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		<title>Presidents&#8217; Day 2016</title>
		<link>https://www.greenworldafrica.org/presidents-day-2016/</link>
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		<dc:creator><![CDATA[Simboti]]></dc:creator>
		<pubDate>Mon, 23 Jan 2023 08:01:17 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://www.greenworldafrica.org/?p=9172</guid>

					<description><![CDATA[<p>Contents: New Year&#8217;s Day 2015/2016 Christmas Day (U.K. Observance) All Months Jewish Holidays New Year&#8217;s Day 2021/2022 Her campaign chairman sent them home before the race was called, and she...</p>
<p>The post <a rel="nofollow" href="https://www.greenworldafrica.org/presidents-day-2016/">Presidents&#8217; Day 2016</a> appeared first on <a rel="nofollow" href="https://www.greenworldafrica.org">Green World Africa</a>.</p>
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										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Contents:</p>
<ul class="toc_list">
<li><a href="#toc-0">New Year&#8217;s Day 2015/2016</a></li>
<li><a href="#toc-1">Christmas Day (U.K. Observance)</a></li>
<li><a href="#toc-2">All Months</a></li>
<li><a href="#toc-3">Jewish Holidays</a></li>
<li><a href="#toc-4">New Year&#8217;s Day 2021/2022</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://day-trading.info/wp-content/uploads/2021/03/image-xLdMuRl9O5a7nbzi.jpeg" width="307px" alt="us president day 2016"/><br />
<img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://day-trading.info/wp-content/uploads/2021/03/image-oIxCztlD8M6BarqL.jpeg" width="304px" alt="us president day 2016"/></p>
<p>Her campaign chairman sent them home before the race was called, and she is expected to address the results on Wednesday. Even the whizzes who elected Barack Obama as President conceded they had it all wrong. “Never been as wrong on anything my life,” David Plouffe, the architect of Obama’s 2008 campaign, said on Twitter as the reality began to set in. Washington was born on February 22, 1732 and died on December 14, 1799. Abraham Lincoln was born on February 12, 1809 and died on April 15, 1865. Presidents&#8217; Day can also be traced back to a push by retailers and advertisers in the 1980s.</p>
<p>Wind shear is quantified both graphically and in the text portion below the temperature and moisture traces. All of these parameters together illustrate the risk for strong to severe storms with the distinct potential for tornadoes, which did in fact come to fruition on the afternoon of February 15, 2016. The American Club of Lyon was proud to host the 2016 Presidents’ Day Cocktail held at the Hotel de Ville of Lyon on the evening of February 4th. The aim of the event was to foster and celebrate Franco-American friendship and honor a U.S. president with strong ties to France. Presidents’ Day is an American national holiday, but parts of Canada celebrate Family Day that lands on the third Monday of February. Congress passes the Uniform Monday Holiday Bill and shifts four bank holidays to Monday including Washington’s Birthday.</p>
<p>As we look toward a new year filled with renewed hope and possibility, let us take time to share the holiday spirit of generosity and compassion with those we love. Moisture is one essential ingredient that contributes to atmospheric instability. The other half of the instability equation comes from changes in temperature with height. Warm and moist air near the surface overlaid by cooler and drier air aloft results in an unstable air column. The aforementioned pressure trough supplied the cold temperatures aloft and the surface wind pattern was already transporting Gulf moisture northward into the region.</p>
<h2 id="toc-0">New Year&#8217;s Day 2015/2016</h2>
<p>Generally, knots of shear is sufficient for rotating supercell thunderstorms, which are responsible for nearly all strong to violent tornadoes. On February 15 we had pockets of 50+ knots of effective wind shear by the afternoon hours. Moisture is rarely in short supply along the north-central Gulf Coast, even in February. Surface dew points were in excess of 60⁰ F within about 100 miles of the coast on February 15th.</p>
<p>This observance still holds a historical significance of patriotism. Today, Presidents’ Day is used to commemorate certain events and recognize historical celebrations that might not otherwise be observed. The date was used to reintroduce The Purple Heart, a medal that Washington <a href="https://day-trading.info/">https://day-trading.info/</a> gifted to  wounded soldiers who served in the military. Each year, USCIS marks this holiday with naturalization ceremonies across the country. This year, we will welcome nearly 20,000 new citizens in more than 180 naturalization ceremonies between February 12 and 22.</p>
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<h3>What day is presidents day 2023?</h3>
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<p>When is Presidents&apos; Day 2023? Presidents&apos; Day in 2023 will be observed on February 20, which is the third Monday of the month.</p>
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<p>It has the dual benefit of informing everyone on American history and, as an added bonus, you can best everyone with your historical knowledge. Take this time to take a deep dive into the history of the American presidents that aren’t often spoken of. Everyone knows the names Jefferson, Lincoln, and Washington, but what about Martin Van Buren and John Tyler?</p>
<h2 id="toc-1">Christmas Day (U.K. Observance)</h2>
<p>Eustis, Florida, holds an annual &#8220;GeorgeFest&#8221; celebration that began in 1902, and in Denver, Colorado, there is a society dedicated to observing the day. At the George Washington Birthplace National Monument in Westmoreland County, Virginia, visitors are treated to birthday celebrations on the holiday, while at Mount Vernon they last throughout the holiday weekend and through February 22. Trump’s initial decision to run was greeted with derision by some GOP strategists. He had never held elective office and appeared out of sync with the party’s conservative base. Trump was a onetime supporter of abortion rights who had only recently changed his views, and he openly acknowledged having made campaign contributions to Democrats to buy political influence. He ridiculed opponents in both parties—often in personal terms that were widely viewed as politically incorrect—and made inflated promises and statements whose likelihood or veracity was questioned by major media.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://day-trading.info/wp-content/uploads/2021/03/image-rtv27YKzZaXm9egf.jpeg" width="305px" alt="us president day 2016"/></p>
<p>Over the years various members of Congress suggested changing the name, date, or adding Lincoln’s birthday as a holiday. There are plenty of historical sites and tours that you and your family can indulge in to learn about the history of the presidency. Is the obvious place, but if you don’t live in Virginia and don’t wish to travel, learn about your local government and how presidents have impacted your community. Your local history museum is sure to have documents and artifacts that are sure to enlighten you. Census Bureau pulled information from its geographic database on the country&#8217;s 100 most common names of places, minor civil divisions and counties.</p>
<h2 id="toc-2">All Months</h2>
<p>Access demographic, economic and population data from the U.S. Besically the story is about usa presidents Come back to life and they want blood. The zombified leaders of the free world rise from the dead to hunt down a group of ill-fated teens and give them a lethal lesson in American history. Their only hope for survival is to summon the demonic spirit of John Wilkes Booth. Washington was born on February 11, 1731, based on the Julian calendar then in use in the British Colonies. When the Gregorian calendar was adopted in Great Britain, Ireland and the EMpire , he opted to begin observing his birthday anniversary on the equivalent date of February 22, 1732.</p>
<ul>
<li>I want each of you to return to work rested, renewed, and ready to support AMC and the Warfighter.</li>
<li>While they might not be as big as the greats, their time in office forms a part of the legacy as a whole and important in their own right.</li>
<li>Bypassing traditional information sources by use of social media, including his personal Twitter account, Trump often set the agenda for coverage of his campaign.</li>
<li>Moisture is rarely in short supply along the north-central Gulf Coast, even in February.</li>
<li>February 15 was one such occasion with Slidell sending up a special balloon at 18 UTC .</li>
</ul>
<p>So the correct way to refer to the holiday in your prose depends on your subject. If you are writing about the federal holiday, call it “Washington’s Birthday.” If you are writing about the holiday as it is observed in a particular state, consult the state’s official website. In other contexts, you might use one of the forms with “President” in the name. “President’s Day” uses the singular possessive, so you would likely use this form if you want to refer to a holiday celebrating Washington. “Presidents Day” uses “Presidents” as an attributive noun—that is, a noun that acts like an adjective.</p>
<h2 id="toc-3">Jewish Holidays</h2>
<p>This former president’s birthday was never implemented as a federal holiday, but it was observed in many parts of the country as a state holiday. The date of former President Lincoln’s birthday was February 12. As mentioned prior in this article, it seemed to legislators that common sense would dictate towards combining the two birthdays into one holiday. The second major factor was that another well-respected and recognized president, Abraham Lincoln, shared a birthday in the month of February as well.</p>
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<h3>What day was President&#8217;s Day on in 2017?</h3>
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<p>The 1971 Uniform Monday Holiday Act created the third Monday in February as Presidents Day every year. This year (2017), Presidents&apos; Day will be on February 20th.</p>
</div></div>
</div>
<p>Florida National University is an accredited institution that is dedicated to equipping our students with the knowledge, skills, and education needed to pursue a rewarding career of their choice. We have an exemplary catalog of academic programs for prospective students to browse here. If you would like to speak with one of our admissions counselors about attending FNU, contact us today.</p>
<h2 id="toc-4">New Year&#8217;s Day 2021/2022</h2>
<p>One of the primary reasons is that state and federal holiday schedules often differ. Various groups have attempted to establish an official Presidents&#8217; Day to honor all American presidents. Although an early draft of the Uniform Monday Holiday Act renamed the holiday Presidents&#8217; Day to honor both George Washington and Abraham Lincoln, the final bill as passed retained the name Washington&#8217;s Birthday. There  are primarily two reasons why George Washington’s Birthday is now called Presidents’ Day, and is now celebrated on the third Monday in the month of February instead of his actual birth date. We honor their memory for all they gave, their time, their family, their services and sacrifices for the greater good of our society.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://day-trading.info/wp-content/uploads/2021/03/image-0xnpKL1WyPJ2ekv8.jpeg" width="302px" alt="us president day 2016"/></p>
<p>Today, this February holiday has become known for being a day in which many stores, especially car dealers, have big sales. Visit to learn more about the First Lady’s initiative encouraging young people to attain a higher education and to find out more about this Administration’s efforts to improve girls’ education globally. Ronald Reagan is the only divorced man to be elected president. Wind shear, or winds that increase in speed and/or change direction with height, is essential for long-lived, severe convection.</p>
<p>George Washington was the only president to be unanimously elected by all of the state representatives. 4 – the number <a href="https://day-trading.info/dukascopy-vs-dukascopy-europe-forex-broker/">dukascopy vs dukascopy europe forex broker comparison</a> of American Presidents with a February birthday. President Rutherford B. Hayes signs Washington’s Birthday into law.</p>
<h2 id="toc-5">Presidents Day</h2>
<p>This fast moving corridor of air serves to transport deep Gulf moisture northward and increase another essential ingredient for severe thunderstorms; wind shear. On February 15th winds at this level steadily increased through the day with nearly 60 knots of southerly flow over the region by 4pm. These blogs are governed by the general rules of respectful civil discourse. By commenting on our blogs, you are fully responsible for everything that you post. The content of all comments is released into the public domain unless clearly stated otherwise. Nevertheless, the Library of Congress may monitor any user-generated content as it chooses and reserves the right to remove content for any reason whatever, without consent.</p>
<p>Delaware does not observe the Washington&#8217;s Birthday federal holiday. President&#8217;s Day, also known as Washington&#8217;s Birthday, is on the third Monday of February each year and is a federal holiday in the United States. The day not only honors George Washington , the first President of the United States, and Abraham Lincoln whose birthdays are both in February, but honors all the presidents who have served in the United States. Although the official federal holiday is Washington&#8217;s Birthday, many states celebrate Washington&#8217;s birthday, Lincoln&#8217;s birthday or a combination of the two known as Presidents&#8217; Day. Select the image to view the PDF of the 2016 White House holiday tour book.This joyous season is always filled with opportunities to perform acts of kindness and goodwill.</p>
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<h3>What president was born on February 21?</h3>
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<p>Ironically, this guaranteed that the holiday would never be celebrated on Washington&apos;s actual birthday, as the third Monday in February cannot fall any later than February 21.</p>
</div></div>
</div>
<p>The post <a rel="nofollow" href="https://www.greenworldafrica.org/presidents-day-2016/">Presidents&#8217; Day 2016</a> appeared first on <a rel="nofollow" href="https://www.greenworldafrica.org">Green World Africa</a>.</p>
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		<post-id xmlns="com-wordpress:feed-additions:1">9172</post-id>	</item>
		<item>
		<title>Forextraders</title>
		<link>https://www.greenworldafrica.org/forextraders/</link>
					<comments>https://www.greenworldafrica.org/forextraders/#respond</comments>
		
		<dc:creator><![CDATA[Simboti]]></dc:creator>
		<pubDate>Thu, 17 Nov 2022 10:36:00 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://www.greenworldafrica.org/?p=9047</guid>

					<description><![CDATA[<p>Contents: How to choose a reliable broker Are There Forex Brokers That Accept Bitcoin? How old do I need to be to trade forex? First, How Much Do Top Forex...</p>
<p>The post <a rel="nofollow" href="https://www.greenworldafrica.org/forextraders/">Forextraders</a> appeared first on <a rel="nofollow" href="https://www.greenworldafrica.org">Green World Africa</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">How to choose a reliable broker</a></li>
<li><a href="#toc-1">Are There Forex Brokers That Accept Bitcoin?</a></li>
<li><a href="#toc-2">How old do I need to be to trade forex?</a></li>
<li><a href="#toc-3">First, How Much Do Top Forex Traders Make?</a></li>
<li><a href="#toc-4">How To Trade Forex For Beginners</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexarena.net/wp-content/uploads/2019/09/what-is-forex-trading-1-2.png" width="306px" alt="forex traders lose"/></p>
<p>Currency pairs are quoted as a ‘base’ currency and a ‘variable’ or ‘quote’ currency. For example, if you were trading the Euro against the dollar, it would be quoted as ‘EUR/USD’. Some platforms may offer the additional layer of protection of 2FA (two-factor authentication) which will protect against hacker intrusion.</p>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexarena.net/wp-content/uploads/2020/07/BlackBull-Markets-Review-1280x720-1-275x145.jpg" width="306px" alt="pips"/></p>
