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	<title>Forex Trading &#8211; SHIPRA DELED</title>
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		<title>HQY HealthEquity Inc  Stock Price &#038; News</title>
		<link>https://shipraded.org/2023/03/17/hqy-healthequity-inc-stock-price-news/</link>
					<comments>https://shipraded.org/2023/03/17/hqy-healthequity-inc-stock-price-news/#respond</comments>
		
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		<pubDate>Fri, 17 Mar 2023 17:38:18 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://shipraded.org/?p=1940</guid>

					<description><![CDATA[Contents: Price and EPS Surprise Chart Analyst Ratings Business HealthEquity, Inc. (HQY) Take note of this Trade Activity: JinkoSolar Holding Co. Ltd. (JKS) It serves clients through a direct sales force; benefits brokers and advisors; and a network of health <a href="https://shipraded.org/2023/03/17/hqy-healthequity-inc-stock-price-news/" class="read-more">Read more</a>]]></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">Price and EPS Surprise Chart</a></li>
<li><a href="#toc-1">Analyst Ratings</a></li>
<li><a href="#toc-2">Business</a></li>
<li><a href="#toc-3">HealthEquity, Inc. (HQY)</a></li>
<li><a href="#toc-5">Take note of this Trade Activity: JinkoSolar Holding Co. Ltd. (JKS)</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://day-trading.info/wp-content/uploads/2021/03/image-Uq2AnXz1Wu0HdGNJ.jpeg" width="302px" alt="hqy stock price"/><br />
<img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://day-trading.info/wp-content/uploads/2021/03/image-ZMh9oyBKC8xpDYX7.jpeg" width="307px" alt="hqy stock price"/></p>
<p>It serves clients through a direct sales force; benefits brokers and advisors; and a network of health plans, benefits administrators, benefits brokers and consultants, and retirement plan record-keepers. The company was incorporated in 2002 and is headquartered in Draper, Utah. 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 percentage of its current stock price. HealthEquity Inc provides solutions that allow consumers to make healthcare saving and spending decisions.</p>
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<h3>HealthEquity rises after company raises full-year revenue forecast &#8230; &#8211; Seeking Alpha</h3>
<p>HealthEquity rises after company raises full-year revenue forecast &#8230;.</p>
<p>Posted: Wed, 07 Sep 2022 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMieGh0dHBzOi8vc2Vla2luZ2FscGhhLmNvbS9uZXdzLzM4ODA5MDYtaGVhbHRoZXF1aXR5LXJpc2VzLWFmdGVyLWNvbXBhbnktcmFpc2VzLWZ1bGwteWVhci1yZXZlbnVlLWZvcmVjYXN0LWJlYXRzLWVzdGltYXRlc9IBAA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>HealthEquity, Inc. provides range of solutions for managing health care accounts. The firm’s offers its solutions for employers, health plans, brokers, consultants and financial advisors. Its services include HAS, FSA, HRA, DCRA, 401, Commuter, COBRA and HIA. It also offers products like healthcare saving and spending platform, health savings accounts, investment advisory services, reimbursement arrangements, and healthcare incentives.</p>
<h2 id="toc-0">Price and EPS Surprise Chart</h2>
<p>Data are provided &#8216;as is&#8217; for informational purposes only and are not intended for trading purposes. Data may be intentionally delayed pursuant to supplier requirements. We’d like to share more about how we work and what drives our day-to-day business. Transparency is how we protect the integrity of our work and keep empowering investors to achieve their goals and dreams. And we have unwavering standards for how we keep that integrity intact, from our research and data to our policies on content and your personal data.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://day-trading.info/wp-content/uploads/2021/03/image-34AR8tIQxdPhr9NL.jpeg" width="300px" alt="hqy stock price"/></p>
<p>HealthEquity&#8217;s stock was trading at $61.64 at the start of the year. Since then, HQY shares have decreased by 4.7% and is now trading at $58.75. Investchronicle.com is an Economic news website, which offers broad  information about the Stock markets and Equities. The major emphasis of this platform is to present, the most practical recommendation for public and private capital sharing, both in the form of updates and detailed analysis.</p>
<h2 id="toc-1">Analyst Ratings</h2>
