/UZPsHhlrciPkPH8Z1+/7GJ/FV+2h+M6/de5ifxVftpn0KPaeM/UYeweGfoR8hQut3k3ueufLCA4oAYQMDAorXNH1q6VjnKU5OUnds7FCnCjTVOCslokChQoVUcChQoUACsp+NYoDrRuBuD4V1Qs5xXGuraCcKz0NJYBhBOcdc+FHGATjbGdvPHyou3yhOPHrvXds4I9D86TOXQBQjjm6K3wD6/ZStGIG3MRggkA/rpHjLwkDqNwRnOaUIy8ABR8MdPL0pTYC/FVgJTzkYykbY39B406rPd3Y47l5HfNLAKmlYJUOhGDsKalijO3Oc3EaXhSyFE+SfE1Ldn01a48dLKbe28ndKlLTnOfPP8ANSKtdUtHuPpRlLVDHn6BbfkKvOipZiSkk88cK93bffPmMVyia0m2paYmqbc7EX0D6Uktq9ae16tLcFj6StuWi0AsoAPKADjKR1FE273EnIEe7RG5STlBUtIK8HcYPh86mnUjVV0PTcGYi6kgmI5cGJbTrTSC4SlWdgM1XfUtwclS3pDquZbiysnzJOf56lvX9t0farOq42cORpj6wkMpVsU4PNzeHX9dQbcnu8dIAFXSSYTm3ZBR0ZRgmi5yB1rq6cpxXE7jFNjqKlKxunJ6/KjLYx1G+K5NJBGSN/CjLYA94n5Uz8qFph22Iw+kkeIp+sOhEiHjqhv/AORpjW4EvJWScA7VjUt1lxryy9CfU2tplI907HfO4pa/MOzWgej3Zdv6bvod2zOr5l297nSCeiHBsPkpKv4wqXZFqYkbLbG3mK88ezr2nIHDy+d1q6I6mJKa7l2RGTzBO4IUpHXbHhnx2FXz0NxH0hxDtwuOlr/EnN4BPduDmGfMdRXCx9GVOq5paMZTknEZPFjghw81Rp+5XPUFijh2PFddEtkd06lQSeX304zvjY5BqhN1jmzuKjJbVIabdK0fpAZ2GOmwr0V4/XuFYuGNwYclBD9xAaaTndQBBNefF8Wl55Z68xNdHhUHOlJyEV3aSsIQ189Etps60IcbecV3ra0Ad2FbqUknJB8AdqIx9Wanu6v8H4MqSlN3koYaYKyruUKPLsR4nO+POusu3sSiG3mULT5FINS12e+FdjuGqDrS7OstwtLx1XJbCmge85ASMHwwcH5VprLlRcikHmdhsdoB8u6ptug7WOZjTNsahhGcDveQFfXx8PlUUo0/cS4EGI6nw+oadbt0e1Jqq86nkqJXOlOOA5/SUT+rFG1OKV5Hr1GfAHxp1OllpqLKyleTaObEKOITMaY024ttABzg7/EVqzFhxTzsMJSc9cfzk1uXMA9ft/ZXMk4Pp/fxpqK3N1LKvHO3gc+B8q1GOpHrvt5edYTknG58PHfespRt18Bvt5VBBuolSRynOPDP7BXNZODkHbzHwropJAOfvyf11wOAcAfq9KAORJydvuT+2hWSsZO33n9lCpsAya2BzWtZBxTzObUKFCgAUKFCgDIPhWa1rIPhQBsCR0roOgrlXUdB8KBkNzNChQoGAoUKFAAoUK2bSFHfwqG7K4G7aNwVUYAA2FaIAwTjpWQsE4xSW7gdEnHjXdIJB67+laNM598nbyo22QMYTSp6EpXDMdtwpGw8xmjzLK+gOBnzoowsqSMjPgKPReZZHMNiPspcYuclFdSbDo0Qsw7yyXcBDiVNfPw2qyWmXLKxaXE3Bs98UAo+NQXoqyMyIwmPJyta8Iwae86TdrbBXHaeBS2CMKwcCtlfhlOT93cRHGxhNwNtX3OLEiS8KADhU2gA9eao7jSSE8wO2B6DIP2milzuEy5L9qkyVOkJ5sK6JwfAdBRV2aqNHW8PI4J3Jz+quesM8K3B7mt1M2qG9r+8mU97OhzKGQQnA286jF54l0g9acl/krcfUpRJzkmm1ISVnnGxHWpBSNFLPxrCckmsK2OKyjfxqyJluGmgRjJ2NGU8vgBRNoKOMefWjSEYBUSSatdlbIUITyW1DY7Ul3h0Pzludego0lXJlfpSY7lTilKO5OagnpY5gYXS3prU2odKXJF105eJduko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width="300px" alt="business"/><br />
<img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://forex-review.net/wp-content/uploads/2020/01/etoro-logo-1.png" width="307px" alt="rack"/></p>
<p>At the same time, it can cause the trader to make a lot of losses. You can buy Apple shares, for example, if your research indicates that its value will rise. You can also sell it or go short if you feel the value of the asset will fall.</p>
<p>The organizations pay off prepared players with great number related games; RTG and VegasTechnology have areas with standard competitions. The  more wagers you have on a ticket, the lower your odds of winning. Numerous bettors will say, notwithstanding, that they want to procure more once in a while bigger sums than to acquire more modest sums all the more frequently. Notwithstanding, truly over the long haul, you are in an ideal situation playing tickets with more reasonable chances. From the outset sight, a different wagers accompanies numerous preferences for amateurs.</p>
<p>In this manner, in yearning to get betting sort adrenaline doses, a great many Canadian betting fans rush to Woodstock, where pony hustling wagering is amazingly well known. The primary circle of interest for RealTimeGaming , WGS Technology , TopGame and BetonSoft are as yet the crowds from the U.S. what’s more, Western Europe. Indeed, a few organizations work together in US half-lawfully, working distantly and bypassing nearby laws and denials. The items by the organizations referenced fundamentally draw in cutting edge players.</p>
<p>Experienced trading, time and the ability to make upfront investments, and recover in the case of losses, are all necessary if you want to make meaningful gains. With so many experts touting strategies for nearly any kind of investment, it’s no surprise that you’ll find several strategies for trading forex, from the basic tools to complex approaches. Several forex trading services are available to Canadian investors, some geared toward beginners and others for experts. The LMFX brokerage service uses several different trading platforms that are suitable for all kinds of devices. If you need to know more about spreads and fees for these products, they can be found on the broker’s official website. The number of assets is quite big and you could even say that it is much better than with other companies.</p>
<p><a href="https://forex-review.net/lmfx/">lmfx review</a>, short for foreign exchange, offers opportunities to turn a profit in the world’s most traded 24/7 market, where traders exchange one currency for another at an agreed price. Given its complexities, forex trading is best suited to experienced investors, though many new traders quickly succumb to the excitement of this dynamic market. Right up ’til the present time, the Criminal Code of Canada expresses that running a wagering foundation or being trapped in one is a criminal offense. Notwithstanding, web based wagering houses are not referenced anyplace in the criminal code, making the waters dinky with regards to managing on the web Canadian gambling clubs. Furthermore, it expresses that regions are permitted to run diverse betting structures, including lottery plans, which incorporate lotteries that are worked through the PC. That is the manner by which the online club began in Canada.</p>
<h2 id="toc-0">Concepts behind CFD trading</h2>
<p>[This review was collected as part of a promotion.] My kitchen is all appliances of another brand, but the dishwasher was the worst lemon I&#8217;ve ever bought. This Whirlpool was available from the local appliance place (all other brands / models were an 8-month wait!), and it sort-of matched the other appliances, so I got it. It works great, cleans well, is very quiet, has an indicator light that indicates washing / clean.</p>
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" width="307px" alt="platform"/></p>
<p>Finder.com is an independent comparison platform and information service that aims to provide you with the tools you need to make better decisions. While we are independent, the offers that appear on this site are from companies from which finder.com receives compensation. We may receive compensation from our partners for placement of their products or services.</p>
<h2 id="toc-1">Compiled List of FX Brokers You Should Avoid</h2>
<p>Make room for taller items like water bottles with easy-to-find adjusters that smoothly raise or lower the second rack. Most of these, but not all, are unregulated offshore brokers trading CFDs, Forex, Cryptocurrencies. If you are unsure you should get independent advice before you apply for any product or commit to any plan.</p>
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" width="305px" alt="gambling"/></p>
<p>Use correlation locales to “shop” around and when you discover one that you’re keen on, ensure they post their payout rates. In the  event that you don’t perceive any of these on the site, proceed onward. Another approach to try out the site is to play a couple of free games. This will assist you with learning the principles and perceive how the club works. These destinations really have their workplaces outside of Canada, yet their workers are situated in the nation, particularly the legitimate online locales. A large portion of these workers are situated in the sovereign Kahnawake Mohawk Nation.</p>
<h2 id="toc-2">Hedging with CFD</h2>
<p>While we are independent, we may receive compensation from our partners for featured placement of their products or services. While LMFX might offer online trading in Canada, we will not recommend investing there. It is one of the lowest ranking Canada Forex broker, with a rating of 5/10. You should avoid trading at any site rated lower than 7.5, because there are much better forex trading alternatives available for Canadians. Playtech, Microgaming, Net Entertainment all the players referenced are the undisputed heads of the business. These brands are notable even to a normal tenderfoot card sharks or trying on the web gambling club proprietor.</p>
<ul>
<li>A stop-loss order is a hedging tool that allows your brokerage to buy or sell a currency at a price that you specify.</li>
<li>The ones referenced are genuinely viewed as the best Canadian club because of unrivaled client support, exceptional offices and a decent scope of other solid suits.</li>
<li>So, you should think twice before you believe what Forex industry marketers tell you about Forex trading.</li>
<li>It mostly doesn’t take them too long to answer your plea and conduct a thorough investigation, either.</li>
</ul>
<p>In addition, most providers charge a commission for every trade you make. These fees can be as low as a few cents per thousand dollars, but some providers charge no commission on your trades. Compare the fees and benefits of several providers before deciding on a platform that’s for you. It’s not that detrimental for the user experience, per se. They don’t generally steal the money during the withdrawal period , but the inefficacy of the entire withdrawing process is upsetting.</p>
<h2 id="toc-3">Best Alternate in Canada for LMFX</h2>