<p>Many people back out because they are unwilling to risk their capital, and rightfully so. Trading with your money is much more stressful than trading with other people’s money. You can ask any trader from the above list, and they will likely tell you the same thing. You can sign up as a funded trader and trade with funded capital.</p>
<h2 id="toc-0">How to choose a reliable broker</h2>
<p>Check out our Forex Broker Compare Tool to compare dozens of the biggest forex brokers in the industry and analyze their top tools and features. Our Compare Tool is fed by data gathered by our expert researchers for our forex broker reviews, so you can feel confident you have the most up-to-date information at your fingertips. Social copy trading &#8211; Interested in following the trades of expert forex traders? EToro deftly merges self-directed trading and copy trading into a sleek, unified trading experience. Copy traders can read our full social copy trading guide here. If you&#8217;re a fan of mobile platforms – or trading forex on the go – see our picks for best forex trading apps here.</p>
<p>Leverage and margin are vital elements to understand when it comes to forex trading for beginners. Most of the time, when you trade the forex markets, you’ll be utilising leverage. Put simply, leverage allows you to amplify your position size by ‘borrowing’ money from your broker. This increases potential profits and increases potential losses, so you must be sensible when using leverage.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexarena.net/wp-content/uploads/2020/02/10-275x145.jpg" width="308px" alt="app"/></p>
<p><a href="https://forexaggregator.com/">https://forexaggregator.com/</a> forex can be an extremely profitable endeavour; however, to get to this level will take time and discipline. Many traders feel they can enter the market and make lots of money right away – but usually, this isn’t the case. Becoming a profitable trader requires developing and sticking to an effective trading strategy and becoming incrementally better over time. Market maker forex brokers, on the other hand, actively create liquidity in the market by acting as a counterparty to traders. If there’s no one to take the other side of your trade (buy when you’re selling), they’ll take the other side of the trade. If this is all sounding like too much already and you’re feeling daunted, you can ‘try before you buy’ using a demo account.</p>
<h2 id="toc-1">Are There Forex Brokers That Accept Bitcoin?</h2>
<p>Trading analysts Meet the market analyst team that will be providing you with the best trading knowledge. Trading academy Learn more about the leading Academy to Career Funded Trader Program. There are two versions of the MetaTrader app for both Android and Apple iOS devices — including the MetaTrader 4 app as well as the newer MetaTrader 5 app, which continues to gain adoption.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexarena.net/wp-content/uploads/2020/02/Asset-Pricing-110x75.jpg" width="303px" alt="accounts lose money"/></p>
<p>In the forwards market, contracts are bought and sold OTC between two parties, who determine the terms of the agreement between themselves. In the futures market, futures contracts are bought and sold based upon a standard size and settlement date on public commodities markets, such as the Chicago Mercantile Exchange . Because of the worldwide reach of trade, commerce, and finance, forex markets tend to be the largest and most liquid asset markets in the world. When you are ready to open a live account we recommend that you start trading with a micro account first. Make sure to check out the prospective broker’s bonus offering.</p>
<h2 id="toc-2">How old do I need to be to trade forex?</h2>
<p>This bankroll put him in a perfect position to profit from the Oct. 19, 1987 crash known now as Black Monday. This incredible trade is a highlight of his career and cemented his title of one of the top traders of all time. In 2021, Soros was one of the 300 wealthiest individuals in the world. Withdrew the currency from the European Exchange Rate Mechanism after failing to maintain the required trading band due to Soros&#8217; trade, solidifying a day known as Black Wednesday in history. The highly successful firm had reportedly went on to generate $22 billion in profits in August 1998. He possesses over a decade of experience in the Nuclear and National Defense sectors resolving issues on platforms as varied as stealth bombers to UAVs.</p>
<ul>
<li>This trading guide covers which brokers offer the best forex trading apps in 2023.</li>
<li>It should not be assumed that the methods, techniques, or indicators presented in these products will be profitable, or that they will not result in losses.</li>
<li>Today most currencies can be traded and the overall daily FX trading volume tops $6 trillion.</li>
<li>Plus, it was also one of the first to deliver analytics to mobile.</li>
<li>Especially look for reviews and comments where traders have had difficulties in withdrawing their funds.</li>
<li>Invest the time that this task requires, and you will never regret it.</li>
</ul>
<p>Overall, although it might seem a daunting challenge to learn forex trading, the potential results make it worthwhile. Experienced forex traders can make consistent double-digit returns each month. With the power of compounding, this can really grow your account balance exponentially over time.</p>
<p>This served as a real-<a href="https://trading-market.org/">https://trading-market.org/</a> network for retail traders, meaning that transactions could be completed directly through a computer. A Stop loss is a preset level where the trader would like the trade closed if the price moves against them. A guaranteed stop means the firm guarantee to close the trade at the requested price. To manage risk effectively, traders should set a maximum percentage of their account that they are willing to risk on any given trade. They should also use stop-loss orders to automatically close trades if the market moves against them. Additionally, traders should avoid over-leveraging their trades, as this can lead to significant losses if the market moves against them.</p>
<h2 id="toc-3">First, How Much Do Top Forex Traders Make?</h2>
<p>When you <a href="https://forexarena.net/">https://forexarena.net/</a> a blog about forex traders, such as ‘a day in the life’, they often leave out the impact of tax. In fact, it is vital you check your local rules and regulations as forex trading will often be taxed. Traders in the US will receive 1099 forms from their brokerages if they make enough money through trading. Failure to understand local tax laws could lead to legal issues. A Trailing Stop requests that the broker moves the stop loss level alongside the actual price – but only in one direction.</p>
<p>You can also use our free trading tools to improve your forex trading and join our trading room. In there, you get access to daily live streams from our trading analysts and join a community of traders. To trade forex with just $100, you will need to trade micro lot contracts , which are offered by most brokers. First, compare forex brokers that are regulated in your country of residence. Next, apply for a new account, fund, login, and fill out the order ticket to place your trade. Yes, if you have a modern smartphone running either an Android or iOS operating system, you can install forex trading apps on your phone.</p>
<p>For example, for US residents, there are often difficulties accessing some of the largest exchanges due to SEC regulations. Axel Merk actively runs the Merk Investments which he created in 1994, and very often comments on the latest developments in the Forex market.  Merk is originally from Switzerland and started his trading career back in college. In 2001 he decided to move his business to the United States, from where he created the ‘hard currency fund’ which aims to benefit from the long-term Forex trends.</p>
<p>If the U.S. dollar fell in value, then the more favorable exchange rate would increase the profit from the sale of blenders, which offsets the losses in the trade. It is the only truly continuous and nonstop trading market in the world. In the past, the forex market was dominated by institutional firms and large banks, which acted on behalf of clients. But it has become more retail-oriented in recent years, and traders and investors of many holding sizes have begun participating in it.</p>
<p>A scalp trade consists of positions held for seconds or minutes at most, and the profit amounts are restricted in terms of the number of pips. Such trades are supposed to be cumulative, meaning that small profits made in each individual trade add up to a tidy amount at the end of a day or time period. They rely on the predictability of price swings and cannot handle much volatility. Therefore, traders tend to restrict such trades to the most liquid pairs and at the busiest times of trading during the day. So whether you consider yourself a beginner, intermediate, or expert currency trader, there will be something for you to learn. Explore and learn about vital educational resources and trading platforms in a rapidly-growing forex trader community.</p>
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<h3>Rupee rises 11 paise to 82.68 against dollar in early trade &#8211; msnNOW</h3>
<p>Rupee rises 11 paise to 82.68 against dollar in early trade.</p>
<p>Posted: Tue, 28 Feb 2023 04:34:24 GMT [<a href='https://news.google.com/rss/articles/CBMibmh0dHBzOi8vd3d3Lm1zbi5jb20vZW4taW4vbW9uZXkvbWFya2V0cy9ydXBlZS1yaXNlcy0xMS1wYWlzZS10by04MjY4LWFnYWluc3QtZG9sbGFyLWluLWVhcmx5LXRyYWRlL2FyLUFBMTgxbGJ40gFyaHR0cHM6Ly93d3cubXNuLmNvbS9lbi1pbi9tb25leS9tYXJrZXRzL3J1cGVlLXJpc2VzLTExLXBhaXNlLXRvLTgyNjgtYWdhaW5zdC1kb2xsYXItaW4tZWFybHktdHJhZGUvYW1wL2FyLUFBMTgxbGJ4?oc=5' rel="nofollow">source</a>]
</div>
<p>Plus, if it routes the trader’s order through a less-than-optimal path, it has to disclose this fact to the trader. Otherwise, the payment process largely hinges on the accepted money transfer methods. It would make sense for forex brokers to adopt as many such methods as possible, yet some still fall well short of the mark. Often, forex micro accounts do not even have a set minimum deposit requirement. Such cheap trading options make sense for those looking to use real money, without risking their life savings. That said, there are brokers out there that will truly go out of their way to cater to their traders’ needs.</p>
<ul>
<li>For example, FOREX.com offers a demo account, and Thinkorswim offers a virtual trading tool.</li>
<li>Finally, specify your stop loss and take profit levels and click ‘Open Trade’.</li>
<li>Many forex brokers will offer their own “home-made” proprietary platforms alongside the usual MT4 and MT5 solutions.</li>
</ul>
<p>It might seem challenging to develop all of the characteristics listed above. However, in the long term, these are some of the most important traits for trading. Schwarzenbach started working at The Swiss Bank Corporation in 1968. Back in October 1971, Marcus met the most influential person in his life, Ed Seykota. Seykota had, at a young age, developed his own software for studying trades.</p>
<p>Options – Options contracts give traders the right to buy/sell a currency at a specified  date in the future at a pre-determined price. Again, these can be used for both speculative or hedging purposes, e.g. if you do forex options trading. Spot – Spot trading means buying/selling a currency ‘on the spot’ at the current market price. Most FX trading is conducted in this manner as spreads are narrower, allowing for quick trades. The first thing to understand about the forex market is that when you trade a currency, you’ll actually be trading a currency pair. This may seem confusing at first, but it simply means you are trading one pair against another.</p>
<p>The post <a rel="nofollow" href="https://www.greenworldafrica.org/forextraders/">Forextraders</a> appeared first on <a rel="nofollow" href="https://www.greenworldafrica.org">Green World Africa</a>.</p>
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		<title>What Is Sma Indicator</title>
		<link>https://www.greenworldafrica.org/what-is-sma-indicator/</link>
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		<dc:creator><![CDATA[Simboti]]></dc:creator>
		<pubDate>Mon, 03 Oct 2022 17:14:33 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://www.greenworldafrica.org/?p=9043</guid>

					<description><![CDATA[<p>Contents: Uses of moving averages Trade Moving Averages in Good Crypto How is the Simple moving average Indicator calculated? Best Moving Average Settings for Crypto Trading All prices, including the...</p>
<p>The post <a rel="nofollow" href="https://www.greenworldafrica.org/what-is-sma-indicator/">What Is Sma Indicator</a> appeared first on <a rel="nofollow" href="https://www.greenworldafrica.org">Green World Africa</a>.</p>
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										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Contents:</p>
<ul class="toc_list">
<li><a href="#toc-0">Uses of moving averages</a></li>
<li><a href="#toc-1">Trade Moving Averages in Good Crypto</a></li>
<li><a href="#toc-2">How is the Simple moving average Indicator calculated?</a></li>
<li><a href="#toc-3">Best Moving Average Settings for Crypto Trading</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexarena.net/wp-content/uploads/2020/11/Broker-Logo-IronFX-300x189-1-275x145.png" width="304px" alt="exponential moving"/></p>
<p>All prices, including the most distant ones, are equally important in the Simple Moving Average. Moving averages are typically based on price data, and specifically closing price data. However, this indicator can be applied to other types of price data , volume data, or even other indicators. The example below shows a chart with a 50-day SMA applied to the volume bars, and a 20-day EMA applied to the RSI indicator.</p>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexarena.net/wp-content/uploads/2020/09/TAC-Gadjets-110x75.png" width="306px" alt="term moving"/></p>
<ul>
<li>If you’re using a 200 DMA, the average includes prices that are a year old.</li>
<li>Simple moving averages apply equal weights to all data points.</li>
<li>This basically means the ‘Moving average’ in its simplest form is a trend following system.</li>
<li>Yahoo! Finance To minimize false signals, especially in a whipsaw market that trades within a narrow range, multiple moving averages of different time spans are used together.</li>
</ul>
<p>I have been a price action student for 2 years now and I could not fine tune my trading strategy. It means if the moving average is pointing sharply in one direction, chances are there is momentum and strength in that market. Frankly I do not use the typical 5, 20, 50, 200 MAs but only 10th however plotting it on different time frames. And once in a while, it can be respected by the markets for a long period of time . Though EMAs are also weighted toward the most recent prices, the rate of decrease between one price and its preceding price is not entirely consistent. This is where you identify a good SMA figure to use and then implement it in a trending chart.</p>
<h2 id="toc-0">Uses of moving averages</h2>
<p><a href="https://forexarena.net/">https://forexarena.net/</a> averages will turn before simple moving averages. The traders calculate SMA for different time frames like 5-day, 10-day,50-day, 100-day, or 200-day SMAs. A shorter-period SMA signals a short-term trend, whereas a longer-period SMA hints about a long-term trend.</p>
<p>When prices cross above the SMA, you might want to go long or cover short; when they cross below the SMA, you might want to go short or exit long. By the time the 20-day EMA crossed below the 50-day EMA in the chart above, BTC/USD would have fallen significantly. Waiting for the 50 day EMA to cross below the 150-day EMA would have produced an even more delayed sell signal. As seen in the weekly chart above, the slope of a moving average may be close to zero for several weeks. During that time frame, the price may have moved significantly. However, even the 20 week EMA was a lagging indicator, as by the time it had begun sloping down, BTC/USD had already fallen significantly.</p>
<ul>
<li>Because of the delayed response to recent price movement, moving averages are known as trend-following indicators.</li>
<li>Traders can also use SMAs to detect areas of support when a trend changes direction.</li>
<li>And the opposite, a higher period MA crossing a lower period MA, is regarded as negative.</li>
<li>We will drop the data point belonging to the 21st as our objective is to calculate the latest 5-day average.</li>