<p>The company was founded by Stephen D. Neeleman on September 18, 2002 and is headquartered in Draper, UT. The firm’s offers its solutions for employers, health planbs, brokers, consultants and financial advisors. The firm&#8217;s offers its solutions for employers, health plans, brokers, consultants and financial advisors. HealthEquity, Inc. provides technology-enabled services platforms to consumers and employers in the United States. It also provides mutual fund investment platform; and online-only automated investment advisory services through Advisor, a Web-based tool.</p>
<ul>
<li>Information is provided &#8216;as-is&#8217; and solely for informational purposes, not for trading purposes or advice, and is delayed.</li>
<li>A stock’s beta measures how closely tied its price movements have been to the performance of the overall market.</li>
<li>The web link between the two companies is not a solicitation or offer to invest in a particular security or type of security.</li>
<li>In fact, when combining a Zacks Rank #3 or better and a positive Earnings ESP, stocks produced a positive surprise 70% of the time, while they also saw 28.3% annual returns on average, according to our 10 year backtest.</li>
<li>A valuation method that multiplies the price of a company&#8217;s stock by the total number of outstanding shares.</li>
</ul>
<p>69.0% of employees surveyed would recommend working at HealthEquity to a friend. HealthEquity has a short interest ratio (&#8220;days to cover&#8221;) of 3.9, which is generally considered an acceptable ratio of short interest to trading volume. MarketRank is calculated as an average of available category scores, with extra weight given to analysis and valuation. Researching stocks has never been so easy or insightful as with the ZER Analyst and Snapshot reports. HealthEquity witnesses solid growth in HSAs, besides recording robust performances in majority of its segments, in the second quarter of fiscal 2023.</p>
<h2 id="toc-2">Business</h2>
<p>There really aren&#8217;t any good comps to value HQY off of, now that it purchased WageWorks. Historically, the company has commanded a healthy EV/EBITDA multiple, often over 40x. When it reported its Q3 results in December, HQY not only increased its FY23 forecast for the 4th straight quarter, in an unusual move it also provided FY24 guidance. When looking at risks, a drop in interest rates would be negative. That said, this is a company that had become accustomed to a low rate environment that is suddenly seeing a nice benefit.</p>
<p>For HealthEquity, the consensus EPS estimate for the quarter has remained unchanged over the last 30 days. And a stock&#8217;s price usually doesn&#8217;t keep moving higher in the absence of any trend in earnings estimate revisions. So, make sure to keep an eye on HQY going forward to see if this recent jump can turn into more strength down the road.</p>
<p>Mobile payments are projected to boom into a massive $12 trillion market by 2028. According to Motley Fool this growth stock could &#8220;deliver huge returns.&#8221; Not only in the immediate future but also over the next decade. Especially since the man behind this company is a serial entrepreneur who has been wildly successful over the years. The mean of analysts&#8217; price targets for HealthEquity points to a 29.9% upside in the stock.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://day-trading.info/wp-content/uploads/2021/03/image-u5H2IO7hNtKeWJsU.jpeg" width="300px" alt="hqy stock price"/></p>
<p>Provide specific products and services to you, such as portfolio management or data aggregation. Morningstar Quantitative ratings for equities are generated using an algorithm that compares companies that are not under analyst coverage to peer companies that do receive analyst-driven ratings. HQY typically sells its solutions to employers, who then offer them to their employees. The company also manages other common employee benefits that complement its HSA offerings.</p>
<p>While this highly sought-after metric has not proven reasonably effective, strong agreement among anal&#8230; The technique has proven to be very useful for finding positive surprises. In fact, when combining a Zacks Rank #3 or better and a positive Earnings ESP, stocks produced a positive surprise 70% of the time, while they also saw 28.3% annual returns on average, according to our 10 year backtest.</p>
<h2 id="toc-3">HealthEquity, Inc. (HQY)</h2>