<p>A market or period in which the prices are falling, which typically encourages investors to sell off a currency. A stop-loss order is a hedging tool that allows your brokerage to buy or sell a currency at a price that you specify. Due to international time differences, the forex market is open 24 hours a day from 5 p.m. Predicting currency markets is difficult, and a wide range of factors affect currency pairs. Investors use leverage to significantly increase their profits. Leverage allows investors to conduct a trade without putting up the full amount of that trade, controlling a large amount of money using a little of their own and borrowing the rest.</p>
<p>If it is a web exclusive or pre-order item; it will be delivered for 4-16 weeks. In addition, our customers have the <a href="https://forex-review.net/">https://forex-review.net/</a> of picking up their products from any of our locations, free of cost. You’ll find a range of trading platforms to choose from for forex.</p>
<h2 id="toc-4">Customer support</h2>
<p>An overnight position is a forex trade that’s still open at the end of normal trading hours. Even a stop-loss order, a hedging tool designed to minimize your losses, offers only limited protection against the risks involved. Markets are open 24 hours a day, which can result in devoting plenty of time to tracking open positions. Discover how to generate wealth and build for your future by trading forex. Fast execution at all times and then experience shutdowns and lags, it’s very commendable for LMFX to live up to the expectations of what a good broker should look like.</p>
<p>In total, Graham gains €2,000 but pays €1,380 in fees, leaving him with a clear profit of €620. In this case, his intuition and expertise has paid off. Despite the advantages outnumbering the disadvantages, the rating is still pretty low. The only frequent issue from the broker’s side is an abysmal withdrawing process. The requests take years to process, and then it may take even more time for the funds to finally arrive.</p>
<p>It involves speculation on instruments in the financial market. You will not have to buy the asset directly before you can make a profit from it if you venture into CFD trading. What is more, you can make money from CFD trading both when the value of the asset is rising and falling. So many people have made a lot of money from CFD trading.</p>
<p>For example, if experts anticipate that the Canadian dollar will decrease in value against to the US dollar, forex traders will sell their Canadian dollars and buy US bucks. If the US dollar then increases in value, the trader gains greater purchasing power to buy more Canadian dollars than they initially had, resulting in a tidy profit. CFDs are leveraged products which involves greater risk than using cash resources only. You could lose all or more of your initial investment. It’s very easy to judge what you have to gain by working with them – it’s all listed on the front page. Some less apparent factors are all accessible on the header – the tools, market variety, educational programs, et cetera.</p>
<div style='border: grey solid 1px;padding: 10px;'>
<h3>Kryll Trading Bot Review 2023: The complete Guide for Beginners &#8211; CryptoNewsZ</h3>
<p>Kryll Trading Bot Review 2023: The complete Guide for Beginners.</p>
<p>Posted: Thu, 16 Feb 2023 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiPWh0dHBzOi8vd3d3LmNyeXB0b25ld3N6LmNvbS9jcnlwdG8tdHJhZGluZy1ib3RzL2tyeWxsLXJldmlldy_SAQA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>Weave Runciman and his accomplices attempt to change the Penal code and to permit Canadian bettors to wager just on a solitary occasion. No one doesn’t know as soon the Penal code will be changed and a large portion of the Canadians trusts that. The greatest change happened during the 1970s when the Canadian specialists made this law more tolerant and consequently made an industry that brings yearly billions of dollars.</p>
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		<title>Stride, Inc News NYSE:LRN</title>
		<link>https://www.aliansa.com.co/stride-inc-news-nyse-lrn/</link>
		
		<dc:creator><![CDATA[adminalianza]]></dc:creator>
		<pubDate>Thu, 30 Sep 2021 07:21:15 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://www.aliansa.com.co/?p=11406</guid>

					<description><![CDATA[Contents: K12 Inc.&#8217;s Public Status and Growth Attract Scrutiny Videos related to: K12Inc LRN full analysis,charts,indicators,moving averages,SMA,DMA,EMA,ADX,MACD,RSI Stride, Inc. Stock plummets (again) for K12, Inc. In November 2012, the Colorado Charter School Institute , an independent state agency that authorizes charter schools in the state, denied K12 Inc.&#8217;s 5,000-student Colorado Virtual Academy&#8217;s application for charter &#8230;<p class="read-more"> <a class="" href="https://www.aliansa.com.co/stride-inc-news-nyse-lrn/"> <span class="screen-reader-text">Stride, Inc News NYSE:LRN</span> Leer más &#187;</a></p>]]></description>
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<p class="toctitle" style="font-weight: 700;text-align: center;">Contents:</p>
<ul class="toc_list">
<li><a href="#toc-0">K12 Inc.&#8217;s Public Status and Growth Attract Scrutiny</a></li>
<li><a href="#toc-1">Videos related to: K12Inc LRN full analysis,charts,indicators,moving averages,SMA,DMA,EMA,ADX,MACD,RSI</a></li>
<li><a href="#toc-2">Stride, Inc.</a></li>
<li><a href="#toc-3">Stock plummets (again) for K12, Inc.</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://day-trading.info/wp-content/uploads/2021/03/image-DApMH0gCmnt5LOGE.jpeg" width="304px" alt="k12inc stock"/><br />
<img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://day-trading.info/wp-content/uploads/2021/03/image-gvZiWbHOQ0m95pMj.jpeg" width="305px" alt="k12inc stock"/></p>
<p>In November 2012, the Colorado Charter School Institute , an independent state agency that authorizes charter schools in the state, denied K12 Inc.&#8217;s 5,000-student Colorado Virtual Academy&#8217;s application for charter school authorization. COVID-19 changed that, offering substantial growth potential against a partially fixed cost base given the scalable nature of online learning. Indeed, we know enrollments are up 39%, but as we&#8217;ll discuss, that&#8217;s partial data.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://day-trading.info/wp-content/uploads/2021/03/image-broAHGV7sMemR0pB.jpeg" width="300px" alt="k12inc stock"/></p>
<p>In a presentation given to investors at that time, a  bar chart, titled “Academic Performance Relative to State Average Across Six States,” shows a purple bar with +18 next to it and “Math” beneath it, and a green bar with +20 and “Reading.” No source is listed for the data. This means that this stock is suited as a new addition to your portfolio as trading bullish markets is always a lot easier. The K12 Inc stock holds several negative signals and despite the positive trend, we believe K12 Inc will perform weakly in the next couple of days or weeks.</p>
<h2 id="toc-0">K12 Inc.&#8217;s Public Status and Growth Attract Scrutiny</h2>
<p>All users should speak with their financial advisor before buying or selling any securities. Users should not base their investment decision upon StockInvest.us. By using the site you agree and are held liable for your own investment decisions and agree to the Terms of Use and Privacy Policy.Please read the full disclaimer here. This may be an early warning and the risk will be increased slightly over the next couple of days.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://day-trading.info/wp-content/uploads/2021/03/image-xlnDqcebAvE6BGZC.jpeg" width="301px" alt="k12inc stock"/></p>
<p>They also alleged that K12 Inc.&#8217;s recruitment aggressively «targeted inner-city and at-risk populations,» even though a senior company official admitted that «the K12 curriculum wasn&#8217;t built for &#8216;inner-city kids.'» Why? According to the lawsuit, K12 Inc.&#8217;s motive was «higher potential profit.» The «hard-to-serve students were more likely be chronically truant and would thus use fewer of the company&#8217;s resources,» according to NewsWorks. In one example, a former Agora teacher said that the school continued to bill the home school district of one special education student who was absent for 140 consecutive days, even though Pennsylvania requires that cyber charter students who miss 10 straight days be reported as withdrawn. The teacher stated, «What Agora does is keep the kid in inactive limbo and keep billing.»</p>
<h2 id="toc-1">Videos related to: K12Inc LRN full analysis,charts,indicators,moving averages,SMA,DMA,EMA,ADX,MACD,RSI</h2>
<p>Passively-managed funds do not typically buy options, so the put/call ratio indicator more closely tracks the sentiment of actively-managed funds. If you have any questions about our features, please contact us at Information provided by Stash Support <a href="https://day-trading.info/">https://day-trading.info/</a> is for informational and general educational purposes only and is not investment or financial advice. NEW YORK &#8212; Investor Whitney Tilson of Kase Capital said his largest short position is a bet against technology-based education company K12 Inc. .</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://day-trading.info/wp-content/uploads/2021/03/image-95C0Hpso1bAwFOiS.jpeg" width="309px" alt="k12inc stock"/></p>