</ul>
<p>Short-term averages are used to find short-term trends, but they still provide long-term expenses. The shorter moving average takes a lesser number of data points to calculate the average, and hence it tends to stick closer to the current market price and therefore reacts more quickly. A longer moving average takes more data points to calculate the average, and hence it tends to stay away from the current market price. So what does a moving average indicator, and how does one use it? There are many moving average applications, and shortly I will introduce a simple trading system based on moving averages. But before that, let us learn about the Exponential Moving Average.</p>
<h2 id="toc-1">Trade Moving Averages in Good Crypto</h2>
<p>The price movement of a low timeframe and a 10 MA are flirting with each other, giving many false signals. To avoid whipsaws, change the settings of the MA to a higher number. Remember that these are some of the tools that exist in trading to help you analyze the financial markets. This will not guarantee your success in trading, you should complement your strategy with other indicators and tools. The main difference between SMA and EMA comes in the speed of response; EMA is considered faster than SMA. It is all because EMA is more weighted to the recent price, and SMA is a simple average of past prices.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexarena.net/wp-content/uploads/2021/03/maxresdefault-2-1-1024x576.jpg" width="300px" alt="bollinger bands"/></p>
<p>CFD and Forex Trading are leveraged products and your capital is at risk. Please ensure you fully understand the risks involved by reading our full risk warning. TheSimple Moving Average indicator is one of the most straightforward measures available to traders. Harness the market intelligence you need to build your trading strategies. Harness past market data to forecast price direction and anticipate market moves.</p>
<h2 id="toc-2">How is the Simple moving average Indicator calculated?</h2>
<p>When using a moving average in cryptocurrency trading, you can select the length of the average which dictates the amount of periods that will be averaged. For example, if you have a 21 EMA switched on and you are looking at the 1h chart, the EMA will average the last 21 hours of price movement. The market trades sideways as the asset moves; late-sellers close their positions and early-speculators enter.</p>
<div style='border: black dashed 1px;padding: 11px;'>
<h3>(BKNG) &#8211; Analyzing Booking Holdings&#8217;s Short Interest &#8211; Booking Holdings (NASDAQ:BKNG) &#8211; Benzinga</h3>
<p>(BKNG) &#8211; Analyzing Booking Holdings&#8217;s Short Interest &#8211; Booking Holdings (NASDAQ:BKNG).</p>
<p>Posted: Wed, 01 Mar 2023 19:27:00 GMT [<a href='https://news.google.com/rss/articles/CBMiZWh0dHBzOi8vd3d3LmJlbnppbmdhLmNvbS9zaG9ydC1zZWxsZXJzLzIzLzAzLzMxMTM2MzM4L2JrbmctYW5hbHl6aW5nLWJvb2tpbmctaG9sZGluZ3NzLXNob3J0LWludGVyZXN00gEtaHR0cHM6Ly93d3cuYmVuemluZ2EuY29tL2FtcC9jb250ZW50LzMxMTM2MzM4?oc=5' rel="nofollow">source</a>]
</div>
<p>Its banking subsidiary, Charles Schwab Bank, SSB , provides deposit and lending services and products. Access to Electronic Services may be limited or unavailable during <a href="https://trading-market.org/">https://trading-market.org/</a>s of peak demand, market volatility, systems upgrade, maintenance, or for other reasons. When the MACD line crosses above the signal line, it is recommended to buy the underlying security and when the MACD line crosses below the signal line, a signal to sell is triggered. The signal series is calculated by taking a 9 day EMA of the MACD series and lastly the MACD histogram is plotted by subtracting the signal series from the MACD Series.</p>
<p>The 150-day moving average is falling as long as it  is trading below its level five days ago. A bearish cross occurs when the 5-day EMA moves below the 35-day EMA on above-average volume. This scan looks for stocks with a rising 150-day simple moving average and a bullish cross of the 5-day EMA and 35-day EMA. The 150-day moving average is rising as long as it is trading above its level five days ago.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexarena.net/wp-content/uploads/2020/09/image1-1280x720-1-1024x576.jpg" width="303px" alt="strategies"/></p>
<p>Another crossover that is taken into consideration by traders is called the zero crossover. The lower half of the chart consists of the MACD Series , which is calculated by subtracting the slow moving average from the fast moving average . The system is out of the market when the relationship between the slow and medium moving averages do not match that between the medium and fast moving averages. The most commonly used lookback periods for calculating a moving average in the moving average trading are 10, 20, 50, 100, and 200.</p>
<h2 id="toc-4">Calculation of a moving average indicator</h2>
<p>As long as the <a href="https://forexaggregator.com/">https://forexaggregator.com/</a>er moving average remains above the longer moving average, the uptrend is considered intact. The trend is seen as down when the shorter moving average is below the longer moving average. Another method of confirming a trend is by observing where a shorter (also known as “faster”) moving average is relative to a longer (or “slower”) moving average. A shorter moving average rising above the longer moving average is generally bullish, while a shorter moving average going below the longer moving average is bearish. A trader may identify an existing trend through a visual inspection of the moving average. A rising moving average reflects a rising trend, while a falling moving average points to a  falling trend.</p>
<div style='border: black dotted 1px;padding: 15px;'>
<h3>Pinnacle West Capital&#8217;s Return On Capital Employed Insights &#8211; Pinnacle West Capital (NYSE:PNW) &#8211; Benzinga</h3>
<p>Pinnacle West Capital&#8217;s Return On Capital Employed Insights &#8211; Pinnacle West Capital (NYSE:PNW).</p>
<p>Posted: Thu, 02 Mar 2023 14:51:20 GMT [<a href='https://news.google.com/rss/articles/CBMicGh0dHBzOi8vd3d3LmJlbnppbmdhLmNvbS9uZXdzL2Vhcm5pbmdzLzIzLzAzLzMxMTcwNzExL3Bpbm5hY2xlLXdlc3QtY2FwaXRhbHMtcmV0dXJuLW9uLWNhcGl0YWwtZW1wbG95ZWQtaW5zaWdodHPSAS1odHRwczovL3d3dy5iZW56aW5nYS5jb20vYW1wL2NvbnRlbnQvMzExNzA3MTE?oc=5' rel="nofollow">source</a>]
</div>
<p>It must be remembered that the SMA is a lagging indicator, so it may not adjust rapidly to volatility in the market. This is also why the SMA is considered a good tool to use over more extended time periods. When shorter periods are chosen, there may not be enough pricing information to create a reliable result, which may increase the possibility of false signals. The moving average can be used to identify buying and selling opportunities with its own merit. When the stock price trades above its average price, it means the traders are willing to buy the stock at a price higher than its average price.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexarena.net/wp-content/uploads/2021/02/binary.com-4-275x145.png" width="303px" alt="weighted moving average"/></p>
<p>You can see that during the range, moving averages completely lose their validity, but as soon as the price starts trending and swinging, they perfectly act as support and resistance again. But even as swing traders, you can use moving averages as directional filters. The Golden and Death Cross is a signal that happens when the 200 and 50-period moving average cross and they are mainly used on the daily charts. Moving Averages could be calculated by any price – high, low, opening or closing.</p>
<p>The red line represents the fast moving average , the green line represents the medium moving average and the purple line represents the slow moving average . The probability of a trend to persist is inversely related to the time that the trend has already persisted. The weightage to the most recent data is greater for a shorter period EMA than for a longer period EMA. For example, a 10 period EMA applies a weightage of 18.18% (2/11), whereas that for a 20 period EMA is 9.52% (2/21). The sum of all these linearly weighted elements will then be added and divided by the sum of the multipliers. In the case of 10 elements the sum will be divided by 55 (n(n+1)/2).</p>
<p>The post <a rel="nofollow" href="https://www.greenworldafrica.org/what-is-sma-indicator/">What Is Sma Indicator</a> appeared first on <a rel="nofollow" href="https://www.greenworldafrica.org">Green World Africa</a>.</p>
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		<post-id xmlns="com-wordpress:feed-additions:1">9043</post-id>	</item>
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		<title>Enservco Corporation ENSV Stock Price, Quote &#038; News</title>
		<link>https://www.greenworldafrica.org/enservco-corporation-ensv-stock-price-quote-news/</link>
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		<dc:creator><![CDATA[Simboti]]></dc:creator>
		<pubDate>Mon, 19 Sep 2022 15:12:54 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://www.greenworldafrica.org/?p=9170</guid>

					<description><![CDATA[<p>Contents: Financial Performance Enservco &#8211; ENSV Stock Forecast, Price &#038; News Grabar Law Office Investigates Claims on Behalf of Shareholders of Enservco Corporation (ENSV) Enservco Corporation (ENSV) Time to Upgrade!...</p>
<p>The post <a rel="nofollow" href="https://www.greenworldafrica.org/enservco-corporation-ensv-stock-price-quote-news/">Enservco Corporation ENSV Stock Price, Quote &#038; News</a> appeared first on <a rel="nofollow" href="https://www.greenworldafrica.org">Green World Africa</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">Financial Performance</a></li>
<li><a href="#toc-1">Enservco &#8211; ENSV Stock Forecast, Price &#038; News</a></li>
<li><a href="#toc-2">Grabar Law Office Investigates Claims on Behalf of Shareholders of Enservco Corporation (ENSV)</a></li>
<li><a href="#toc-3">Enservco Corporation (ENSV)</a></li>
<li><a href="#toc-5">Time to Upgrade!</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://day-trading.info/wp-content/uploads/2021/03/image-0wPpHcOyZ92WQnJ4.jpeg" width="308px" alt="ensv ticker"/><br />
<img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://day-trading.info/wp-content/uploads/2021/03/image-rjMyXG8eWNaLxZbR.jpeg" width="300px" alt="ensv ticker"/></p>
<p>The Company owns and operates a fleet of approximately 318 specialized trucks, trailers, frac tanks and other well-site related equipment and serve customers in several domestic oil and gas areas, including the DJ Basin/Niobrara area in Colorado. Enservco Corporation, through its subsidiaries, provides well enhancement and fluid management services to the onshore oil and natural gas industry in the United States. It offers frac water heating, hot oiling, pressure testing, acidizing, and water hauling, as well as well site construction services.</p>
<ul>
<li>Enservco Co will announce its quarterly financial results in 7 days.</li>
<li>The company owns and operates a fleet of approximately 318 specialized trucks, trailers, frac tanks, and other well-site related equipment.</li>
<li>LOS ANGELES , July 5, 2022 /PRNewswire/ &#8212; Glancy Prongay &#038; Murray LLP (&#8220;GPM&#8221;) announces that investors with substantial&#8230;</li>
<li>Intraday data delayed at least 15 minutes or per exchange requirements.</li>
<li>Enservco saw a increase in short interest during the month of February.</li>
</ul>
<p>Enservco Corporation , through its wholly owned subsidiaries provides various services to the domestic onshore oil and natural gas industry. Enservco provides well enhancement and fluid management services. The Company’s segments include production services and completion and other services.</p>
<h2 id="toc-0">Financial Performance</h2>
<p>The 1-15 reverse split was announced on Tuesday, November 10th 2020. The number of shares owned by shareholders was adjusted after the closing bell on Thursday, November 19th 2020. An investor that had 100 shares of stock prior to the reverse split would have 7 shares after the split. LOS ANGELES&#8212;-The Law Offices of Frank R. Cruz reminds investors of the upcoming July 19, 2022 deadline to file a lead plaintiff motion in the class action filed on behalf of investors&#8230; The price to earnings ratio is calculated by taking the latest closing price and dividing it by the most recent earnings per share number. The PE ratio is a simple way to assess whether a stock is over or under valued and is the most widely used valuation measure.</p>
<p>The company owns and operates a fleet of approximately 318 specialized trucks, trailers, frac tanks, and other well-site related equipment. Enservco Corporation was incorporated in 1980 and is headquartered in Longmont, Colorado. It operates in the eastern United States region comprising the southern region of the Marcellus Shale form&#8230; Enservco Corporation (“Enservco”) and its wholly-owned subsidiaries provides various services to the domestic onshore oil and natural gas industry. These services include frac water heating, hot oiling and acidizing ; water transfer and water treatment ; water hauling, fluid disposal, frac tank rental ; and, excavating, grading, and dirt hauling services .</p>
<div style='border: black solid 1px;padding: 13px;'>
<h3>3 Hot Penny Stocks To Watch With The Stock Market Down Today &#8211; Penny Stocks</h3>
<p>3 Hot Penny Stocks To Watch With The Stock Market Down Today.</p>
<p>Posted: Mon, 24 Oct 2022 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiaWh0dHBzOi8vcGVubnlzdG9ja3MuY29tL2ZlYXR1cmVkLzIwMjIvMTAvMjQvMy1ob3QtcGVubnktc3RvY2tzLXRvLXdhdGNoLXdpdGgtdGhlLXN0b2NrLW1hcmtldC1kb3duLXRvZGF5L9IBaWh0dHBzOi8vcGVubnlzdG9ja3MuY29tL2ZlYXR1cmVkLzIwMjIvMTAvMjQvMy1ob3QtcGVubnktc3RvY2tzLXRvLXdhdGNoLXdpdGgtdGhlLXN0b2NrLW1hcmtldC1kb3duLXRvZGF5Lw?oc=5' rel="nofollow">source</a>]
</div>
<p>The Eastern USA Region operations are deployed from Heat Waves’ operations center in Carmichaels, PA. It is prohibited to use, store, reproduce, display, modify, transmit or distribute the data contained in this website without the explicit prior written permission of Fusion Media and/or the data provider. All intellectual property rights are reserved by the providers and/or the exchange providing the data contained in this website. News Corp is a global, diversified media and information services company focused on creating and distributing authoritative and engaging content and other products and services. Sign Up NowGet this delivered to your inbox, and more info about our products and services.</p>
<h2 id="toc-1">Enservco &#8211; ENSV Stock Forecast, Price &#038; News</h2>
<p>Get a powerful and robust data suite tailored to your investing style, complete with stock ideas, portfolio alerts and management and customizable screens to help you find the perfect investment. Price and market data provided by QuoteMedia and delayed a minimum of 15 minutes unless otherwise indicated. Fundamental data provided by AAII&#8217;s Stock Investor Pro, Refinitiv and /I/B/E/S and are updated through the previous trading day. Fusion Mediawould like to remind you that the data contained in this website is not necessarily real-time nor accurate. For the fourth quarter of 2022 earnings season Spire Global Inc Deficit has extended of $-0.06 per share compare to $0.09 a year ago and EPS improved from $-0.16 per share from the prior quarter. Data are provided &#8216;as is&#8217; for informational purposes only and are not intended for trading purposes.</p>
<p>The production services segment consists of hot oiling services, acidizing, and pressure testing. The completion and other services segment include frac water heating. Its hot oiling services hot oiling services involve the circulation of a heated fluid, typically oil, to dissolve, melt, or dislodge paraffin or other hydrocarbon deposits from the tubing of a producing well. The Hot oiling servicing also includes the heating of oil storage tanks.</p>
<p>Los Angeles, California&#8211;(Newsfile Corp. &#8211; July 5, 2022) &#8211; The Schall Law Firm, a national shareholder rights litigation firm, reminds investors of a class action lawsuit against Enservco Corporation &#8230; Los Angeles, California&#8211;(Newsfile Corp. &#8211; July 8, 2022) &#8211; The Schall Law Firm, a national shareholder rights litigation firm, reminds investors of a class action lawsuit against Enservco Corporation &#8230; Enservco saw a increase in short interest during the month of February. As of February 28th, there was short interest totaling 472,600 shares, an increase of 272.7% from the February 13th total of 126,800 shares. Based on an average trading volume of 194,700 shares, the days-to-cover ratio is presently 2.4 days.</p>