<p>Let’s start up with the current stock price of HealthEquity Inc. , which is $52.44 to be very precise. The Stock rose vividly during the last session to $59.74 after opening rate of $58.60 while the lowest price it went was recorded $52.27 before closing at $61.68. Zacks Earnings ESP looks to find companies that have recently seen positive earnings estimate revision activity. The idea is that more recent information is, generally speaking, more accurate and can be a better predictor of the future, which can give investors an advantage in earnings season.</p>
<p>In a report released on March 7, BTIG also maintained a Buy rating on the stock with a $85.00 price target. Real-time last sale data for U.S. stock quotes reflect trades reported through Nasdaq only. Intraday data delayed <a href="https://day-trading.info/tradeatf-review-is-tradeatf-a-scam-or-legit-broker-2020/">tradeatf review is tradeatf a scam or legit broker 2020</a> at least 15 minutes or per exchange requirements. Price records that include history of low and high prices in the period of 52 weeks can tell a lot about the stock’s existing status and the future performance.</p>
<div style='border: grey dotted 1px;padding: 10px;'>
<h3>Should You Sell Hexo Corp (HEXO) Stock Thursday Morning? &#8211; InvestorsObserver</h3>
<p>Should You Sell Hexo Corp (HEXO) Stock Thursday Morning?.</p>
<p>Posted: Thu, 19 Jan 2023 12:23:48 GMT [<a href='https://news.google.com/rss/articles/CBMiaWh0dHBzOi8vd3d3LmludmVzdG9yc29ic2VydmVyLmNvbS9uZXdzL3N0b2NrLXVwZGF0ZS9zaG91bGQteW91LXNlbGwtaGV4by1jb3JwLWhleG8tc3RvY2stdGh1cnNkYXktbW9ybmluZ9IBbWh0dHBzOi8vd3d3LmludmVzdG9yc29ic2VydmVyLmNvbS9uZXdzL3N0b2NrLXVwZGF0ZS9hbXAvc2hvdWxkLXlvdS1zZWxsLWhleG8tY29ycC1oZXhvLXN0b2NrLXRodXJzZGF5LW1vcm5pbmc?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>The industry with the best average Zacks Rank would be considered the top industry , which would place it in the top 1% of Zacks Ranked Industries. The industry with the worst average Zacks Rank would place in the bottom 1%. An industry with a larger percentage of Zacks Rank #1&#8217;s and #2&#8217;s will have a better average Zacks Rank than one with a larger percentage of Zacks Rank #4&#8217;s and #5&#8217;s. Measures how much net income or profit is generated as a percentage of revenue.</p>
<p>The consensus among Wall Street equities research analysts is that investors should &#8220;buy&#8221; HQY shares. High-growth stocks tend to represent the technology, healthcare, and communications sectors. They rarely distribute dividends to shareholders, opting for reinvestment in their businesses. More value-oriented stocks tend to represent financial services, utilities, and energy stocks. We sell different types of products and  services to both investment professionals and individual investors. These products and services are usually sold through license agreements or subscriptions.</p>
<p>The web link between the two companies is not a solicitation or offer to invest in a particular security or type of security. ZacksTrade does not endorse or adopt any particular investment strategy, any analyst opinion/rating/report or any approach to evaluating indiv idual securities. For Natera , the consensus EPS estimate for the upcoming report has changed +5.8% over the past month to -$1.17.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://day-trading.info/wp-content/uploads/2021/12/software_featured000.jpg" width="302px" alt="hqy stock price"/></p>
<p>Only Zacks Rank stocks included in Zacks hypothetical portfolios at the beginning of each month are included in the return calculations. Zacks Ranks stocks can, and often do, change throughout the month. Certain Zacks Rank stocks for which no month-end price was available, pricing information was not collected, or for certain other reasons have been excluded from these return calculations. 10 Wall Street equities research analysts have issued &#8220;buy,&#8221; &#8220;hold,&#8221; and &#8220;sell&#8221; ratings for HealthEquity in the last year. There are currently 2 hold ratings and 8 buy ratings for the stock.</p>
<h2 id="toc-5">Take note of this Trade Activity: JinkoSolar Holding Co. Ltd. (JKS)</h2>