<p>We believe it can be a better strategy to buy quality investments you believe in, then hang onto them. K12 Inc.&#8217;s LRN fiscal first-quarter profit slipped 5.3% as the online education provider saw a double-digit revenue increase weighed down by a continued rise in costs. The company issued a statement Monday in response to the stock freefall, attributing the academic problems in Colorado to a big influx of at-risk students. The Colorado online school had a graduation rate of just 12 percent in 2010.</p>
<h2 id="toc-2">Stride, Inc.</h2>
<p>Knowing biggest one-day gains helps one to visualize the volatility of a stock. These days usually reflect  a high volume of buying due to factors like good earnings. The resulting margin structure, which is far harder to discern.</p>
<p>Restricted stock typically is that issued to company insiders with limits on when it may be traded.Dividend YieldA company&#8217;s dividend expressed as a percentage of its current stock price. Otherwise, kids who fail to do any work for weeks might get discouraged and drop out,&#8217; said Allison Cleveland, an executive vice president at K12. &#8216;We shouldn’t create an environment for students that they can’t overcome,&#8217; she said.»In many instances, motivated parents are clearly the primary teacher, raising the question if taxpayers are subsidizing home-schooling.</p>
<p>In 2012, K12 Inc. gave $300,000 to a group called «Families for Better Public Schools» to support a Georgia ballot initiative to amend the State Constitution so that an appointed statewide commission could authorize new schools. The ballot measure passed, with proponents like K-12 Inc., Americans for Prosperity, StudentsFirst, and the Walton Family Foundation outspending opponents roughly ten-to-one. The amendment was similar to ALEC&#8217;s Next Generation Charter Schools Act, which includes the idea of an authorizing board to make it easier to establish charter schools over the objections of school districts and other school officials. The problems with the K12 Inc. model were highlighted by the details revealed in a shareholder lawsuit. A ten-month investigation of Colorado virtual schools in 2011 found that half of the students of online schools in the state left within a year, and that when they returned to brick-and-mortar schools they were often further behind academically than when they started. On the call, the largest private online charter school corporation in the country still reported $208 million in revenue for the fourth quarter, leading to a 10 percent hike in K12 Inc.&#8217;s stock price.</p>
<ul>
<li>For a complete list of fees please see the Deposit Account Agreement for details.</li>
<li>But as a publicly traded company, it also must answer to shareholders and the U.S.</li>
<li>Improving Outcomes on State Assessments with Data-Driven Strategies State testing is around the corner!</li>
<li>The learning-platform company is seeing surprising momentum thanks to strong enrollment growth.</li>
<li>The company offers alternative programs to traditional on-campus schooling.</li>
</ul>
<p>He has been a featured speaker all over the country at various expos and seminars who enjoys a standing-room-only reception in the largest convention halls from New York to Las Vegas. He has been quoted and featured in USA Today, Wall Street Journal, Traders Magazine and the Financial Times and various trade publications like Stocks &#038; Commodities, Active Trader and Online Investor. In Liberal Arts and minor in Business Administration from the University of Maryland. On April 27, 2020, K12 released its fiscal year Q earnings for the quarter ending March 2020. The Company reported earnings of $0.22 per share beating consensus analyst estimates of $0.20 per share, by $0.02 per share. Revenues beat the $253.83 million estimates by coming in at $257.15 million up 1.5% year-over-year .</p>
<p>In April 2014, Stride, Inc. established wholly owned subsidiary, Fuel Education. Fuel Education operated as a separate legal entity from Stride, Inc., and houses different personalized learning programs. On January 27, 2021, Stride Inc. (formerly K12 Inc.) announced Nate Davis would be retiring and James J. Rhyu will be taking over his role as CEO. Colorado State Board of Education approved a different school that will contract with K12 to provide services. Click the link below and we&#8217;ll send you MarketBeat&#8217;s guide to investing in 5G and which 5G stocks show the most promise.</p>
<p>Stride&#8217;s product line includes courses for pre-K, elementary, middle, and high school grades, online learning platforms, and educational software. All courses provided by Stride Inc. are delivered through Brightspace, a D2L platform. With over 20 years of active participation and analysis of the US equities, options and futures markets, Mr. Yu brings fresh insights into the workings of the financial markets. He has published four books by esteemed publishers McGraw-Hill, John Wiley &#038; Sons, Marketplace Books and Bloomberg Press. His brainchild, the Underground Trader, was voted Forbes Best of the Web for four consecutive years under the active trader category.</p>
<p>Nathaniel A. Davis became CEO and chairman of K12 Inc. in January 2014. Davis had previously served as managing director of RANND Advisory Group and CEO and president of XM Satellite Radio, and has held executive positions at XO Communications Inc., Nextel Communications, MCI Telecommunications, and MCI Metro. Davis also serves on the boards of Unisys and RLJ Lodging Trust.</p>
<h2 id="toc-3">Stock plummets (again) for K12, Inc.</h2>
<p>Each type of account is subject to different regulations and limitations. You’ll also bear standard fees and expenses reflected in the pricing of the ETFs, plus fees for various ancillary services charged by Stash and the Custodian. Some investments pay you profits or interest as you hold them. These payments are called dividends, and this value represents the dollar value as a percentage of the investment&#8217;s share price. This is how much an investment&#8217;s price has changed over the last day of active trading. For example, if an investment&#8217;s price was $10 yesterday, and today it rose to $11, you&#8217;d see a 1 day change of 10%.</p>
<p>We present 13D/G filings separately from the 13F filings because of the different treatement by the SEC. 13D/G filings can be filed by groups of investors , whereas 13F filings cannot. This results in situations where an investor may file a 13D/G reporting <a href="https://day-trading.info/eur-usd-forecast-2021-2022/">eur usd forecast 2021, 2022</a> one value for the total shares , but then file a 13F reporting a different value for the total shares . This means that share ownership of 13D/G filings and 13F filings are oftentimes not directly comparable, so we present them separately.</p>
<h2 id="toc-4">LRN Stock&#8217;s Price Graph &#038; Average Annual Return</h2>
<p>Bennett was awarded ALEC&#8217;s Thomas Jefferson Freedom Award in 1994. While there are some children and parents committed to the online model for a variety of reasons, in some areas the support for the model appears manufactured. In 2009, K12 Inc. asked Seminole County Public Schools if it could employ uncertified teachers &#8212; each overseen by a «teacher of record,» a certified teacher &#8212; to teach some of its online classes. The district denied the request, after consulting with the Florida Department of Education and citing state laws. Shareholders claimed that «the company did not disclose the churn rates during conference calls» with stockholders or in the documents it filed. The Scantron tests are optional, and the company has been comparing a self-selected group of K12 Inc. students to the national norm, which isn’t appropriate, Davis said.</p>
<p>On Dec. 12, the common stock price for the company, the nation’s largest for-profit operator of online K-12 schools, sat healthily at $28.79 per share, a dip from highs of $39.37 earlier in the year but a $10 increase from two years before. A 2012 PolitiFact.com article noted K12&#8217;s poor performance in Tennessee. The New York Times investigated K12 and concluded that the company squeezes profits from public school funding by raising enrollment, increasing teacher workload, and lowering standards. In 2015, 526 virtual schools in the United States enrolled 278,511 students. Stride, Inc. is a for-profit education management organization . In this sector, Stride does not operate physical schools, but provides online curriculum to homeschooled children and other schools.</p>
<p>We all play a role in bringing about better lifelong education opportunities—whether learning, teaching, or supporting one another. From a learner&#8217;s drive to an educator&#8217;s inspiration to a company&#8217;s investment, the more we all do, the more we all thrive. According to The Wall Street Journal, «a large part of Mr. Packard&#8217;s job is dealing with political issues.» «We understand the politics of education pretty well,» Packard has told investors. He has called lobbying a «core competency» at K12 Inc., and was himself listed as a registered lobbyist to the New York City government from 2007 to 2010. The New York Times has called for-profit education companies «a lobbying juggernaut in state capitals.»</p>