<p>Real-time analyst ratings, insider transactions, earnings data, and more. 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. Enservco Co will announce its quarterly financial results in 7 days. Traders should take this into account as the share price often fluctuates around this time period. Enservco shares reverse split before market open on Friday, November 20th 2020.</p>
<h2 id="toc-2">Grabar Law Office Investigates Claims on Behalf of Shareholders of Enservco Corporation (ENSV)</h2>
<p>Data may be intentionally delayed pursuant to supplier requirements. Money Flow Uptick/Downtick RatioMoney flow measures the relative buying and selling pressure on a stock, based on the value of trades made on an &#8220;uptick&#8221; in price and the value of trades made on a &#8220;downtick&#8221; in price. The up/down ratio is calculated by dividing the value of uptick trades by the value of downtick trades. Net money flow is the value of uptick trades minus the value of downtick trades. Enservco&#8217;s stock is owned by a variety of retail and institutional investors.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://day-trading.info/wp-content/uploads/2021/12/software_featured010.jpg" width="300px" alt="ensv ticker"/></p>
<p>Central USA Region, including the Mississippi Lime and Hugoton area in southwestern Kansas, Texas panhandle, and northwestern Oklahoma, and the Eagle Ford Shale and Austin Chalk in south Texas. The Central USA Region operations are deployed from operations centers in Garden City and Hugoton, KS; Okarche, OK; and in Bryan and Jourdanton, TX. Rocky Mountain Region, including eastern Colorado and southern Wyoming (D-J Basin and Niobrara formations), central Wyoming , northwestern New Mexico , and western North Dakota and eastern Montana . The Rocky Mountain Region operations are deployed from Heat Waves’ operations centers in Killdeer, ND; Rock Springs, WY; and, Platteville, CO. Join thousands of traders who make more informed decisions with our premium features. Real-time quotes, advanced visualizations, backtesting, and much more.</p>
<p>Sign-up to receive the latest news and ratings for Enservco and its competitors with MarketBeat&#8217;s FREE daily newsletter. 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>
<p>Enservco Corp. engages in the provision of services to the domestic onshore oil and natural gas industry. It  operates through the Production Services and the Completion and Other Services segments. The Production Services segment includes hot oiling services, acidizing, and pressure testing. The Completion and Other Services segment focuses on frac water heating and other services. The company was founded by Michael D. Herman on February 28, 1980 and is headquartered in Longmont, CO.</p>
<h2 id="toc-3">Enservco Corporation (ENSV)</h2>
<p>The Organization of the Petroleum Exporting Countries and its non-member allies (OPEC+) cut crude oil production by two million barrels per day. According to 8 analysts, the average rating for ENSV stock is &#8220;Buy.&#8221; The 12-month stock price forecast is $3.06, which is an increase of 593.88% from the latest price. Eastern USA Region, including the southern region of the Marcellus Shale formation and the Utica Shale formation in eastern Ohio.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://day-trading.info/wp-content/uploads/2021/03/image-FhmyIk6Yzn5r0C1M.jpeg" width="309px" alt="ensv ticker"/></p>
<p>Top institutional shareholders include Renaissance Technologies LLC (0.16%), Simplex Trading LLC (0.00%) and Concourse Financial Group Securities Inc. (0.00%). Shares Sold ShortThe total number of shares of a security that have been sold short and not yet repurchased.Change from LastPercentage change in short interest from the previous report to the most recent report. Exchanges report short interest twice a month.Percent of FloatTotal short positions relative to the number of shares available to trade. © 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.</p>
<h2 id="toc-4">Latest On Enservco Corp</h2>
<p>Market Cap is calculated by multiplying the number of shares outstanding by the stock&#8217;s price. To calculate, start with total shares outstanding and subtract the number of restricted shares. 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 <a href="https://day-trading.info/what-is-master-data-management-ensuring-a-single/">what is master data management ensuring a single source of truth</a> percentage of its current stock price. SectorIndustryMarket CapRevenue Oils/EnergyOil &#038; Gas &#8211; Field Services$0.005B$0.015B Enservco Corp, formerly known as Asoen Exploration Corp, is engaged in providing oil field services to the companies in the energy sector through its subsidiaries Heat Waves Hot Oil Service and Dillco Fluid Service.</p>
<div style='border: grey dashed 1px;padding: 12px;'>
<h3>ENSV Stock Forecast, Price &#038; News (Enservco) &#8211; MarketBeat</h3>
<p>ENSV Stock Forecast, Price &#038; News (Enservco).</p>
<p>Posted: Mon, 21 Sep 2020 01:52:39 GMT [<a href='https://news.google.com/rss/articles/CBMiLGh0dHBzOi8vd3d3Lm1hcmtldGJlYXQuY29tL3N0b2Nrcy9OWVNFL0VOU1Yv0gEA?oc=5' rel="nofollow">source</a>]
</div>
<p>To see all exchange delays and terms of use please see Barchart&#8217;s disclaimer. The company is scheduled to release its next quarterly earnings announcement on Monday, April 10th 2023. Shareholders with $200,000 losses or more are encouraged to contact the firm. LOS ANGELES , July 5, 2022 /PRNewswire/ &#8212; Glancy Prongay &#038; Murray LLP (&#8220;GPM&#8221;) announces that investors with substantial&#8230;</p>
<h2 id="toc-5">Time to Upgrade!</h2>
<p>The Company owns and operates a fleet of specialized trucks, trailers, frac tanks  and related well-site equipment. It also offers services including hot oiling, acidizing and frac heating services. It works in the conventional and unconventional oil and gas fields throughout the United States providing well enhancement and fluid logistics and management <a href="https://day-trading.info/">https://day-trading.info/</a> services to exploration and production companies operating in the U.S. onshore oil and gas industry. It functions through its subsidiaries namely; Heat Waves Hot Oil Service, Heat Waves Water Management, Adler Hot Oil Service, HE Services and Dillco Fluid Service. Its reportable business segments are Well Enhancement Services and Water Transfer Services.</p>
<p>With the equity benchmarks crossing newer milestones on various occasions this year, both the Dow Jones Industrial Average and the S&#038;P 500 stock index have earned the&#8230; One share of ENSV stock can currently be purchased for approximately $0.37. This site is protected by reCAPTCHA and the Google Privacy Policy and Terms of Service apply. One share of ENSV stock can currently be purchased for approximately $0.39.</p>
<p>The post <a rel="nofollow" href="https://www.greenworldafrica.org/enservco-corporation-ensv-stock-price-quote-news/">Enservco Corporation ENSV Stock Price, Quote &#038; News</a> appeared first on <a rel="nofollow" href="https://www.greenworldafrica.org">Green World Africa</a>.</p>
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		<title>How Much Money Can I Make Forex Day Trading?</title>
		<link>https://www.greenworldafrica.org/how-much-money-can-i-make-forex-day-trading/</link>
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		<dc:creator><![CDATA[Simboti]]></dc:creator>
		<pubDate>Thu, 19 May 2022 17:07:03 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://www.greenworldafrica.org/?p=9280</guid>

					<description><![CDATA[<p>Contents: How to Trade Forex Use Reasonable Leverage Step 6: Manage Your Risk Read and analyze international economic reports, then choose a currency you feel is economically sound to trade...</p>
<p>The post <a rel="nofollow" href="https://www.greenworldafrica.org/how-much-money-can-i-make-forex-day-trading/">How Much Money Can I Make Forex Day Trading?</a> appeared first on <a rel="nofollow" href="https://www.greenworldafrica.org">Green World Africa</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">How to Trade Forex</a></li>
<li><a href="#toc-1">Use Reasonable Leverage</a></li>
<li><a href="#toc-2">Step 6: Manage Your Risk</a></li>
</ul>
</div>
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" width="302px" alt="day trading"/><br />
<img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://g-markets.net/wp-content/uploads/2020/02/lockheed-martin-vector-logo.png" width="305px" alt="trading opportunities"/></p>
<p>Read and analyze international economic reports, then choose a currency you feel is economically sound to trade with, like the US dollar or Euro. Start placing orders through your broker based on your research findings, then watch your account to monitor your profits and losses. Banks, brokers, and dealers in the forex markets allow a high amount of leverage, meaning traders can control large positions with relatively little money. For example, EUR/USD is a currency pair for trading the euro against the U.S. dollar.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://g-markets.net/wp-content/uploads/2020/02/Canopy-Growth-scaled.jpg" width="307px" alt="quote currency"/></p>
<p>The Financial Conduct Authority monitors and regulates forex trades in the United Kingdom. For instance, before the 2008 financial crisis, shorting the Japanese yen and buyingBritish pounds was common because the interest rate differential was substantial. Currency trading was very difficult for individual investors until it made its way onto the internet. Most currency traders were largemultinational corporations,hedge funds, or high-net-worth individuals because forex trading required a lot of capital.</p>
<h2 id="toc-0">How to Trade Forex</h2>
<p>To start, you must keep your risk on each trade very small, and 1% or less is typical. Yes, Forex is a good way to make money depending on who you are. Forex trading can make you money if you are a hedge fund with huge capital. When trading binary options, you are speculating on the direction that the price will move irrespective of the size of the movement when there is a high/low formation. It is important to maintain a journal where you will record your trades for future purposes.</p>
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<h3>FCFmarkets.com Review: How to Earn Money from Forex Trading? &#8211; Business Review</h3>
<p>FCFmarkets.com Review: How to Earn Money from Forex Trading?.</p>
<p>Posted: Tue, 28 Mar 2023 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiYmh0dHBzOi8vYnVzaW5lc3MtcmV2aWV3LmV1L21vbmV5L2ZjZm1hcmtldHMtY29tLXJldmlldy1ob3ctdG8tZWFybi1tb25leS1mcm9tLWZvcmV4LXRyYWRpbmctMjQzNTE20gEA?oc=5' rel="nofollow">source</a>]
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<p>Diane Costagliola is a researcher, librarian, instructor, and writer who has published articles on personal finance, home buying, and foreclosure. Keep the analysis techniques to a minimum, and this makes them effective. Using multiple of the same types of indicators leads to redundancy and can give opposing signals. Finding a broker to get help with a system and signals is very important. Beware of fraudsters who indulge in manipulative and abusive practices. ISO currency codes are three-letter alphabetic codes that represent the various currencies used globally.</p>
<h2 id="toc-1">Use Reasonable Leverage</h2>
<p>It is recommended to implement a stop-loss strategy which helps the investors to keep the losses at a minimum. Investors should consider using a maximum daily loss amount beyond which all positions would be closed and no new trades initiated until the next trading session. I am often dumbfounded by our client’s charts when they first come to us. They are often littered with mathematical indicators which not only have significant 3-4 hour time lags but also often contradict each other.</p>
<p>No amount of practice trading can exactly simulate real trading. Few things are as damaging to a trading account (and a trader’s confidence) as pushing the wrong button when opening or exiting a position. It is not uncommon, for example, for a new trader to accidentally add to a losing position instead of closing the trade. Multiple errors in order entry can lead to large, unprotected losing trades. Aside from the devastating financial implications, making trading mistakes is incredibly stressful.</p>
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<p>A standard lot is 100,000 units of a currency, a mini-lot in 10,000 units, and a micro-lot is 1,000 units. Full BioSuzanne is a content marketer, writer, and fact-checker. She holds a Bachelor of Science in Finance degree from Bridgewater State University and helps develop content strategies for financial brands. If the value of the U.S. dollar strengthens relative to the euro, for example, it will be cheaper to travel abroad (your U.S. dollars can buy more euros) and buy imported goods . On the flip side, when the dollar weakens, it will be more expensive to travel abroad and import goods .</p>
<h2 id="toc-2">Step 6: Manage Your Risk</h2>
<p>The biggest <a href="https://g-markets.net/">https://g-markets.net/</a> trading banks  have massive trading operations that are plugged into the currency world and have an information edge that is not available to the retail trader. In addition to the majors, there also are less common trades . Foreign exchange trading—also commonly called forex trading or FX—is the global market for exchanging foreign currencies. The foreign exchange market – also known as forex or FX – is the world’s most traded market. GEMFOREXis recognized for its services and technology, providing traders an edge to truly succeed when trading the financial markets. Let&#8217;s say that you invested $20 in EUR/USD, and today your total losses are $5.</p>
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<p><a href="https://g-markets.net/helpful-articles/how-to-make-money-on-forex/">make money in forex market</a> trading allows investors to profit from currency price fluctuations . When the price of the currency rises , investors can buy it at a lower price and then sell it after the price rises , thereby earning a profit . If you want to learn common pitfalls which will cause you to make bad trades, consult a trusted money manager. The forex market is volatile, and you will see a lot of ups and downs. What matters is to continue doing your research and sticking with your strategy. The bid price is the price at which your broker is willing to buy base currency in exchange for quote currency.</p>
<p>With nearly 10 years of experience, Marcus is well versed in actively trading forex, stocks, and crypto, and specializes in CFD trading, portfolio management, and quantitative analysis. His work at Logikfx led to their nomination as the &#8220;Best Forex Education &#038; Training U.K. 2021&#8221; by Global Banking and Finance Review. Start trading forex with a demo account before you invest real capital.</p>
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<h3>What is forex trading? – USA TODAY Blueprint &#8211; USA TODAY</h3>
<p>What is forex trading? – USA TODAY Blueprint.</p>
<p>Posted: Thu, 23 Mar 2023 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiQWh0dHBzOi8vd3d3LnVzYXRvZGF5LmNvbS9tb25leS9ibHVlcHJpbnQvaW52ZXN0aW5nL3doYXQtaXMtZm9yZXgv0gEA?oc=5' rel="nofollow">source</a>]
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<p>There  are dozens of pairs available to trade online, albeit, the ones you have access to will depend on your chosenforex broker. With that said, pairs are typically split into three categories – majors, minors, and exotics. When placing a forex order, it’s important to think about risk management too.</p>
<p>So, they can be less volatile than other markets, such as real estate. The volatility of a particular currency is a function of multiple factors, such as the politics and economics of its country. Therefore, events like economic instability in the form of a payment default or imbalance in trading relationships with another currency can result in significant volatility. Trading currencies productively requires an understanding of economic fundamentals and indicators. A currency trader needs to have a big-picture understanding of the economies of the various countries and their interconnectedness to grasp the fundamentals that drive currency values. Forex trading generally follows the same rules as regular trading and requires much less initial capital; therefore, it is easier to start trading forex than stocks.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://g-markets.net/wp-content/uploads/2020/02/petrochina.jpg" width="307px" alt="major"/></p>