<p>According to analysts&#8217; consensus price target of $80.62, HealthEquity has a forecasted upside of 36.6% from its current price of $59.00. Raw Stochastic average of HealthEquity Inc. in the period of last 50 days is set at 1.03%. The result represents improvement in oppose to Raw Stochastic average for the period of the last 20 days, recording 1.03%. In the last 20 days, the company’s Stochastic %K was 30.05% and its Stochastic %D was recorded 55.79%.</p>
<p>Dow Jones Industrial Average, S&#038;P 500, Nasdaq, and Morningstar Index quotes are real-time. Verify your identity, personalize the content you receive, or create and administer your account. Paris covers the Services sector, focusing on stocks such as Grand Canyon Education, H&#038;R Block, and Universal Technical Institute. I/we have no stock, option or similar derivative position in any of the companies mentioned, and no plans to initiate any such positions within the next 72 hours.</p>
<p>Year-to-date Price performance of the company’s stock appears to be encouraging, given the fact the metric is recording -14.93%. Additionally, trading for the stock in the period of the last six months notably deteriorated by -21.66%, alongside a downfall of -2.29% for the period of the last 12 months. The shares increased approximately by -20.55% in the 7-day charts and went down by -13.08% in the period <a href="https://day-trading.info/">https://day-trading.info/</a> of the last 30 days. Common stock shares were lifted by -18.89% during last recorded quarter. Market capitalization is calculated by taking a company’s share price and multiplying it by the total number of shares. In the Morningstar Style Box, large-cap names account for the largest 70% of U.S. stocks, mid-cap names account for the largest 70–90%, and small-cap names are the remaining 10% of companies.</p>
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		<title>Warren Buffett&#8217;s Berkshire Hathaway reveals new bets on Floor &#038; Decor and Royalty Pharma</title>
		<link>https://shipraded.org/2023/02/17/warren-buffett-s-berkshire-hathaway-reveals-new/</link>
					<comments>https://shipraded.org/2023/02/17/warren-buffett-s-berkshire-hathaway-reveals-new/#respond</comments>
		
		<dc:creator><![CDATA[root]]></dc:creator>
		<pubDate>Fri, 17 Feb 2023 07:14:54 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://shipraded.org/?p=2780</guid>

					<description><![CDATA[Contents: Ajude-nos a proteger o Glassdoor Moulded to be majestic. Designed to be elegant. Flaunt worthy bathrooms from SENATOR. Time to let the world know. Textiles Owned Brands Choose wide range of TV Unit at Urban Ladder Shop Outdoor Tables <a href="https://shipraded.org/2023/02/17/warren-buffett-s-berkshire-hathaway-reveals-new/" class="read-more">Read more</a>]]></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">Ajude-nos a proteger o Glassdoor</a></li>
<li><a href="#toc-1">Moulded to be majestic. Designed to be elegant. Flaunt worthy bathrooms from SENATOR. Time to let the world know.</a></li>
<li><a href="#toc-2">Textiles Owned Brands</a></li>
<li><a href="#toc-3">Choose wide range of TV Unit at Urban Ladder</a></li>
<li><a href="#toc-4">Shop Outdoor Tables</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2019/10/moving-annual-whole_1.jpg" width="302px" alt="design team"/><br />
<img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2019/09/whatsapp-hack-are-our-messages-ever-really-non_1.jpg" width="305px" alt="floor &#038; decor"/></p>
<p>David and Victoria Beckham’s penthouse has 84 residences – Including one two-story duplex penthouse, four townhouses, and 70 half-floor units. As per Robb Report, the co-founder of Uber Garrett Camp bought a luxurious and massive house in 2019. He spent $71 million on the mansion located in Trousdale Estates, Beverly Hills, California. Spreads across 12,000 square feet, the lavish house has a semi-subterranean car gallery. It also has an additional acre of land and a  zero-edge pool. Most Urban Ladder TV Units are made with Sheesham wood, known for its beauty and sturdiness.</p>
<p>Do keep in mind that a cabinet should be at least 2-3 inches longer than the TV width. For maximum comfort, a TV should be placed at a height where the center of your screen is at eye level or slightly below it, when seated. Enhance your experience at a place and time convenient to you.</p>
<p>You can check our collection of vases and planters at IKEA to add a touch of green to your house. People don’t look at plants as decorative items for their homes, but they are a great room accessory to have. You can add plants to your balcony, living room, bedroom, and even your bathroom.</p>