<p>In addition, the company offers private pay schools and other services; and talent development services for individuals and enterprises in information technology fields. Additionally, the company provides a suite of services, such as academic support, and administrative and technology to students and their families, as well as directly to virtual and blended public schools, traditional schools, and school districts. It sells individual K-8 online courses and supplemental educational products directly to families. K12 Inc. was founded in 2000 and is headquartered in Herndon, Virginia.</p>
<h2 id="toc-5">Internet Security Policy</h2>
<p>Stride, Inc. offers career and technical education programs at public schools, called Destinations Career Academies and Programs to students in grades 9–12. Award-winning special report on virtual schools in the state of Maine showed how K12 works with advocacy organizations, including Jeb Bush’s Foundation for Excellence in Education and the American Legislative Exchange Council to pass legislation that benefits for-profit education providers. When making investment decisions, sentiment gives a good overview of what stocks investors currently favor.</p>
<p>National Conference of State Legislatures, Education Bill Tracking Database, organizational database, accessed September 2013. National Education Policy Center, A Study of Student Characteristics, School Finance, and School Performance in Schools Operated by K12 Inc., organizational report, July 2012. Emma Brown, Shareholder lawsuit accuses K12 Inc. of misleading investors, Washington Post, January 31, 2012. K12 Inc., S-1 Registration Statement, corporate SEC filing, July 27, 2007. Between January and August 2013, state bills similar to ALEC&#8217;s «model» were introduced in Arizona and Maine and passed in Michigan , according to CMD&#8217;s report on ALEC bills in 2013.</p>
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		<title>Heiken Ashi Trading Strategy</title>
		<link>https://www.aliansa.com.co/heiken-ashi-trading-strategy/</link>
		
		<dc:creator><![CDATA[adminalianza]]></dc:creator>
		<pubDate>Thu, 12 Aug 2021 16:59:31 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://www.aliansa.com.co/?p=10276</guid>

					<description><![CDATA[Contents: What are some disadvantages to using an Ashi strategy? The Formula and Calculation for Heikin-Ashi Candles Scalping Trading System With Heiken Ashi and Stochastic oscillator The Best Heiken Ashi PDF Strategy How to trade “Heiken Ashi &#038; EMA” If you’re confused by the noise generated by the classical candlestick chart, then you should switch &#8230;<p class="read-more"> <a class="" href="https://www.aliansa.com.co/heiken-ashi-trading-strategy/"> <span class="screen-reader-text">Heiken Ashi Trading Strategy</span> Leer más &#187;</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;">Contents:</p>
<ul class="toc_list">
<li><a href="#toc-0">What are some disadvantages to using an Ashi strategy?</a></li>
<li><a href="#toc-1">The Formula and Calculation for Heikin-Ashi Candles</a></li>
<li><a href="#toc-2">Scalping Trading System With Heiken Ashi and Stochastic oscillator</a></li>
<li><a href="#toc-4">The Best Heiken Ashi PDF Strategy</a></li>
<li><a href="#toc-5">How to trade “Heiken Ashi &#038; EMA”</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexbitcoin.info/wp-content/uploads/2020/04/dowmarkets1-1024x730.jpg" width="309px" alt="price movements"/></p>
<p>If you’re confused by the noise generated by the classical candlestick chart, then you should switch over to a Heiken Ashi forex strategy. ROCCS is a standardized rate of change oscillator with «error bars». Rate of change helps traders gauge momentum in a market by comparing the current price with the price «n» periods ago.</p>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexbitcoin.info/wp-content/uploads/2021/06/image-8-400x225.png" width="300px" alt="heikin ashi candlestick"/><br />
<img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexbitcoin.info/wp-content/uploads/2020/02/53-197x300.jpg" width="302px" alt="signals"/></p>
<p>Because the Heikin-Ashi technique smooths price information over two periods, it makes trends, price patterns, and reversal points easier to spot. Candles on a traditional candlestick chart frequently change from up to down, which can make them difficult to interpret. Heikin-Ashi charts typically have more consecutive colored candles, helping traders to identify past price movements easily. This is especially useful during periods of high volatility, when it can be easy to lose sight of longer-term movements. Traders can use the charts to identify when to open or hold a trading position and when to exit ahead of a reversal, heavy losses on their investments and avoiding heavy losses.</p>
<p>However, smoothed Heiken-Ashi candles will overlap with regular ones. Therefore, the latter will have to be abandoned in favor of the price data line. The picture above shows where to take the values of bullish and bearish bars. Remember that for bullish Heikin Ashi candlesticks, the max is at the top and the min is at the bottom, while for bearish Heikin Ashi candlesticks, it’s the other way around. This way, it will not be drawn on top of Japanese candlesticks. On the contrary, it will make the Heikin Ashi chart easier to understand and show smoothed Heikin Ashi candles of the indicator.</p>
<h2 id="toc-0">What are some disadvantages to using an Ashi strategy?</h2>
<p>It is risky to take trades in the overbought and oversold zones. Trading is trying to find the big trades while cutting losers short. If a trading setup does not work out, close your position. There will always be another opportunity just around the corner in the forex world. Below is a play-by-play for using a moving average on an intraday chart. In the below example we will cover staying on the right side of the trend after putting on a long position.</p>
<p>There is no need to think about the period as it usually happens with most of the indicators. Traders often become obsessed about which parameters to select for Stochastic, MACD, Moving Averages and many others. With Heikin Ashi you can set the colors of the candles only. Can Hikin Ashi strategy make you a profitable trader? How to use this Hikin Ashi candle properly without blowing up our accounts?</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexbitcoin.info/wp-content/uploads/2020/02/A-Futures-Market-240x300.jpg" width="303px" alt="heikin ashi trading"/></p>
<p>One major disadvantage to using an Ashi trading strategy is that it does not work well during three-hour gaps because it can’t predict the next interval accurately. Secondly, statistical information from shorter time periods with as few trades as possible are necessary for accurate technical analysis. One of the reasons why traders use Heiken Ashi is because it successfully combines both range and price action analysis. It also has a strong correlation with the volatility index and can accurately forecast the market direction. Furthermore, chart patterns are easy to spot on a Heiken Ashi chart, which can help traders make timely decisions.</p>
<h2 id="toc-1">The Formula and Calculation for Heikin-Ashi Candles</h2>
<p>First, you can focus on the <a href="https://day-trading.info/">https://day-trading.info/</a> candlestick patterns like triangles, pennants, channels, and flags. Channels are popular and are usually drawn by connecting high swings and lower swings. When applied, the chart shows a close resemblance to the popular Japanese candlestick patterns. In reality, like we will explain below, they are usually different.</p>
<p>The other major advantage of using Heiken Ashi charts is that they improve your risk to reward ratio. We also have training on Japanese Candlesticks and How to use them. Once each of these variables has been recognized, you will be able to create a Heiken Ashi chart. Occasionally, some of these values will be equal, which will affect the appearance of the chart as a whole. Adjusting the timeframe will also have a major impact on the shape of the graph.</p>
<h2 id="toc-2">Scalping Trading System With Heiken Ashi and Stochastic oscillator</h2>
<p>If the asset isn’t as volatile, like a stock index, then separation becomes less important because it will not occur as often. For example, in the chart below, we have applied the Bollinger bands. The indicator is simply a 20-day simple moving average with 2 standard deviations. Therefore, in a strong downward trend, the price will remain along the lower band. The chart example above shows how Heikin-Ashi charts can be used for analysis and making trading decisions. On the left, there are long red candles, and at the start of the decline, the lower wicks are quite small.</p>