<p>Currency trading is generally more profitable for active traders than passive investors. If you find a broker or trading platform, ensure you check their reviews online to see the experience people had with them. You should also ensure that the brokerage offers the currency pairs you intend to trade and that they offer a competitive rate for the commission that you would pay per trade. In return for executing buy or sell orders, the forex broker will charge a commission per trade or a spread. A spread is a difference between the bid price and the ask price for the trade. The bid price is the price you will receive for selling a currency, while the ask price is the price you will have to pay for buying a currency.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://g-markets.net/wp-content/uploads/2021/09/image-aGUYPFXWcfogn3xL.jpeg" width="304px" alt="sell"/></p>
<p>Most day traders can have a reasonable level of success trading forex for a couple of hours each day. Of course, the more time you devote to it, the more potential profits you can make. Even so, with a decent win rate and risk/reward ratio, a dedicated forex day trader with a decent strategy can make between 5% and 15% per month, thanks to leverage.</p>
<p>Now, you will notice that both short-term and long-term traders require a large amount of capital – the first type needs it to generate enough leverage, and the other to cover volatility. Although these two types of traders exist in the marketplace, they are comprised of high-net-worth individuals, asset managers or larger institutional investors. For these reasons, retail traders are most likely to succeed using a medium-term strategy. New forex traders should often start by opening a demo account to get used to trading and using the tools involved in trading.</p>
<p>The post <a rel="nofollow" href="https://www.greenworldafrica.org/how-much-money-can-i-make-forex-day-trading/">How Much Money Can I Make Forex Day Trading?</a> appeared first on <a rel="nofollow" href="https://www.greenworldafrica.org">Green World Africa</a>.</p>
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		<title>FreshForex Reviews Read Customer Service Reviews of freshforex com</title>
		<link>https://www.greenworldafrica.org/freshforex-reviews-read-customer-service-reviews/</link>
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		<dc:creator><![CDATA[Simboti]]></dc:creator>
		<pubDate>Mon, 06 Dec 2021 08:40:13 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://www.greenworldafrica.org/?p=9310</guid>

					<description><![CDATA[<p>Contents: FBS  Reviews Interactive Brokers Margin Rates Responsibilities of IFSC over Regulated Forex Brokers Fees Research and Data CIBC offers one of the lowest fees for assignments and exercises of...</p>
<p>The post <a rel="nofollow" href="https://www.greenworldafrica.org/freshforex-reviews-read-customer-service-reviews/">FreshForex Reviews Read Customer Service Reviews of freshforex com</a> appeared first on <a rel="nofollow" href="https://www.greenworldafrica.org">Green World Africa</a>.</p>
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										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Contents:</p>
<ul class="toc_list">
<li><a href="#toc-0">FBS  Reviews</a></li>
<li><a href="#toc-1">Interactive Brokers Margin Rates</a></li>
<li><a href="#toc-2">Responsibilities of IFSC over Regulated Forex Brokers</a></li>
<li><a href="#toc-3">Fees</a></li>
<li><a href="#toc-4">Research and Data</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://forex-reviews.org/wp-content/uploads/2020/01/trade99-1-1024x615.jpg" width="309px" alt="direct"/><br />
<img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://forex-reviews.org/wp-content/uploads/2021/03/just2trade.jpg" width="309px" alt="exchange"/></p>
<p>CIBC offers one of the lowest fees for assignments and exercises of option positions, with the fee for auto assignments being just $6.95 plus $1.25 per contract. Manual exercise requests will be charged at $6.95 per request. There are 100 ETFs that  can be traded commission-free, and this includes many iShares, Vanguard, Horizons, and Desjardins ETFs. In order to qualify for commission-free ETF trades, you&#8217;ll need to hold the eligible ETF for at least one business day.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://forex-reviews.org/wp-content/uploads/2020/07/binance-screenshot-4.png" width="304px" alt="fees and commissions"/></p>
<p>Assignment and automatic exercise of options come with a flat commission of $28.95. However, the amount varies according to the payment method you choose and your trading account validation status. You can read more details about the deposit and withdrawal process in the Members Area. We offer MICRO trading accounts, where 1 micro lot is equal to 10 USD cents. However, your deposit is always visible in the actual amount, e.g. if you deposit 100 USD, your trading account balance will be 100 USD. Gaining profit on Forex with FBS is easy and convenient!</p>
<h2 id="toc-0">FBS  Reviews</h2>
<p>This is reduced to $7 for active traders that make more than 150 trades in a quarter. For options, the commission is $9.99 plus $1.25 per contract. You can trade some investment types commission-free, such as mutual funds and IPOs. Automatic dividend reinvestments through TD&#8217;s DRIP are also commission-free. Automatic option assignments and exercises are charged $15, while manual option exercises come with a commission of $43. Additionally, online brokers often have an entire research database, which you can use when trading.</p>
<ul>
<li>Shouldn’t they had done that in the first place with whoever opened the account.</li>
<li>Thinking in terms of disadvantages and advantages, you’ll find that online brokers have their pros and cons, just like any other service.</li>
<li>While stock trades are commission-free, Wealthsimple charges a 1.5% fee for converting CAD to USD, and vice-versa.</li>
</ul>
<p>CySEC is considered a pioneer in establishing new and innovative regulatory policies for the development of financial markets. Fusion Media would like to remind you that the data contained in this website is not necessarily real-time nor accurate. Fusion Media and any provider of the data contained in this website will not accept liability for any loss or damage as a result of your trading, or your reliance on the information contained within this website. National Bank Direct Brokerage&#8217;s interest rates for margin accounts depends on your debit balance.</p>
<h2 id="toc-1">Interactive Brokers Margin Rates</h2>
<p>U.S. stocks have a commission of $0.0035 per share, with a minimum of $0.35 commission per order, up to 1% of the total trade value. Volume discounts can reduce your commission to as low as $0.0005 per share! That&#8217;s a fraction of the commission that the big banks charge in Canada for stock trades, which can be a minimum of $9.95 per trade. After thorough review I did myself, I chose this broker after disappointing experience with other previous brokers. No issues with withdrawal, it&#8217;s fast, it only takes a few minutes to get my money from FreshForex account to my Fasapay account. Been using their 101% deposit bonus as well, every time I make deposit.</p>
<div style='border: black solid 1px;padding: 11px;'>
<h3>Fortrade Review 2023: Is This Broker Legit or Scam? &#8211; CryptoNewsZ</h3>
<p>Fortrade Review 2023: Is This Broker Legit or Scam?.</p>
<p>Posted: Sun, 04 Sep 2022 22:59:09 GMT [<a href='https://news.google.com/rss/articles/CBMiOmh0dHBzOi8vd3d3LmNyeXB0b25ld3N6LmNvbS9mb3JleC1icm9rZXJzL2ZvcnRyYWRlLXJldmlldy_SAQA?oc=5' rel="nofollow">source</a>]
</div>
<p>Dowmarkets is considered to be one of the largest companies in the broker market, successfully providing high-quality service and expanded trading opportunities. Dowmarkets broker reviews The company has been operating around the world for 10 years. It has a large base of traders, a variety of user reviews, mostly positive. Legitimate and reputable online brokers are established firms. They have customer reviews, regulation, and a paper trail to their name.</p>
<p>I can surely recommend them since I get paid several times from them. In any case, if you have any other questions or remarks, we are ready to give you a detailed answer to all of them if you contact us via our email or our customer support. We are very sorry that you do not have an account with our company,  otherwise, you would have left great feedback. Their trading servers are quite reliable on handling scalp trades. But not that reliable just yet on handling scalping robot&#8230;</p>
<h2 id="toc-2">Responsibilities of IFSC over Regulated Forex Brokers</h2>
<p>Demo accounts have all the same features that a standard account offers, including real-time charts and quotes for hundreds of financial assets. The best trading platforms have low or no fees, no minimum account balance requirement, and offer a wide variety of markets. FBS is an international brokerage house providing top quality financial and investment services all over the world. FBS specializes in online forex trading offering completely new approach to trading accounts variety and services pattern. FBS is the first customer-oriented brokerage in the world.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://forex-reviews.org/wp-content/uploads/2020/10/unnamed-33.png" width="306px" alt="securities laws"/></p>
<p>The account opening is fully online, straightforward, and quick. Trading 212’s web and mobile trading platforms are easy to use and well-designed. While price is only one factor you’ll want to consider in making a decision, here’s what to know about some of the lowest-cost online brokerage accounts.</p>
<p>At its foundation, the <a href="https://forex-reviews.org/">https://forex-reviews.org/</a>age service was only based in Belize. However, it also opened an office in Cyprus and started working there too. This makes it easier for both pro and beginner traders to work with the service. I can say that as a trader and a partner of this company, this broker gave me more than enough to earn easily on Forex markets.</p>
<ul>
<li>To get things rolling, let’s go over some lingo related to broker fees.</li>
<li>CMC Markets, regulated by the IIROC, is a CFD and forex broker that offers over 5,000 Canadian and U.S. stock CFDs, treasuries, commodities, and indices.</li>
<li>When the legitimacy of the client’s claim concerning the crime of an ICF member is proven beyond a reasonable doubt, the ICF is ready to pay up to 20,000 euros to cover losses.</li>
</ul>
<p>Their MT4 connection quite stable, very seldom facing problem unless in high volatility news announcement time. As of December 31, 2011, there were approximately 8,100 Designated Agents who could be called upon to service the Qualified Accounts and the Non-Qualified Accounts. The services provided by the Designated Agents in respect of these accounts range from administrative, transfer agency, operational and ministerial tasks to the solicitation of securities transactions.</p>
<p>Scotia iTRADE’s commissions are similar to other bank brokerages, with their stock commission being $9.99 per trade and options at $9.99 plus $1.25 per contract. You’ll also get free access to level 2 quotes for TSX securities. For equities, Scotia iTRADE only offers stocks listed in Canada or the U.S. Cyprus is a member of the European Union which allows all CySEC Forex brokers to extend their services across European countries; therefore, they must comply with the MiFID European financial directives. Under CySEC laws, traders’ funds must be kept in separate accounts, completely separate from the broker’s funds, at leading European banks for additional protection. In addition, Cypriot brokers are members of the ICF which provides client funds up to 20,000 euros.</p>
<h2 id="toc-4">Research and Data</h2>
<p>For this purpose, go to the page of Cypriot <a href="https://forex-reviews.org/fbs/">fbs broker reviews</a> companies on the official CySEC site, a search box will appear. All you have to do is enter the name or license number of the Forex broker you are studying. As soon as you start typing the name, a list of companies with similar names may appear, you can scroll down to locate the exact company you are looking for. Once you have located the company in question, you can click on its name and be redirected to the appropriate page for more information. There is also an alphabetical list (A-Z) just below the search field which can be used to refine your search. CySEC is managed by a board of directors composed of five members, appointed by the Council of Ministers on the proposal of the Minister of Finance.</p>
<div style='border: grey solid 1px;padding: 13px;'>
<h3>4 Best Forex Cent Accounts in April 2023 &#8211; Business 2 Community TR</h3>
<p>4 Best Forex Cent Accounts in April 2023.</p>
<p>Posted: Wed, 09 Nov 2022 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiQ2h0dHBzOi8vd3d3LmJ1c2luZXNzMmNvbW11bml0eS5jb20vdHJhZGluZy9iZXN0LWZvcmV4LWNlbnQtYWNjb3VudHPSAQA?oc=5' rel="nofollow">source</a>]
</div>
<p>None of the Designated Agents are registered in any capacity in any Jurisdiction. The Designated Agents are registered with the applicable U.S. securities authorities where required or permitted given their roles and responsibilities, in accordance with the applicable U.S. securities laws. The prospectus requirement in section 53 of the Legislation for any foreign securities traded by the Filers and the Designated Agents pursuant to the dealer registration exemption referred to above. The only trading platform offered by the broker is MT4.</p>
<p>RBC&#8217;s foreign currency conversion spread starts from 200 basis points (1.60%) and can go down to 0.10% for transactions over $2 million. A spread of 1.60% makes RBC&#8217;s currency conversion fee similar to Wealthsimple, but higher than Interactive Brokers’ spread of just 0.2 basis points. You can earn interest on your cash balance, however, this is paid at Prime &#8211; 5.50% for CAD accounts. This means that the prime rate will need to be at least 5.50% before you&#8217;ll earn any interest on your cash balance with Questrade. Trading platforms in Canada can offer stocks, bonds, options, crypto, forex, futures, IPOs, and CFDs.</p>
<p>The post <a rel="nofollow" href="https://www.greenworldafrica.org/freshforex-reviews-read-customer-service-reviews/">FreshForex Reviews Read Customer Service Reviews of freshforex com</a> appeared first on <a rel="nofollow" href="https://www.greenworldafrica.org">Green World Africa</a>.</p>
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		<title>Beaxy BXY Transaction, Deposit &#038; Withdrawal Fees</title>
		<link>https://www.greenworldafrica.org/beaxy-bxy-transaction-deposit-withdrawal-fees/</link>
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		<dc:creator><![CDATA[Simboti]]></dc:creator>
		<pubDate>Wed, 04 Aug 2021 16:24:48 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://www.greenworldafrica.org/?p=9253</guid>

					<description><![CDATA[<p>Contents: Table of contents ICO Review ShareMeAll – A Blockchain based Barter… RChain’s Financial Dealings Come Under the Microscope Are there any alternatives to paying high Beaxy(BXY) withdrawal fees? As...</p>
<p>The post <a rel="nofollow" href="https://www.greenworldafrica.org/beaxy-bxy-transaction-deposit-withdrawal-fees/">Beaxy BXY Transaction, Deposit &#038; Withdrawal Fees</a> appeared first on <a rel="nofollow" href="https://www.greenworldafrica.org">Green World Africa</a>.</p>
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										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Contents:</p>
<ul class="toc_list">
<li><a href="#toc-0">Table of contents</a></li>
<li><a href="#toc-1">ICO Review ShareMeAll – A Blockchain based Barter…</a></li>
<li><a href="#toc-2">RChain’s Financial Dealings Come Under the Microscope</a></li>
<li><a href="#toc-3">Are there any alternatives to paying high Beaxy(BXY) withdrawal fees?</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexarena.net/wp-content/uploads/2020/12/wn_twsconfig-01-Mosaic-new-user-110x75.png" width="306px" alt="beaxy review"/><br />
<img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="308px" alt="beaxy review"/></p>