<h2 id="toc-0">Ajude-nos a proteger o Glassdoor</h2>
<p>Therefore it’s paramount that you choose a design that is supremely functional and elegant. The best TV unit design for living room spaces is one that has ample storage and is sturdy enough to hold the weight of the large TVs of today. A TV cabinet for living room can also be used to store and display other miscellaneous items, such as CDs, books, photo frames, and other keepsakes. When you buy home decor online, you get to browse through a large number of options with little to no effort. If you’re buying decorative items online, you can visit our vast collection at IKEA. We have everything from plants and planters, to pots, candle holders, vases, and more to add a refined touch to our stock.</p>
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<h3>Wedmont Private Capital Makes New $617000 Investment in Floor &#8230; &#8211; MarketBeat</h3>
<p>Wedmont Private Capital Makes New $617000 Investment in Floor &#8230;.</p>
<p>Posted: Sat, 18 Mar 2023 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiSWh0dHBzOi8vd3d3Lm1hcmtldGJlYXQuY29tL2luc3RhbnQtYWxlcnRzL255c2UtZm5kLXNlYy1maWxpbmctMjAyMy0wMy0xNy_SAQA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>Filter through our collection to find the TV stand price that fits your budget, so you don’t have to roam from store to store trying to find a design that you can afford. If you want home decor accessories when you’re buying home decor online, you need to look no further. Browse through our home decor accessories to find the perfect added touch to your living space.</p>
<p>Lastly, check the payment options, estimated delivery time and its charges, where applicable. You can use a measuring tape to arrive at this height accurately. Ask a grown up among you to be seated in their usual spot while watching TV. Next measure the gap from the centre of your screen to the base of your TV frame. When this number is added to the TV unit’s height, it should be equal to the view’s line measurement. Depending on the TV size, seating arrangement in your room and the viewing height, you can decide whether to go for a high TV unit or a low TV unit.</p>
<p>A focal point of the living room furniture, the TV cabinet enhances the viewing experience. Our multifunctional TV cabinets are good for storage, display and utilize spaces better. It is important to go for a TV unit design that appeals to your sensibilities, fits a certain space and offers enough room for your curios and media unit. Browse through our widest range of beautifully-designed open and closed TV units to find one that personifies your style, meets your criteria and adds to your beautiful home. Use size and materials at hand to your advantage when you’re investing in decorative items for your home. For example, if you have a big three-seater sofa with two big cushions, you can add a couple of small-sized cushions to it along with a throw to create a comfortable and cosy environment.</p>
<h2 id="toc-1">Moulded to be majestic. Designed to be elegant. Flaunt worthy bathrooms from SENATOR. Time to let the world know.</h2>
<p>Spread across 56,000 square feet, the Manor is the largest house in LA. The mansion includes a nightclub, a beauty salon, a bowling alley, and a barbershop. The lavish mansion also has an additional 5 acres of garden space and a tennis court.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2019/11/can-an-ira-be-a-marketable-security_1.png" width="303px" alt="quality"/></p>
<p>A wall mount TV stand on the other hand can be considered if you want to conserve floor space while creating a more modern and sleek TV area. Reimagine your space with the latest TV units that will elevate the ambience of your home. Undoubtedly, TV cabinets massively improve the appearance and mood of the room as they make the space look clean and organized. Moreover, the smooth lines and refined exterior of a TV cabinet design can also work as an ideal furniture accessory for modern and contemporary spaces. With space becoming a premium in most homes, stylish TV cabinet designs for living room can be a boon in terms of extra storage space. A TV unit design for hall can easily accommodate myriad items ranging from papers to photographs.</p>
<h2 id="toc-2">Textiles Owned Brands</h2>