<p>If you’re  currently in a long position, you may want to exit. Open a position opposite the current trend since the trend may be coming to an end. Determine significant support and resistance levels with the help of pivot points.</p>
<p>First, we’re going to look for a <a href="https://forexanalytics.info/">https://forexanalytics.info/</a> trend or a strong move to the downside. The good news is that you don’t have to be a math whiz to trade the best Heiken Ashi PDF strategy. Simply put, Heiken Ashi is a different way of displaying the price on our charts. Another benefit is that we’re going to highlight some real trade examples to better understand the best Heiken Ashi PDF strategy. Like a warrior, you will need to be disciplined and pay close attention to the conditions in front of you.</p>
<p>Past performance is not necessarily indicative of future results. BlackBull Markets is a reliable and well-respected trading platform that provides its customers with high-quality access to a wide range of asset groups. The broker is headquartered in New Zealand which explains why it has flown under the radar for a few years but it is a great broker that is now building a global following. The BlackBull Markets site is intuitive and easy to use, making it an ideal choice for beginners.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexbitcoin.info/wp-content/uploads/2020/02/A-Man-of-All-Markets-200x300.jpg" width="303px" alt="average"/></p>
<p>Red candlesticks with no upper shadow or wick indicate a strong downtrend. The descending triangle is a chart pattern used in technical analysis. The pattern usually forms at the end of a downtrend but can also occur as a consolidation in an uptrend. A Renko chart, developed by the Japanese, is built using fixed price movements of a specified magnitude. This differs from more traditional charts that show price changes over a fixed time periods.</p>
<p>The RSI is classified as a momentum oscillator, measuring the velocity and magnitude of directional price movements. Free Easy Accurate Forex ScalpingTrading System – Scalping indicator system is a trend following trading system for intraday trading. Now you know how to use the Hikin Ashi candles properly, and the reasons why most people use normal candlesticks. The best use of Hikin Ashi is at the support and resistance levels.</p>
<h2 id="toc-4">The Best Heiken Ashi PDF Strategy</h2>
<p>It is an unbounded oscillator that generally fluctuates between +100 and -100. Is to filter noise and provide a clearer visual representation of the trend. I took 100 trades with MACD + STOCHASTIC Trading Strategy and the r&#8230; The reason for using the trailing stop this way is so that you give the market room to breathe and so you do not get stopped out prematurely.</p>
<p>Candlestick formations are an important topic to study and incorporate into one’s trading plan, but the breadth of the subject is broad, almost overwhelming for a beginner. The Heikin Ashi was designed to remove this excessive burden for newcomers. Candlestick studies are necessary, but the Heikin simplifies the task and eliminates much of the confusion.</p>
<ul>
<li>The upward move is strong and doesn&#8217;t give major indications of a reversal, until there are several small candles in a row, with shadows on either side.</li>
<li>Hence, the technique generates a smoother chart making it easier to spot trends and reversals.</li>
<li>While Heikin Ashi charts can be used on any timeframe, scalping with Heikin Ashi can cause some issues because the HA charts do not show the exact asset price at this moment.</li>
<li>To calculate the close price, you need to add the open, high, low, and close prices and divide the sum by 4.</li>
<li>You can clearly see the lag in the first red circle.</li>
</ul>
<p>Connect and share knowledge within a single location that is structured and easy to search. 4xdev company focuses on the development of various Forex tools (e.g., indicators, EAs, scripts, alerts) and conversion of ones into the needed format. It makes many false signals and retracements disappear leaving you with rock solid calls to action. Detect the trend with the  help of any other indicator or trend lines. CCI measures the statistical variation from the average.</p>
<p>He has been a professional day and swing trader since 2005. Cory is an expert on stock, forex and futures price action trading strategies. This is the most common strategy for the Heikin-Ashi technique i.e. to identify the beginning of a strong uptrend or downward trend.</p>
<p>The owner of the site and the program does not accept any responsibility for the use of information provided on the website and in the program vfxAlert, as for any errors. Information on this site does not constitute a public offer. If you compare both figures, you can see that the second area has become less colorful. Here you&#8217;ll find what awaits the market this week, from the CPI release to a possible gold plunge. Execute a “Buy” order for no more than 2% to 3% of your account.</p>
<p>The Heikin’s relatively new popularity <a href="https://forexhistory.info/">https://forexhistory.info/</a>s yet to spread to several of the major proprietary trading platforms, but MetaTrader4 has offered it for decades. This application tool is often presented in various ways, which can include a simple overlay on the existing candlesticks. For MT4, it goes a step further and recommends special customisations with a line thrown in for good measure. The objective is to highlight strong moves in the market, both up and down.</p>
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<h3>Four Highly Useful Trading Indicators in 2020 &#8211; FinSMEs</h3>
<p>Four Highly Useful Trading Indicators in 2020.</p>
<p>Posted: Tue, 31 Mar 2020 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiUmh0dHBzOi8vd3d3LmZpbnNtZXMuY29tLzIwMjAvMDMvZm91ci1oaWdobHktdXNlZnVsLXRyYWRpbmctaW5kaWNhdG9ycy1pbi0yMDIwLmh0bWzSAQA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>Read on to learn how to get signals from one of the most straightforward forex indicators. 89.1% of retail investor accounts lose money when trading CFDs with this provider. This is a forecasting indicator of the selected moving average of the selected price of the underlying ticker. OVERVIEW This indicator shows whether Heikin Ashi is up or down, represented by a bar. CONCEPTS What do you want to know about market analysis?</p>
<p>We will use the standard pullback trading technique and use the colors of the Heikin Ashi candles as well as the shadows to help deliver our trading signals. Once traders have identified a trend in either direction, they can use contracts for difference to take a position on the price direction of the underlying asset. Candles with shorter bodies and longer wicks indicate that traders should be aware of a pause in the trend. The trend could then reverse direction, or it could resume its movement in the same direction. This requires some skill and experience to interpret which of those is more likely to happen.</p>
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			</item>
		<item>
		<title>cluster sampling is categorised as: Cluster Sampling: Definition, Methods &#038; Applications</title>
		<link>https://www.aliansa.com.co/cluster-sampling-is-categorised-as-cluster/</link>
		
		<dc:creator><![CDATA[adminalianza]]></dc:creator>
		<pubDate>Thu, 12 Aug 2021 12:06:50 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://www.aliansa.com.co/?p=10410</guid>

					<description><![CDATA[Содержание thoughts on «A Data Scientist’s Guide to 8 Types of Sampling Techniques» What are the types of cluster sampling? Cluster Sampling Definition What Is Meant by Cluster Sampling? Cluster Sampling vs. Stratified Sampling Types of Cluster Sampling Cluster sampling divides a population into groups, then includes all members of some randomly chosen groups. This &#8230;<p class="read-more"> <a class="" href="https://www.aliansa.com.co/cluster-sampling-is-categorised-as-cluster/"> <span class="screen-reader-text">cluster sampling is categorised as: Cluster Sampling: Definition, Methods &#038; Applications</span> Leer más &#187;</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;">Содержание</p>
<ul class="toc_list">
<li><a href="#toc-0">thoughts on «A Data Scientist’s Guide to 8 Types of Sampling Techniques»</a></li>
<li><a href="#toc-1">What are the types of cluster sampling?</a></li>
<li><a href="#toc-2">Cluster Sampling Definition</a></li>
<li><a href="#toc-3">What Is Meant by Cluster Sampling?</a></li>
<li><a href="#toc-4">Cluster Sampling vs. Stratified Sampling</a></li>
<li><a href="#toc-5">Types of Cluster Sampling</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2020/01/does-robinhood-have-an-effect-on-credit-rating_1.png" width="300px" alt="stratified sampling"/></p>
<p>Cluster sampling divides a population into groups, then includes all members of some randomly chosen groups. This tutorial provides a brief explanation of both sampling methods along with the similarities and differences between them. The most common form of systematic sampling is an equiprobability method. Combining link-tracing sampling and cluster sampling to estimate the size of hidden populations.</p>
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" width="305px" alt="time and cost"/></p>