<p>As a leading independent research provider, TradeAlgo keeps you connected from anywhere. The company announced on its own website on Wednesday that it had ceased operations, citing the uncertainty of the regulatory environment surrounding the company&#8217;s business as one of the reasons for its closure. In a statement released by the SEC Enforcement Director Gurbir Grewal, he said, “Investors are at serious risk when a crypto intermediary combines all of these functions under one roof, as Beaxy purportedly did,”. It has been revealed by Beaxy that it did not follow or even recognize regulations that were designed to protect investors, as a result of the blurring of functions and the lack of registrations. For more information, see the developer’s privacy policy. Earn a 30% share of the fees generated by friends that you refer to Beaxy.</p>
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<h3>Can Bybit be trusted?</h3>
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<p>Designed with many unique security features, ByBit is a legit and safe-to-use platform. It does have some limitations, but ByBit ensures that whoever uses its services is provided all kinds of security required to keep their funds safe.</p>
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<p>There have been reports of scammers approaching companies via Telegram, LinkedIn and Other Social platforms purporting to represent Blockonomi and offer advertising offers. Please always make contact with us via our contact page here. Beaxy is a new exchange that is aiming to become a leader in the crypto trading space. It incorporates a range of attractive features with more expected to be added over the coming months and years. The exchange also incorporates TradingView charts with a full range of technical indicators, and trading analysis, data research, and back-testing services from OneMarketData. It’s worth noting that users from the USA are currently not eligible to access the Loyalty Rewards program or obtain the PLS token in any way.</p>
<h2 id="toc-0">Table of contents</h2>
<p>Once you have been approved by the team, you become a standard user and have a withdrawal limit of up to 30 BTC a day! However, if you’re looking to be an active trader on Beaxy then you can stake your BXY tokens to upgrade your account. Turn your account into a Silver Account and withdraw up to 60 BTC per day as well as a 10% discount on trading fees by staking 50,000 BXY.</p>
<p>Beaxy recommended that Windy Financial be retained to improve DRGN liquidity on the platform after deciding to re-list DRGN. The SEC also claims that several related firms, including Windy Financial, Future Digital, Braverock Investments, and Future Financial, acted as market makers to Windy, the entity operating Beaxy after Hamazaspyan separated. The allegations claim that Dragonchain Inc., responsible for issuing the DRGN token, which the SEC alleges was security, was actively soliciting secondary marketplaces like Beaxy. Brian Peterson, who is also named in the  suit, was allegedly in control of these market-making entities. The SEC is still pursuing securities  fraud charges against Hamazaspyan and unregistered offering charges against Beaxy Digital.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexarena.net/wp-content/uploads/2020/02/4-110x75.png" width="306px" alt="beaxy review"/></p>
<p>Our mission is to empower billions to trade cryptocurrency seamlessly. Global first to start P2P ecosystem for FIAT deposits/withdrawals, Arbitrage Chrome Extension, Margin trading of 28+ cryptocurrencies with 4x leverage and much more. Bitbns is the most effortless way of trading cryptocurrencies. Bitbns allows users to exchange cryptocurrencies at the best competitive prices. Since its inception in late 2017, Bitbns has been consistent in providing the best cryptocurrency trading experience around the world.</p>
<h2 id="toc-1">ICO Review ShareMeAll – A Blockchain based Barter…</h2>
<p>Buy and sell 200 cryptocurrencies with low fees worldwide. As one of the top cryptocurrency exchanges, KuCoin supports a wide variety of crypto assets. In addition to the bonuses and discounts, it charges a 0.1% fee per trade and even small fees for futures trading.</p>
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<h3>Is Bay BTC legit?</h3>
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<p>Overall, HitBTC is a secure exchange in terms of technology it uses to protect your funds. However, the exchange lacks transparency when it comes to its team and location, which is a major red flag for some.</p>
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</div>
<p>One of the strongest value propositions of Beaxy is its extremely attractive fee structure. Beaxy is one of the few cryptocurrency exchanges that have their own cryptocurrency, the BXY token. Below are a few of the advantages the exchange itself promotes on its website. Among these, security, performance, low trading fees and 24/7 support are the ones we deem most important. Naturally, referral programs and options to customize the trading experience are also positive.</p>
<p>Beaxy Exchange has raised about $8 million through the sale of BXY token, which the SEC alleges is an unregistered security. While it has reached a settlement with Windy Inc, the SEC is still pursuing charges of securities laws violations against Hamazaspyan. It appears that SEC has no plans to stop its crypto crackdown, with yet another crypto firm receiving charges from the regulator. To earn passive income, you need to freeze 30,000 BXY for a period of 1 month or more. Earnings from the loyalty program are up to 12% per annum. Affiliate partners cannot pay CaptainAltcoin to guarantee favorable review or higher ratings on the website.</p>
<h2 id="toc-2">RChain’s Financial Dealings Come Under the Microscope</h2>
<p>CaptainAltcoin.com does not offer any sort of financial or investment advice. Please make sure to do your own research, make educated financial decisions and consult your Financial Advisor. Beaxy’s customer support <a href="https://forexarena.net/">https://forexarena.net/</a> also includes a massive Help Center where you can find tens of valuable articles explaining how exactly to use the exchange. Users are encouraged to first check their Help Center if a question arises.</p>
<div style='border: black dotted 1px;padding: 15px;'>
<h3>Is ChatGPT Partisan? Poems About Trump And Biden Raise Questions About The AI Bot’s Bias—Here’s What Experts Think &#8211; Forbes</h3>
<p>Is ChatGPT Partisan? Poems About Trump And Biden Raise Questions About The AI Bot’s Bias—Here’s What Experts Think.</p>
<p>Posted: Fri, 03 Feb 2023 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMipwFodHRwczovL3d3dy5mb3JiZXMuY29tL3NpdGVzL2FyaWFubmFqb2huc29uLzIwMjMvMDIvMDMvaXMtY2hhdGdwdC1wYXJ0aXNhbi1wb2Vtcy1hYm91dC10cnVtcC1hbmQtYmlkZW4tcmFpc2UtcXVlc3Rpb25zLWFib3V0LXRoZS1haS1ib3RzLWJpYXMtaGVyZXMtd2hhdC1leHBlcnRzLXRoaW5rL9IBqwFodHRwczovL3d3dy5mb3JiZXMuY29tL3NpdGVzL2FyaWFubmFqb2huc29uLzIwMjMvMDIvMDMvaXMtY2hhdGdwdC1wYXJ0aXNhbi1wb2Vtcy1hYm91dC10cnVtcC1hbmQtYmlkZW4tcmFpc2UtcXVlc3Rpb25zLWFib3V0LXRoZS1haS1ib3RzLWJpYXMtaGVyZXMtd2hhdC1leHBlcnRzLXRoaW5rL2FtcC8?oc=5' rel="nofollow">source</a>]
</div>
<p>You have the right to create only one account and only for personal use. All major cryptocurrencies can be stored, traded, and stored in one place. You must agree to the best rate available and the 0.25% service charge. Sign in/sign up using only your email address to confirm the transaction.</p>
<h2 id="toc-3">Are there any alternatives to paying high Beaxy(BXY) withdrawal fees?</h2>
<p>We offer a number of well-known cryptocurrencies such as Bitcoin, Ethereum, XRP, Cardano, Litecoin, Stablecoins, Polkadot, Solana, and more. We are constantly working to expand the list of available cryptocurrencies. You can trade crypto easy and safe in the Firi-app, or access advanced trading opportunities, on our web-based trading platform.</p>
<p>One place to access the complete cryptocurrency market, real time charts &#038; cryptocurrency prices. Our team will help you with all transactions across any of our supported cryptocurrency exchanges. Trade Bitcoin, Ethereum, USDT, and the top altcoins on the legendary crypto asset exchange. Buy, sell and trade Bitcoin , Ethereum , Tron , Tether and the best altcoins on the market on this renowned cryptocurrency exchange.</p>
<div style='border: grey solid 1px;padding: 10px;'>
<h3>NEWS: Wolfsberg Group releases updated Correspondent Banking &#8230; &#8211; AML Intelligence</h3>
<p>NEWS: Wolfsberg Group releases updated Correspondent Banking &#8230;.</p>
<p>Posted: Fri, 10 Feb 2023 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMigAFodHRwczovL3d3dy5hbWxpbnRlbGxpZ2VuY2UuY29tLzIwMjMvMDIvbmV3cy13b2xmc2JlcmctZ3JvdXAtcmVsZWFzZXMtdXBkYXRlZC1jb3JyZXNwb25kZW50LWJhbmtpbmctZHVlLWRpbGlnZW5jZS1xdWVzdGlvbm5haXJlL9IBAA?oc=5' rel="nofollow">source</a>]
</div>
<p>It also charged founder Artak Hamazaspyan with raising $8 million in an unregistered offering of the token BXY and misappropriating at least $900,000 for gambling and other personal use. Compare Beaxy alternatives for your business or organization using the curated list below. SourceForge ranks the best alternatives to Beaxy in 2023. Compare features, ratings, user reviews, pricing, and more from Beaxy competitors and alternatives in order to make an informed decision for your business. Additionally, Windy entered into an agreement with Brian Peterson and his companies to provide market making services for BXY, and the complaint alleges that Peterson and the Braverock Entities acted as unregistered dealers. Cryptocomparer.com is a completely independent comparison website covering all things crypto related.</p>
<p>Beaxy is a new exchange that looks to be one of the most promising up-and-coming exchanges on the market, bringing many new features and a high-performance trading engine to market with a smooth user interface. The platform is set out in a way that makes it easy for new users to get acquainted. The exchange also features the most advanced interface, data compilation, trading tools, and security measures to date. This is similar to Binance’s fee structure as well, which only offers lower fees than Beaxy for users trading more than 100 BTC worth of cryptocurrency a month.</p>
<p>The team at CaptainAltcoin.com only recommends products and services that we would use ourselves and that we believe will provide value to our readers. At the top of the interface are various important factors that can help you with your ongoing trades, including statistics like the volume, bid/ask spread and percentage changes. One of the best features is the calculator used to calculate the profits and losses of certain trades that you’re thinking about making. The calculator is located at the top of the trading graph. Beaxy utilises a simple to use and intuitive UI, which is customizable and includes scrolling ticker settings for speed, visibility, and favorite pairs.</p>
<p>Launched in 2018, Bitrue is a global company with a vision in providing both novice and advanced traders a simple, yet highly secured and efficient environment to manage digital assets in a better way. The company was built by a good mix of digital finance experts, <a href="https://forexarena.net/beaxy-crypto-exchange/">beaxy review</a> cyber security specialists and blockchain developers, who share the same passion of redefining crypto trading experiences. KuCoin has grown into a top cryptocurrency exchange that can boast of serving every one out of four crypto holders worldwide.</p>
<p>Read our in-depth reviews to find the best crypto exchange for your needs. Beaxy raised $8 million through the unregistered offering of its native token, BXY, and its founder, Artak Hamazaspyan, reportedly used $900,000 for personal use, including gambling. The SEC chairman, Gary Gensler, has warned crypto companies to comply with the law, stating that crypto intermediaries must adapt to the law, not the other way around. Beaxy is an All-in-One exchange that is built for experienced cryptocurrency traders and those completely unfamiliar with blockchain concepts. We aim to be the leading exchange by creating an environment where traders feel comfortable to learn and grow in this exciting, yet extremely volatile environment. Some exchanges may charge a fixed fee, while others may charge a percentage of the transaction value.</p>
<ul>
<li>The exchange started operating in 2019 and has gained the trust of traders from 200 countries in a short period of time.</li>
<li>After generating an address, you’ll see the standard QR code and alphanumeric string and either can be used to transfer funds from an existing wallet.</li>
<li>All content on CaptainAltcoin is provided solely for informational purposes.</li>
<li>Since its inception in late 2017, Bitbns has been consistent in providing the best cryptocurrency trading experience around the world.</li>
<li>Beaxy is a digital asset exchange that supports various kinds of cryptocurrency to trade.</li>
</ul>
<p>Read our full Shakepay review to learn more about this service. As the cryptocurrency market continues to evolve and gain mainstream adoption, it is essential for digital asset platforms like Beaxy.com to comply with the established regulatory framework. This not only helps to protect the interests of investors but also contributes towards maintaining the stability and integrity of the financial markets. Beaxy.com, a well-known platform in the cryptocurrency community, is being sued by the SEC for allegedly violating federal securities laws.</p>
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<h3>What are Beaxy fees?</h3>
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<p>Beaxy has a tiered fee structure that starts at a 0.25% fixed fee per trade on market takers and a 0.15% maker fee.</p>
</div></div>
</div>
<p>Choose the withdrawal amount, LTV, collateral amount and currency. However, users who choose to pay their trading fees in BXY tokens receive a 50% reduction and pay a fee of 0.1%, and anyone participating in the exchange’s Staking Program can reduce their fees by an additional 25%. Market makers are being encouraged to use the exchange and are exempt from trading fee commissions. In order to pay your fees with BXY, click on your profile, and select “Fees”, then move the “Pay with BXY” slider button to the “On” position. The exchange started operating in 2019 and has gained the trust of traders from 200 countries in a short period of time.</p>
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<h3>Is Binance any good?</h3>
</div>
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<p>Overall, Binance offers a wide range of supported assets and trading options for global traders, and its rates are also some of the lowest in the industry. While there are some positives about the platform, its compliance issues are a cause for concern.</p>
</div></div>
</div>
<p>The post <a rel="nofollow" href="https://www.greenworldafrica.org/beaxy-bxy-transaction-deposit-withdrawal-fees/">Beaxy BXY Transaction, Deposit &#038; Withdrawal Fees</a> appeared first on <a rel="nofollow" href="https://www.greenworldafrica.org">Green World Africa</a>.</p>
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		<title>1rs to bali currency: 1 INR to IDR Convert 1 Indian Rupee to Indonesian Rupiah</title>
		<link>https://www.greenworldafrica.org/1rs-to-bali-currency-1-inr-to-idr-convert-1-indian/</link>
					<comments>https://www.greenworldafrica.org/1rs-to-bali-currency-1-inr-to-idr-convert-1-indian/#respond</comments>
		
		<dc:creator><![CDATA[Simboti]]></dc:creator>
		<pubDate>Thu, 12 Mar 2020 14:15:12 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://www.greenworldafrica.org/?p=9057</guid>

					<description><![CDATA[<p>Содержание Indian Rupee to Indonesian Rupiah stats Historical Exchange Rates For British Pound Sterling to Indonesian Rupiah Places for Currency Exchange in India s to USD Exchange Rate History Chart The best...</p>
<p>The post <a rel="nofollow" href="https://www.greenworldafrica.org/1rs-to-bali-currency-1-inr-to-idr-convert-1-indian/">1rs to bali currency: 1 INR to IDR Convert 1 Indian Rupee to Indonesian Rupiah</a> appeared first on <a rel="nofollow" href="https://www.greenworldafrica.org">Green World Africa</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">Indian Rupee to Indonesian Rupiah stats</a></li>
<li><a href="#toc-1">Historical Exchange Rates For British Pound Sterling to Indonesian Rupiah</a></li>
<li><a href="#toc-2">Places for Currency Exchange in India</a></li>
<li><a href="#toc-3">s to USD Exchange Rate History Chart</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="307px" alt="foreign"/></p>
<p>The best way to avoid fees is to hold an account with a bank that doesn’t charge foreign change fees and you can simply withdraw your money from an ATM for a decent rate. US dollars are not generally accepted at Balinese businesses. Forex card issued by banks is another convenient way to get your currency exchanged. It is just like a debit card where you can deposit the money in your domestic currency and it will be converted to foreign currency. This is one of the most reliable money exchange centres in Kuta and Seminyak region. They have their branches all around Bali and offer decent exchange rates.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="305px" alt="notifications +"/></p>
<p>The rupiah consists of banknotes of 1000 rupiah up to 100,000 rupiah and coins in denominations of 50, 100, 200, 500, and 1000 rupiah. Bali currency is referred to as the Indonesian Rupiah and is denoted by the currency code IDR. PT Bali Maspintjinra Set up in 1993 it has various centres around Bali including Legian, Sanur, Ubud. They deal in all major currencies of the world but not INR. Join 80,000+ monthly readers who use Jen and Guy&#8217;s destination guides, travel tips, and itineraries to plan trips in the USA and around the world. For people that want to know what beautiful things you can see in Bali, check out our post on the Top 50 Instagrammable Bali Photo Spots.</p>
<h2 id="toc-0">Indian Rupee to Indonesian Rupiah stats</h2>
<p>Volcanoes, jungles and wildlife are its best attractions making it a popular tourist destination. Costa Rica’s tropical climate all year round is another reason why it is so preferred by tourists. Sushi, cherry blossoms and sake await you in the land of Japan.</p>
<p>Unlike some other South-East Asian countries, US dollars are not widely accepted. Although some large hotel and tour operators will accept them, I don’t recommend this as the exchange rate they charge is not nearly as good as using a money changer. Create a chart for any currency pair in the world to see their currency history.</p>
<p>” – If you mean for currency exchange then yes but the rate is very poor. You can not use any currency locally other than IDR. The worst day to change Indian rupees in Indonesian rupiahs was the Thursday, 2 February 2023. Our currency rankings show that the most popular Russian Ruble exchange rate is the RUB to USD rate.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="300px" alt="convert"/></p>
<p>Cambodia is quite <a href="https://1investing.in/bali-belly/">1rs to bali currency</a> among tourists from Western countries too and its popularity is slowly spreading among Indians as well. Bali is extremely cheap because daily expenses are way lower than in other countries. Meals, hotels rooms, shopping, transport fees, and every other expense are all much cheaper. After calculations, it costs around $80 dollars per day to live a great life in Bali.</p>
<p>You’ll be surprised to know that it is one of the countries whose currency is lesser than Indian rupee. Japan is a land steeped in culture yet one of the most technologically advanced nations. When here, visit the shrines, national parks and admire its skyscrapers.</p>
<h2 id="toc-1">Historical Exchange Rates For British Pound Sterling to Indonesian Rupiah</h2>
<p>To put this in perspective, 1 Australian dollar gets you around 10,000 IDR, 1 US dollar gets you around 12,000 IDR, and 1 Euro gets you around 14,000 IDR. It is unfortunate that tourists get skimmed in Bali. This means when they use a certain rigged ATM machine, their card gets copied as well as the pincode. Before using a machine, look for any visual damage or incorrectness to the  machine. If you can’t buy some before your trip, the next best options are Australian Dollars , US Dollars or Euros . You can easily change these 3 currencies almost anywhere on the island.</p>
<ul>
<li>In general, Indonesia is an extremely cheap country, especially in terms of housing and food.</li>
<li>If you do decide to withdraw cash from an ATM, you definitely don’t need to withdraw a large amount.</li>
<li>Some will even have cameras watching for you to type in your pin.</li>
<li>You can surely live your dream because not all foreign holidays are always expensive.</li>
<li>It is another reliable source of currency exchange in Bali.</li>
</ul>
<p>Our currency rankings show that the most popular  Venezuelan Bolívar exchange rate is the VEF to USD rate. This caused the value of the Indonesian Rupiah to drop against other currencies. The 100,000 Rupiah note is the largest and is worth approximately AUD$9 or USD$7 at the time of writing (see the currency exchange table below for real-time rates). Most popular for its Angkor Wat, a massive stone temple, Cambodia is another country Indians can visit without breaking the bank. Its Royal Palace, National Museum and archaeological ruins are some of its best attractions.</p>
<h2 id="toc-2">Places for Currency Exchange in India</h2>
<p>The land of islands, clear blue waters and tropical climate, Indonesia is one of the countries where the Indian currency is higher. Whats more, it offers Indians a free visa on arrival which means you can surely have a good time without spending much. Bali is one of the most popular holiday destinations here. The best day to change Indian rupees in Indonesian rupiahs was the Sunday, 13 November 2022. At that time the currency had reached its highest value. There are a number of registered foreign exchange websites.</p>
<p>The <a href="https://1investing.in/">https://1investing.in/</a> hit an extreme low a couple of years ago and we are now seeing a slight strengthening of the currency during the past few months. Because of the current weakness, you will find that many purchases seem to be a lot cheaper than they would be in the US. Due to this, traveling to Bali during a time when currency is so weak will make your Bali trip very affordable. Let me help lower the risk of something going wrong during your Bali holiday.</p>
<p>Even though Pakistan was earlier a part of India, there are very few people who visit it for tourism. However, it does have many places of interest and the lower currency rate makes it a cheaper option too. Swat District, Karachi and Lahore are a few sightseeing places to visit when in Pakistan. Another landlocked country, Hungary is popular for its architecture and its culture that has influences from Roman, Turkish and other cultures. Hungarys capital Budapest is one of the most romantic cities in the world.</p>
<p><img 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="303px" alt="real"/></p>
<p>There are several visa options available including the Free Visa, Visa on Arrival, Social/Tourist or Cultural Visa. The Xe Rate Alerts will let you know when the rate you need is triggered on your selected currency pairs.</p>
<h2 id="toc-3">s to USD Exchange Rate History Chart</h2>
<p>After years of passing on insider tips to family and friends, I&#8217;m sharing my local knowledge about airport transfers, money, transport, attractions and day tours. Hi, what cash value would you recommend withdrawing for a week in Ubud? Im travelling with my 9 year and we arent looking to go nuts on spending.</p>
<p>To understand how these rates affect your travels, compare to general goods and services. Convenience stores are probably the worst place to withdraw money from an ATM for a few reasons. Independently owned convenience store ATMs charge a high transaction fee.</p>
<p>Home to beaches, mountains, lush greenery and historical monuments, Sri Lanka is one of the hottest holiday destinations for Indians right now. Its proximity to India and cheap flights are a few reasons for people to visit this country. History of daily rates INR /IDR since Monday, 7 February 2022. The value of the Indonesian Rupiah is very low compared to western countries, which makes Bali one of the cheapest travel destinations in the world.</p>
<p>Read on to see the things you need to know about Bali money to help you on your Bali trip. These are the average exchange rates of these two currencies for the last 30 and 90 days. When planning a trip to Bali, you are probably wondering about the currency and all things related to money in Bali. This post was created to help you find the best exchange rate, know how much cash you need to keep on hand and where to find safe ATMs. You’ll even find information about tipping and what attractions require cash. Bookmark this post about currency and money in Bali to serve as a helpful travel guide for your trip.</p>
<p>Independently operated ATMs will charge you crazy fees and Southeast Asia has many of these independent ATMs. You can pay with a credit card at hotels, spas, restaurants and stores. In many foreign destinations, cash is absolutely necessary but in Bali you won’t need to keep that much on hand. Credit or debit cards can pay for almost all accommodations. If you do decide to withdraw cash from an ATM, you definitely don’t need to withdraw a large amount.</p>
<p>The post <a rel="nofollow" href="https://www.greenworldafrica.org/1rs-to-bali-currency-1-inr-to-idr-convert-1-indian/">1rs to bali currency: 1 INR to IDR Convert 1 Indian Rupee to Indonesian Rupiah</a> appeared first on <a rel="nofollow" href="https://www.greenworldafrica.org">Green World Africa</a>.</p>
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		<post-id xmlns="com-wordpress:feed-additions:1">9057</post-id>	</item>
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		<title>Adx System Trading</title>
		<link>https://www.greenworldafrica.org/adx-system-trading/</link>
					<comments>https://www.greenworldafrica.org/adx-system-trading/#respond</comments>
		
		<dc:creator><![CDATA[Simboti]]></dc:creator>
		<pubDate>Tue, 10 Mar 2020 13:17:15 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://www.greenworldafrica.org/?p=9045</guid>

					<description><![CDATA[<p>Contents: How to use ADX indicator for day trading Top ADX Indicator Trading Strategies Trading with the ADX Indicator at AvaTrade How to use the average directional movement index Using...</p>
<p>The post <a rel="nofollow" href="https://www.greenworldafrica.org/adx-system-trading/">Adx System Trading</a> appeared first on <a rel="nofollow" href="https://www.greenworldafrica.org">Green World Africa</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">How to use ADX indicator for day trading</a></li>
<li><a href="#toc-1">Top ADX Indicator Trading Strategies</a></li>
<li><a href="#toc-2">Trading with the ADX Indicator at AvaTrade</a></li>
<li><a href="#toc-3">How to use the average directional movement index</a></li>
<li><a href="#toc-4">Using ADX strategy with forex</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexarena.net/wp-content/uploads/2020/02/Global-Asset-275x145.jpg" width="303px" alt="sell"/></p>
<p>Therefore, it is important that you use it in combination with other indicators. Ideally, you should use it in combination with other trend, oscillators, and volume indicators. Fortunately, compared to the calculation, the process of using the ADX is relatively easy. All you need to do is to visually check the chart and see whether it is trending or ranging. You should not use the ADX when a chart is ranging or consolidating. As you can see, the process of calculating  the ADX indicator is a relatively difficult process.</p>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexarena.net/wp-content/uploads/2020/04/The-Complete-275x145.jpg" width="306px" alt="currency"/><br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexarena.net/wp-content/uploads/2020/12/14481146699173-110x75.jpg" width="308px" alt="chart"/></p>
<p>Simply speaking, the RSI shows a downtrend or an uptrend right before the actual market does. A leading indicator is nothing but an indicator that takes into account the current value of a data series to predict future movements. RSI being a leading indicator helps in warning the traders about potential trend reversions before in time. The opposite of leading indicators is called lagging indicators. Lagging indicators are indicators that represent the current value by taking into account the historical values of a data series.</p>
<h2 id="toc-0">How to use ADX indicator for day trading</h2>
<p>This chart shows a cup and handle formation that starts an uptrend when ADX rises above 25. You will have a box pop up and then you can add ADX scale values like 25 as shown on the previous chart above. TheADX Forex  Trading Strategy is based on the forex indicator called the Average Directional Index .</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexarena.net/wp-content/uploads/2021/04/turtletrade-img.jpg" width="307px" alt="level"/></p>
<p>To have a clearer understanding of how ADX indicator works and avoid losing money rapidly, practice trading with this momentum indicator in your retail investor account. Crossovers of the directional movement indicators can create trade signals for potential opportunities. For example, if the +DI line crosses above the –DI line and the ADX reading is above 20, then some traders may see this as a good opportunity to buy and go long. Alternatively, if the -DI crosses above the +DI line and the ADX reading is above 20, then they may see this as a good opportunity to sell and go short on an asset. Crossovers can be used to signal exit points as well as entry points, as well as warning traders not to enter a position until the market is more stable or profitable. Calculations for the ADX are based on a moving average of price fluctuations over a specific period.</p>
<h2 id="toc-1">Top ADX Indicator Trading Strategies</h2>
<p>During the crossover, ADX drops below the 20% level and, after the crossover, exit the 0-20 zone. If the +DI line is below -DI after crossing and continues to move downward, it signifies a beginning of a downtrend. If the +DI line is above -DI after crossing and continues to move upward, it signifies a beginning of an uptrend. The reason why the ADX indicator is so popular is that it is very informative. For example, if you’re writing the formula in a different language, it may look slightly different. The technical storage or access is required to create user profiles to send advertising, or to track the user on a website or across several websites for similar marketing purposes.</p>
<p>Our ADX trading system is also available to access through a demo account, where you can practise first with virtual funds. This will be granted to you for free when applying for an account. The ADX indicator simply measures the strength of a trend and whether we’re in a trading or non-trading period. This method of technical analysis is used to identify the emergence of strong downtrends and buy signals. ADX values help traders identify the strongest and most profitable trends to trade. The values are also important for distinguishing between trending and non-trending conditions.</p>
<h2 id="toc-2">Trading with the ADX Indicator at AvaTrade</h2>
<p>ADX stands for Average Directional Movement Index and can be used to help measure the overall strength of a trend. The ADX indicator is an average of expanding price range values. The ADX is a component of the Directional Movement System developed by Welles Wilder. This system attempts to measure the strength of price movement in positive and negative direction using the DMI+ and DMI- indicators along with the ADX. The ADX Indicator actually works best when combined with other technical indicators.</p>
<p>The <a href="https://trading-market.org/">https://trading-market.org/</a> indicator is used to measure the strength of the trend when used with the +DI and –DI values. The best RSI ADX trading strategy can help you trade better and achieve your goals faster. We also learn about the trading rules and ideal settings to make implementation easier for you in any financial market. Detecting a strong directional move is a vital skill for any trader.</p>
<h2 id="toc-3">How to use the average directional movement index</h2>
<p>When the <a href="https://forexarena.net/">https://forexarena.net/</a> increases, it slows down the indicator’s reaction to sharp price changes. The number of false signals is lower but, because of the lag, the index provides a signal when it is too late. If the market goes into a bearish or bullish trend, the distance between +DI and -DI increases after the crossover. At the same time as the divergence, the index crosses the 20% level from the bottom upwards towards the 40-60% zone. If +DI is above -DI, it’s a bullish trend; if a +DI is below -DI, it’s a bearish trend.</p>