<p>The resulting <a href="https://1investing.in/simple-random-sampling/">cluster sampling is categorised as</a> is much smaller and therefore easier to collect data from. There not be any overlap between clusters (i.e. the same people or units do not appear in more than one cluster). Consider a scenario where an organization is looking to survey the performance of smartphones across Germany. They can divide the entire country’s population into cities , select further towns with the highest population, and filter those using mobile devices. Stratified sampling, the objective is to accurately represent the population and obtain results that aptly represent the population.</p>
<h2 id="toc-0">thoughts on «A Data Scientist’s Guide to 8 Types of Sampling Techniques»</h2>
<p>This adds complexity to the study or survey, but also ensures greater representation of the entire population. Because cluster sampling uses randomization, if the population is clustered properly, your sample will reflect the characteristics of the larger population which means high validity. Of course, as you go farther down the multistage rabbit hole reducing cluster sizes, it’s likely to have a negative impact on validity. The choice between probability and non-probability sampling methods will depend on the research question, the resources available, and the specific needs of the study. Sampling means selecting the group that you will actually collect data from in your research.</p>
<ul>
<li>When the clusters do not mirror the population’s characteristics or serve as a mini-representation of the population as a whole, there will be less statistical certainty and accuracy.</li>
<li>This makes it a very practical sampling method for statisticians undergoing research.</li>
<li>The researcher could, however, create a list of churches in the United States, choose a sample of churches, and then obtain lists of members from those churches.</li>
<li>Closed-ended, or restricted-choice, questions offer respondents a fixed set of choices to select from.</li>
</ul>
<p>To get the best results in cluster sampling design, differences between clusters are made as small as possible. It is common to have a systematic sample of size 1, such as the above 1 in 3 systematic sample. In quota sampling, the chosen sample might not be the best representation of the characteristics of the population that weren’t considered. Convenience sampling is prone to significant bias, because the sample may not be the representation of the specific characteristics such as religion or, say the gender, of the population. Monte Carlo methods use repeated random sampling for the estimation of unknown parameters. So now that we have an idea of these two sampling types, let’s dive into each and understand the different types of sampling under each section.</p>
<h2 id="toc-1">What are the types of cluster sampling?</h2>
<p>Random sampling enhances the external validity or generalizability of your results, while random assignment improves the internal validity of your study. In an experimental design, you manipulate an independent variable and measure its effect on a dependent variable. For a probability sample, you have to conduct probability sampling at every stage. Exploratory research is often used when the issue you’re studying is new or when the data collection process is challenging for some reason. Because clusters are usually naturally occurring groups, such as schools, cities, or households, they are often more homogenous than the population as a whole.</p>
<p>Defining your variables, and deciding how you will manipulate and measure them, is an important part of experimental design. Theindependent variableis the amount of nutrients added to the crop field. Categorical variables are any variables where the data represent groups. This includes rankings (e.g. finishing places in a race), classifications (e.g. brands of cereal), and binary outcomes (e.g. coin flips).</p>
<p>The clusters should be mutually exclusive and collectively exhaustive. A random sampling technique is then used on any relevant clusters to choose which clusters to include in the study. In single-stage cluster sampling, all the elements from each of the selected clusters are sampled. In two-stage cluster sampling, a random sampling technique is applied to the elements from each of the selected clusters. In this sampling plan, the total population is divided into these groups and a simple random sample of the groups is selected.</p>
<p>Some common types of sampling bias include self-selection bias, nonresponse bias, undercoverage bias, survivorship bias, pre-screening or advertising bias, and healthy user bias. In randomization, you randomly assign the treatment in your study to a sufficiently large number of subjects, which allows you to control for all potential confounding variables. In matching, you match each of the subjects in your treatment group with a counterpart in the comparison group. The matched subjects have the same values on any potential confounding variables, and only differ in the independent variable. Hypothesis testing is a formal procedure for investigating our ideas about the world using statistics. It is used by scientists to test specific predictions, called hypotheses, by calculating how likely it is that a pattern or relationship between variables could have arisen by chance.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2019/10/the-paul-daisy-soros-fellowships-for-new-americans_1.jpg" width="305px" alt="validity"/></p>
<p>Without data cleaning, you could end up with a Type I or II error in your conclusion. These types of erroneous conclusions  can be practically significant with important consequences, because they lead to misplaced investments or missed opportunities. Every dataset requires different techniques to clean dirty data, but you need to address these issues in a systematic way. You focus on finding and resolving data points that don’t agree or fit with the rest of your dataset.</p>
<p>Make sure to pay attention to your own body language and any physical or verbal cues, such as nodding or widening your eyes. Right-hand-side variables (they appear on the right-hand side of a regression equation). Naturalistic observation is a qualitative research method where you record the behaviors of your research subjects in real world settings. You avoid interfering or influencing anything in a naturalistic observation. A successful reproduction shows that the data analyses were conducted in a fair and honest manner.</p>
<h2 id="toc-2">Cluster Sampling Definition</h2>
<p>It is the number of <a href="https://1investing.in/">https://1investing.in/</a>s or items to be taken in a sample that would be enough to make inferences about the population with the desired level of accuracy and precision. Sampling is done to draw conclusions about populations from samples, and it enables us to determine a population’s characteristics by directly observing only a portion of the population. Because you’re surveying a sample of a population and not the entire population, cost can be greatly reduced. Stratified sampling divides a population into groups, then includes some members of all of the groups. Systematic sampling is the selection of Participants from an ordered sampling frame. Stratified sampling is a method of sampling from a population that can be partitioned into subpopulations.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2019/11/top-5-factors-that-affect-gold-rate-in-india_2.jpeg" width="307px" alt="sampling and cluster"/></p>
<p>The two types of external validity are population validity and ecological validity . A statistic refers to measures about the sample, while a parameter refers to measures about the population. Using careful research design and sampling procedures can help you avoid sampling bias. Grounded theory involves collecting data in order to develop new theories. A Likert scale is a rating scale that quantitatively assesses opinions, attitudes, or behaviors.</p>
<p>Because there are no restrictions on their choices, respondents can answer in ways that researchers may not have otherwise considered. Correlational and descriptive designs are used to investigate characteristics, averages, trends, and associations between variables. In this process, you review, analyze, detect, modify, or remove “dirty” data to make your dataset “clean.” Data cleaning is also called data cleansing or data scrubbing. Dirty data can come from any part of the research process, including poor research design, inappropriate measurement materials, or flawed data entry.</p>
<h2 id="toc-3">What Is Meant by Cluster Sampling?</h2>
<p>Data collection is the systematic process by which observations or measurements are gathered in research. It is used in many different contexts  by academics, governments, businesses, and other organizations. In scientific research, concepts are the abstract ideas or phenomena that are being studied (e.g., educational achievement). Variables are properties or characteristics of the concept (e.g., performance at school), while indicators are ways of measuring or quantifying variables (e.g., yearly grade reports).</p>