<p>Conversely, ADX readings above 25 typically indicate that the trend is strong enough to warrant trading in the direction of the current trend. ADX values above 40 are considered strong, and any readings that surpass 50 are considered extremely strong. When the trend is strong, trading with the trend has the greatest profit potential.</p>
<p>Open the <a href="https://forexaggregator.com/">https://forexaggregator.com/</a> after the +DI and -DI crossover with the index line exiting the 0-20 zone. Don’t open trades based only on the +DI and -DI crossover strategy. You also need to pay attention to the main indicator line and other signals. If during the crossover, the index line is 30% &#8211; 40%, you should ignore the signal. Divergence of two out of three Alligator lines is enough if the signal is confirmed by the oscillator. For example, for a long position, when the green MA crosses the blue one from bottom to top, short &#8211; from top to bottom, it’s a signal.</p>
<ul>
<li>The situation matches all conditions; open a short position.</li>
<li>The Positive Directional indicator (+DI) equals 100 times the EMA of +DM divided by the ATR for a set number of periods .</li>
<li>That is, when the price breaks out with an ADX reading of above 25, it implies that momentum in the new direction can be sustained.</li>
<li>Wilder can be considered the father of several technical indicators that are now regarded as the core principles of technical analysis software.</li>
<li>At the same time as the divergence, the index crosses the 20% level from the bottom upwards towards the 40-60% zone.</li>
<li>The ADX and EMA combo might not bring the expected results – you can try to combine ADX with the MACD or the Bollinger Bands in order to get more precise signals for the trade entries.</li>
</ul>
<p>If the +DI is well above -DI, the trend has strength on the upside, and this would help confirm current long trades or new long trade signals based on other entry methods. Conversely, if -DI is well above +DI, this confirms the strong downtrend or short positions. Moving average of a price range expansion over a certain timeframe. When using the ADX indicator, it can provide us with information that is missing from a basic price chart. Breakouts happen when there is sudden momentum of an asset’s price, which is normally due to increased supply and demand.</p>
<div style='border: black solid 1px;padding: 10px;'>
<h3>How to Invest in Abu Dhabi Stocks  What You Need to Know About &#8230; &#8211; Capital.com</h3>
<p>How to Invest in Abu Dhabi Stocks  What You Need to Know About &#8230;.</p>
<p>Posted: Mon, 28 Nov 2022 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiUWh0dHBzOi8vY2FwaXRhbC5jb20vaG93LXRvLWludmVzdC1hYnUtZGhhYmktc3RvY2stbWFya2V0LXVhZS1hZHgtaW5kZXgtaXBvLXNoYXJlc9IBVWh0dHBzOi8vY2FwaXRhbC5jb20vYW1wL2hvdy10by1pbnZlc3QtYWJ1LWRoYWJpLXN0b2NrLW1hcmtldC11YWUtYWR4LWluZGV4LWlwby1zaGFyZXM?oc=5' rel="nofollow">source</a>]
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<p>The post <a rel="nofollow" href="https://www.greenworldafrica.org/adx-system-trading/">Adx System Trading</a> appeared first on <a rel="nofollow" href="https://www.greenworldafrica.org">Green World Africa</a>.</p>
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		<title>Forex Glossary</title>
		<link>https://www.greenworldafrica.org/forex-glossary/</link>
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		<dc:creator><![CDATA[Simboti]]></dc:creator>
		<pubDate>Mon, 09 Mar 2020 16:16:56 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://www.greenworldafrica.org/?p=9041</guid>

					<description><![CDATA[<p>Contents: Efficient Market Hypothesis Bearish Reversal Technical Analysis Premises The ends of the rectangle therefore indicate the opening and closing prices of the session, and the vertical ‘wicks’ show the...</p>
<p>The post <a rel="nofollow" href="https://www.greenworldafrica.org/forex-glossary/">Forex Glossary</a> appeared first on <a rel="nofollow" href="https://www.greenworldafrica.org">Green World Africa</a>.</p>
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										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Contents:</p>
<ul class="toc_list">
<li><a href="#toc-0">Efficient Market Hypothesis</a></li>
<li><a href="#toc-1">Bearish Reversal</a></li>
<li><a href="#toc-2">Technical Analysis Premises</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexarena.net/wp-content/uploads/2021/04/image-28.png" width="301px" alt="loss"/></p>
<p>The ends of the rectangle therefore indicate the opening and closing prices of the session, and the vertical ‘wicks’ show the session high and low. In trading terms, a record of the total trading positions held by a trader or dealing desk. An order issued to a dealer or broker to buy or sell an asset at the best possible price at a given time. A special type of trading, where a big number of positions are opened for short-term profits. Yield is the income earned from an investment, most often in the form of interest or dividend payments.</p>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexarena.net/wp-content/uploads/2020/11/Screenshot-2020-08-11-at-16.13.21-110x75.png" width="300px" alt="price action"/></p>
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<h3>Forex Today: Stocks, Risk Assets Higher on China &#038; Rate Hope &#8211; DailyForex.com</h3>
<p>Forex Today: Stocks, Risk Assets Higher on China &#038; Rate Hope.</p>
<p>Posted: Mon, 09 Jan 2023 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMifWh0dHBzOi8vd3d3LmRhaWx5Zm9yZXguY29tL2ZvcmV4LW5ld3MvMjAyMy8wMS9mb3JleC10b2RheS1zdG9ja3Mtcmlzay1hc3NldHMtaGlnaGVyLW9uLWNoaW5hLXJhdGUtaG9wZXMtOS1qYW51YXJ5LTIwMjMvMTg5NjU40gEA?oc=5' rel="nofollow">source</a>]
</div>
<p><a href="https://forexaggregator.com/">https://forexaggregator.com/</a> – This refers to the initial deposit you need to make in a trade, in order to utilize leverage. Margin requirements are expressed as a percentage of the whole trading position. Look up the meaning of hundreds of trading terms in our comprehensive glossary. Stay informed with real-time market insights, actionable trade ideas and professional guidance.</p>
<p>Forex is a marketplace that strict financial and economic paradigms. I have interest on starting forex business, i am not too strong on it so i decided to take some course online. On the basic side, your course has lead me into some strong understanding.</p>
<h2 id="toc-0">Efficient Market Hypothesis</h2>
<p>At the end of a decline, a long black candlestick and a smaller black candle that follows, share the same closing price. Even though the second candle opens higher than the previous close, it doesn’t manage to follow through and eventually it closes at the same price as the previous session. Since the market failed to record a new low, a support may have been formed and a possible reversal may be in place. At the end of an uptrend, a long white candlestick and a smaller white candle that follows, share the same closing price. Even though the second candle opens lower than the previous close, it doesn’t manage to move lower and eventually it closes at the same price as the previous session. Since the market failed to record a new high, a resistance may have been formed and a possible reversal may be in place.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexarena.net/wp-content/uploads/2020/09/Beaxy-Graphic-4_2-1-110x75.jpg" width="303px" alt="current market price"/></p>
<p>WTI stands for West Texas Intermediate , an oil benchmark that is central to commodities trading. It is one of the three major oil benchmarks used in trading, the others being Brent crude and Dubai/Oman. The SEC stands for the US Securities and Exchange Commission. It is a government agency set up to regulate markets and protect investors in the United States, as well as overseeing any mergers and acquisitions.</p>
<h2 id="toc-1">Bearish Reversal</h2>
<p>Investors use <a href="https://forexarena.net/">https://forexarena.net/</a> analysis as a means to forecast future price changes within the forex market. How this is conducted is by sifting through current and prior market data via trading indicators, charts, and other related tools. Risk Management &#8211; Foreign exchange risk management allows the trader to define himself as a trader in terms of risk vs. odds. Smart risk management puts under control the levels of risks that the trader wishes to take throughout his trading. Risk management should determine your Forex trading strategies. It is designed to preserve the value of your currency inflows and investments, while enabling you to manage your initial trades.</p>
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<h3>Trading Support and Resistance –USD/JPY, GBP/USD &#8211; DailyForex.com</h3>
<p>Trading Support and Resistance –USD/JPY, GBP/USD.</p>
<p>Posted: Mon, 26 Dec 2022 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMifWh0dHBzOi8vd3d3LmRhaWx5Zm9yZXguY29tL2ZvcmV4LXRlY2huaWNhbC1hbmFseXNpcy8yMDIyLzEyL3RyYWRpbmctc3VwcG9ydC1hbmQtcmVzaXN0YW5jZS0yNnRoLWRlY2VtYmVyLTMxdGgtZGVjZW1iZXIvMTg5MDg40gEA?oc=5' rel="nofollow">source</a>]
</div>
<p>When an exchange rate is not fixed, but adjusts depending on the supply and demand for a particular currency relative to other currencies. The number of open buy and sell orders placed for a financial instrument at varying prices. A buy order of a financial instrument to close an existing short position. A reading above 50 is bullish for the US Dollar while a reading below 50 is bearish.</p>
<h2 id="toc-2">Technical Analysis Premises</h2>
<p>Simultaneous buying of a currency for delivery the following day and selling for the spot day or vice versa. Simultaneous buying of a currency for delivery the following day and selling for the spot day, or vice versa. The simultaneous purchase and sale of the same amount of a given currency for two different dates, against the sale and purchase of another.</p>
<p>The difference between the money received on the short sale and the buy to cover it is the profit. There are some fundamental differences between foreign exchange and other markets. Rather, the forex is an electronic network of banks, brokerages, institutional investors, and individual traders . Before making any investment decisions, you should seek advice from independent financial advisors to ensure you understand the risks. If you believe that the market is about to rise in the short or long run, you are definitely a bull.</p>
<p>Bonds are basically debt and in some regions of the world central banks even bought the debt of private companies in various forms of quantitative easing programs. The United States ran no less than four QE packages, while Japan, Europe, and the United Kingdom are still involved in one way or another in various QE programs. If a trader sells a currency pair, it is said that he/she is going short, as the expectations are that the pair will move to the downside. When a trader buys a currency pair, it is said that he/she is taking a long position, as the expectations are that the pair will move to the upside. Base and quote currencies – In a currency pair, the first currency is known as the base currency and the second is referred to as the quote currency.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexarena.net/wp-content/uploads/2020/02/54-110x75.jpg" width="308px" alt="policy"/></p>
<p>Technical analysis is used to forecast future changes in financial and commodity markets based on the history of price changes, i.e. past price movements. The order of the purchase or sale of a financial instrument (e.g. currency) at the current market price. An economic calendar is a calendar of events provided by brokers and other financial companies through which traders track the events affecting the price movements of assets. The American Depositary Receipt is used to trade in securities of foreign companies in the United States. Shares of foreign companies are acquired by the American depositary bank in the process of listing these shares on US stock exchanges. ADRs are a tool for raising capital in the US and international markets.</p>
<p>This allows for leveraged trading and the flexibility to go long or short on a trade. The probability of exchange rates becoming less favorable. The US Dollar pairings that can be traded reciprocally to create new cross positions. For example, EUR/USD and USD/JPY can be traded against each other to create a position equivalent to EUR/JPY.</p>
<p>Choose from standard, commissions, or DMA to get the right pricing model to fit your trading style and strategy. By contrast, the total notional value of U.S. equity markets on Dec. 31, 2021, was approximately $393 billion. It&#8217;s risky business and can be made riskier by the use of leverage to increase the size of bets.</p>
<p>This is an indicator of monetary imbalances, when sellers are significantly stronger than buyers of a particular financial instrument. Overnight positions refer to open trades that have not been liquidated by the end of the normal trading day and are often found in currency markets. Currency prices move constantly, so the trader may decide to hold the position overnight. The broker will rollover the position, resulting in a credit or debit based on the interest rate differential between the Eurozone and the U.S. If the Eurozone has an interest rate of 4% and the U.S. has an interest rate of 3%, the trader owns the higher interest rate currency in this example. Therefore, at rollover, the trader should receive a small credit.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="303px" alt="trading strategy"/></p>
<p>Distributing the capital cost of an intangible asset over a specific time period. Analyst Financial professional knowledgeable in assessing investments and making recommendations for securities. Annuity Financial product designed to grow funds, which will give an income stream to the holder in the future upon amortization. Arbitrage Act of purchasing and selling a financial instrument simultaneously in order to  generate profit from its price differences. Ascending wedges typically conclude with a downside breakout and descending wedges typically terminate with upside breakouts.</p>
<p>It can be used to either find the best price for a single large order, or to find opportunities for profit in the market in real time. Hawks and doves are terms used by analysts and traders to categorise members of Central Bank committee ahead of their votes on monetary policy. Fundamental analysis is a method of evaluating the intrinsic value of an asset and analyzing the factors that could influence its price in the future. This form of analysis is based on external events and influences, as well as financial statements and industry trends. When traders talk about the ECB, they are referring to the European Central Bank, the central bank for the eurozone.</p>
<ul>
<li>It is also often referred to as going short, shorting or sometimes selling.</li>
<li>The index is a composite of four indicators, including seasonally adjusted business activity, employment, supplier deliveries and new orders received.</li>
<li>Entry costs are low and the marketplace is open around the clock.</li>
<li>A high reading implies inflation and is positive for the euro whereas a low reading is negative for the euro.</li>
</ul>
<p>A channel consisting of two parallel lines; the basic trendline and the return or channel line. In an uptrend the return line is drawn by joining the tops of the channel whereas in a downtrend, the return line is drawn by joining the bottoms of the channel. The return line serves as a profit-taking indicator for short-term traders.</p>
<p>An order to <a href="https://trading-market.org/">https://trading-market.org/</a> a deal when the market reaches a certain rate. Profit  – positive amount of money that you earn for closing the position. A leverage that changes depending on the total size of open positions.</p>
<p>Price level which acts as a ceiling and caps the rise of the current currency price. The last day, when the deal on a derivative contract (futures, option, etc.) may be either executed or cancelled. The currency pair, formed from Euro and the Japanese yen, shows how many Japanese yen are needed to purchase one Euro. A financial contract, the value of which depends on the value of one or more underlying assets. Such underlying assets may include indices, stocks, commodities, currencies and other assets. The Bank of England is the central bank of the United Kingdom.</p>
<p>The post <a rel="nofollow" href="https://www.greenworldafrica.org/forex-glossary/">Forex Glossary</a> appeared first on <a rel="nofollow" href="https://www.greenworldafrica.org">Green World Africa</a>.</p>
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