<div style='border: black dashed 1px;padding: 15px;'>
<h3>An ethological analysis of close-contact inter-cat interactions &#8230; &#8211; Nature.com</h3>
<p>An ethological analysis of close-contact inter-cat interactions &#8230;.</p>
<p>Posted: Thu, 26 Jan 2023 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiMmh0dHBzOi8vd3d3Lm5hdHVyZS5jb20vYXJ0aWNsZXMvczQxNTk4LTAyMi0yNjEyMS0x0gEA?oc=5' rel="nofollow">source</a>]</p>
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<p>If you’re using single-stage cluster sampling, you’re ready to begin collecting data. If you’re using the two-stage or multiple-stage approach, it’s time to break your cluster down into a more manageable group, as described in the previous section. Cluster samplingis a type of sampling method in which we split a population into clusters, then randomly select some of the clusters and include all members from those clusters in the sample.</p>
<p>When a researcher includes all of the subjects from the chosen clusters into the final sample, this is called a one-stage cluster sample. Let’s say that the researcher selected 50 Catholic Churches across the United States. He or she would then survey all church members from those 50 churches.</p>
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<h3>The clusters of health-risk behaviours and mental wellbeing and &#8230; &#8211; BMC Public Health</h3>
<p>The clusters of health-risk behaviours and mental wellbeing and &#8230;.</p>
<p>Posted: Sat, 01 Oct 2022 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiTWh0dHBzOi8vYm1jcHVibGljaGVhbHRoLmJpb21lZGNlbnRyYWwuY29tL2FydGljbGVzLzEwLjExODYvczEyODg5LTAyMi0xNDIzMy0y0gEA?oc=5' rel="nofollow">source</a>]</p>
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<p>On the other hand, the standard situation for cluster sampling is when the diversity within clusters and the cluster should not vary from each other. In this article, we learned about the concept of sampling, steps involved in sampling, and the different types of sampling methods. Sampling has wide applications in the statistical world as well as the real world. One big advantage of this technique is that it is the most direct method of probability sampling. But it comes with a caveat – it may not select enough individuals with our characteristics of interest. Random sampling helps ensure the sample is a good representation of the greater population.</p>
<h2 id="toc-5">Types of Cluster Sampling</h2>
<p>Moreover, this method of sampling is reliable and affordable for the researchers. Ideally, each cluster should be a mini-representation of the entire population. Though systematic and cluster sampling are forms of random sampling, they arrive at their sample size differently. Systematic sampling chooses a sample based on fixed intervals in a population, whereas cluster sampling creates clusters from a population. Systematic sampling selects a random starting point from the population, and then a sample is taken from regular fixed intervals of the population depending on its size.</p>
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		<title>LiteForex scam: Lite broker not bad, I .. LiteForex</title>
		<link>https://www.aliansa.com.co/liteforex-scam-lite-broker-not-bad-i-liteforex/</link>
		
		<dc:creator><![CDATA[adminalianza]]></dc:creator>
		<pubDate>Wed, 11 Aug 2021 09:20:03 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://www.aliansa.com.co/?p=11255</guid>

					<description><![CDATA[Contents: Broker Types Lite Forex Pro Details How To Trade Forex For Beginners Account For now, LiteForex USA traders will have to wait since none of the entities has not been permitted to operate anywhere on US soil. Additionally, you should beware of other fraudulent brokers, such as City Index or FXActive. Of course, we’ve &#8230;<p class="read-more"> <a class="" href="https://www.aliansa.com.co/liteforex-scam-lite-broker-not-bad-i-liteforex/"> <span class="screen-reader-text">LiteForex scam: Lite broker not bad, I .. LiteForex</span> Leer más &#187;</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;">Contents:</p>
<ul class="toc_list">
<li><a href="#toc-0">Broker Types</a></li>
<li><a href="#toc-1">Lite Forex Pro Details</a></li>
<li><a href="#toc-2">How To Trade Forex For Beginners</a></li>
<li><a href="#toc-3">Account</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://limefx.vip/wp-content/uploads/2021/10/reviews.jpg" width="301px" alt="LiteForex scam"/><br />
<img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,PGh0bWw+PGJvZHk+PGgxPjQwMyBGb3JiaWRkZW48L2gxPgpSZXF1ZXN0IGZvcmJpZGRlbiBieSBhZG1pbmlzdHJhdGl2ZSBydWxlcy4KPC9ib2R5PjwvaHRtbD4KCg==" width="305px" alt="LiteForex scam"/></p>
<p>For now, LiteForex USA traders will have to wait since none of the entities has not been permitted to operate anywhere on US soil. Additionally, you should beware of other fraudulent brokers, such as City Index or FXActive. Of course, we’ve checked is LiteForex a regulated brand and who’s the owner. Behind the whole operation, we have Liteforex Ltd from Cyprus and LiteFinance Global LLC from Saint Vincent and the Grenadines. In the following article, we will analyze the characteristics of this broker from various aspects, providing you with simple and organized information.</p>
<p>Liteforex charges fees starting at $15 per month for the use of its virtual private server . If you have a fast internet connection everywhere that you trade from, then you’re unlikely to need this – however, it’s worth noting that some brokers provide it free of charge. Liteforex can be accessed through the popular MT4 or MT5 platforms, and download links for both of these are available on the website, keeping things simple for beginners. The broker also offers a web terminal that can be used on a desktop computer or on a mobile device powered by Android. It has ten years of presence in the forex market and now in the leading British financial magazine World Finance «100 World Finance» in the world.</p>
<p>It is very inconvenient, sometimes you have to cancel the tickets and use other payment systems with large commissions. I hope it&#8217;s temporary difficulties and in the future will solve this problem. More than 10 years of successful work with traders around the world, favorable terms of trade, recommendations from grateful users prove our point of view. If you don’t want to have any problems with the broker, work with your personal manager in the proper way. You need to specify all the necessary information about the rules for using bonuses and the procedure for withdrawing funds. The very willingness to invest money and time in the further development of services and solutions clearly indicates that the company has serious plans to grasp leadership positions.</p>
<p>ECN account is specifically designed for seasoned traders and investors who want to take advantage of the automated trading system. Through the ECN accounts, clients can make profits from deep liquidity on the narrowest spreads starting from 0.0 pips. As ECN accounts are “No Dealing Desk” accounts, there is no middle-man and traders can access the markets without any conflict of interest. For this reason, when most of the top brokers have the lowest minimum deposit requirements, Liteforex has a comparatively high initial deposit policy. This Liteforex review is intended for traders who are considering investing with this ECN/STP broker.</p>
<p>Other than that I have been doing good with LiteForex and I am pleased. They seem much better than some of the other brokers which I came across. Even though, there were numerous claims and complaints from the global traders presenting an impressive collection of issues that were faced during the trading experience they had. Our research showed that the broker offers a wide range of funding methods, while some of them include fees others are free of charge. Also, money transfers to or from the account depending on your residency and its applicable policies, in addition to entity rules of LiteForex that apply. In addition to that, the broker also holds St. Vincent and the Grenadines which is an offshore entity and we do not recommend trading under offshore entities due to the low requirements and risks.</p>
<h2 id="toc-0">Broker Types</h2>
<p>Please write email to Our trading department will check everything. Knowing if a company resolves problems or not is very important information to potential clients. LiteFinance, formerly LiteForex, is a forex broker founded in 2005 with a EU branch in Cyprus. Your comment looks like advertising of site which address you published. If it is real review tell your account number please and UID number. We will check all information which you are talking about.</p>
<p>Withdrawal is fast, my money gets into my bank account in 1 business day. An online broker provides you with a platform and various resources to be able to trade in a variety of financial markets. It gives you the education you need, opens doors to several asset classes, and leverages your trades so you can amplify your profits. However, you get the best of all of these things when you make the right choice, which I think you will once you read this Lite Forex Pro review. As ECN accounts are intended for professional traders and investors, the commission rate is $ 5 per lot, unlike the commission-free classic accounts.</p>
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" width="300px" alt="LiteForex scam"/></p>
<p>LiteFinance does not provide any of the necessary third-party add-ons to unlock the full functionality of MT4/MT5 and improve the trading environment. The present choices will leave traders with an incomplete and sub-standard experience unless they are willing to invest in upgrades. Equity traders get access to large-cap names trending on social media. They are suitable for most retail traders, but seasoned traders require higher quantities. While the 225 assets offer new traders acceptable entry-level exposure, advanced traders will find it inadequate for proper cross-asset diversification. Below is a list of trading cost examples for buying and selling the EUR/USD, holding the trade for one night and seven nights, in the commission based LiteFinance ECN account.</p>
<h2 id="toc-1">Lite Forex Pro Details</h2>
<p>This is an important feature of Liteforex, as most brokers do not facilitate compensation claims. Evaluation CriteriaAs countless brokerage platforms are available in the market, it is becoming more and more difficult to find the right fit for your trading needs. Therefore, we at the Dumblittleman platform try to ease the process of evaluating the perfect trading partner for new as well as seasoned traders. The evaluation process is based on the expert financial team&#8217;s analysis and customer reviews and feedback assessment.</p>
<p>It offers a wide range of forex glossaries, books, tutorials, and dofferent strategy testers. Our experts found out that the broker’s platform offerings include the full suite of MT4 and MT5 platforms. The choice of trading platforms between MT4 and MT5 is not a surprise as being an industry popular and recognized technology it is indeed one of the best choices for a various size or strategy traders. Therefore, trading with LiteForex <a href="https://limefx.biz/">https://limefx.biz/</a> Cyprus entity you can refer to CySEC in case of any violence, while the regulator himself constantly checks on the operation and environment the broker provides. Also, traders’ funds are segregated from company funds, and the application of the standard covers LimeFx protection. Yes, LiteForex is a registered broker in Cyprus regulated by the local financial regulator Cyprus Securities and Exchange Commission .</p>
<h2 id="toc-2">How To Trade Forex For Beginners</h2>
<p>Please please read the client agreement very very carefully, especially about withdrawal. Our experts checked the educational proposal of LiteForex and found that the broker supports personal strives and provides learning materials, analysis, and guides. This is done through the educational section on their website presenting four sections that help to become a better trader that diverse to a different levels of traders.</p>
<p>Learn more about this subject and learn how to choose the right one for your needs. This article outlines some basic concepts of the forex market and provides you with a solid foundation for understanding its structure. From all of these above-mentioned programs, Liteforex provides the opportunity to their clients to earn according to their choice from any of these affiliate programs. The earnings are rewarded through cashback in the client’s personal account. Convenient trading conditions, as well as a huge list of trading assets, allow you to work with dozens of strategies.</p>
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<h3>Is LiteForex legit?</h3>
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<p>Regulation. LiteForex Europe Ltd is registered as a Cyprus LimeFx Firm (CIF) and is regulated by the Cyprus Securities and Exchange Commission (CySEC) under license number 093/08.</p>
</div></div>
</div>
<p>LiteFinance pays strategy providers, adding an attractive revenue stream for successful traders. We also noticed the broker’s efforts to offer the best  possible conditions and ensure trading safety with good regulations. Similarly, your access to a wide range of tools will be limitless so that you can use them any time you want. I believe the incomparable tools are the ones such as automated trading, market analysis and reviews, risk assessment and trade indicators. If you can learn how to interpret the analysis in their true sense, then believe me you can make every trade execution count. Their customer support team represents dedicated and reliable assistance and regard on any trading issue their clients face via phone call, live chat and email 24 hours a day and 5 days per week.</p>
<h2 id="toc-3">Account</h2>
<p>What&#8217;s more, you can get access to the ECN transactional environment for only $ 50. Map, analyze and automate processes, manage regulatory compliance, assess risks within a single platform! Interfacing’s digital twin solution is an enterprise management system that helps companies digitilize processes to streamline operations, increase productivity and continuously improve.</p>
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<h3>How do you know if a LimeFxpany is legit?</h3>
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<p>How Do I Know If a Forex Broker Is Legit? You can ask the broker for their Retail Foreign Exchange Dealer (RFED) number. You can also check with the National Futures Association or the Commodity Futures Trading Commission.</p>
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<p>Moreover, the investor can set the drawdown and profit levels at which the LimeFx will be detached. The advantages include the presence of various bonuses and contests that help you quickly get used to the initial stage of acquaintance with Forex. In addition, regular contests are held among owners of demo accounts <a href="https://limefx.name/">limefx</a> and partner accounts with real cash prizes. Liteforex is a brokerage platform that has been providing trading services to customers globally since 2005. This firm is regulated by the Cyprus securities and exchange commission and has specifically made its name as a reputable ECN broker in the financial markets.</p>
<h2 id="toc-4">Trader Training</h2>
<p>The evaluation criteria are comprised of the following points through which different brokers are assorted. Become a member of regular webinars with professional traders. Each of the applications has 8 language versions and covers the widest possible audience.</p>
<ul>
<li>Trading conditions, Analytics, and news are offered correctly.</li>
<li>Moreover, we have not only provided our expert opinion but have also assessed the customer reviews to put forward the most objective analysis of the firm for the customers.</li>
<li>There are many brokers who claim high returns, but its better to go with consistent return rather than high returns.</li>
<li>In many respects it demonstrates a thoughtful policy of working with the users, which is not typical to scams.</li>
<li>All commissions entirely depend on the payment systems that customers use.</li>
</ul>
<p>If you have added money using multiple systems, you can use any one of them to withdraw it. There’s a useful guide to books about forex, with short reviews of each one. Liteforex doesn’t provide or connect to a platform where you can buy these books, however, so if any of them interest you, you’ll need to note the details and make your purchase on another site. MT4 and MT5 are widely considered to be intuitive and easy to use.</p>
<h2 id="toc-5">Types of LiteForex accounts</h2>
<p>The company has recently improved trading conditions&#8230; In my opinion, the company is very up-to-date and has all the services that traders need. In my opinion, the company is very modern and has all the services a trader may need. There is also a copy service for those who want to get passive income. I traded really well last year, no failures and delays in payments, the company was honest with the client, I am satisfied.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://limefx.biz/wp-content/uploads/2021/10/trading-platform.png" width="308px" alt="LiteForex scam"/></p>
<p>If you have lost money with Lite Forex Pro, don’t panic. You are not the first and you likely won’t be the last. Mistakes can happen even with the most cautious of investors, and should be used as a learning opportunity.</p>
<p>Traders are given various payment method options to deposit payments, including bank transfer, credit or debit cards, and many online and e-wallet options. Moreover, Liteforex covers all the payment charges when customers pay the minimum deposits. With its intuitive platform and wide <a href="https://traderoom.info/is-limefx-forex-broker-a-good-choice-for-trading/https://limefx.name/">limefx forex broker</a> range of tools, LiteForex provides a solid offering for new traders. The fees are not highly  competitive, but this may not be a significant factor for casual traders. Reliable support via chat and email and the availability of a personal account manager are a plus for this broker.</p>
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