<p>A <a href="https://1investing.in/the-3-best-warren-buffett-stocks-to-buy-with-your/">the 3 best warren buffett stocks to buy with your stimulus check</a> TV unit with storage space and shelves is ideal for displaying your favourite souvenirs, trinkets, and family portraits and also for storing papers and magazines. A TV wall unit can also hide unsightly wires and cables which will further elevate the appearance of the space in which the TV unit is placed. At the restaurant are tables made of resin, cement and wood, chairs of various shapes, sizes and materials. Anitha or her design team will be available at the restaurant every day to interact with interested customers as the office is set up right behind the restaurant while the workshop is on ECR. A well-crafted TV unit is an elegant piece of furniture on its own.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2019/09/indian-youtubers-with-the-very-best-internet-value_2.jpg" width="307px" alt="nyse fnd"/></p>
<p>Always do an extensive research online to find a TV table design that meets your varied requirements, quality and lifestyle, and fits your price range, to get the most value. You can add curtains or colourful blinds to your windows to decorate them. You can also accessorise them with small plants that you can keep by your window sill. Otherwise, you can also use photo frames to add a more personal touch to your windows.</p>
<p>The PCE price index was rising 5% annually as of February, or 4.6% when volatile food and energy prices were excluded, too high for the Fed’s liking and with improvement coming only slowly in recent months. Located in One Thousand Museum, the penthouse has a helipad. Designed by Zaha Hadid-structure, the Beckhams house is one of 10 in the tower, Robb Report mentioned.</p>
<p>Please read all scheme related documents carefully before investing. World-class wealth management using science, data and technology, leveraged by our experience, and human touch. Floor &#038; Decor Holdings, Inc &#8211; Class A Shares shares has a market capitalization of $ 9.835 B.</p>
<p>That might seem like a lot, but Berkshire&#8217;s stock portfolio was worth $293 billion in total at the end of September. Moreover, the company boasted $149 billion in cash and short-term investments, its latest earnings showed. Buffett&#8217;s company exited Merck, Organon, and Liberty Global. It also cut its AbbVie and Bristol-Myers Squibb positions by 30% and 16% respectively last quarter, despite only adding those names to its portfolio in the third quarter of last year. Moreover, it trimmed its Visa, Mastercard, Charter Communications, US Bancorp, and Marsh &#038; McLennan holdings. Warren Buffett&#8217;s Berkshire Hathaway built new stakes in Floor &#038; Decor and Royalty Pharma in the third quarter, a regulatory filing revealed on Monday.</p>
<p>Our expertise lies in developing products and markets from &#8216;concept to fruition&#8217; and beyond. Our constant focus on innovation has helped us to emerge as a trendsetter in various markets and be known worldwide for our unbeatable range of products. Before you begin buying showcase items online or even buying home decor items online, you should take a look at what your house needs to spruce it up. Your room accessories can be anything &#8211; a mirror, a planter, a vase for flowers, a side table with cute knick-knacks, an interior showpiece for your home, etc. Here is a list of all the go-to and most popular options people use as decorations for their homes. Now that you’ve got your dream TV unit, isn’t it time to think about the right kind of TV unit design that will safely keep it in place?</p>
<p>Enterprise Value is a measure of a <a href="https://1investing.in/">https://1investing.in/</a>&#8216;s total value, often used as a more comprehensive alternative to equity market capitalization. Enterprise value includes in its calculation the market capitalization of a company but also short-term and long-term debt as well as any cash on the company&#8217;s balance sheet. By Sam Boughedda In a note to investors discussing hardline, broadline and food retail stocks, UBS said its current top ideas in the sector are SPDR® SSgA Multi-Asset Real Return ETF&#8230; Website Designed, Developed &#038; Maintained by Express Network Private Ltd. The serenity of the place engulfs you as soon as you  enter Kraft.</p>
<ul>
<li>In the absence of any great deals, Buffett has plowed billions of dollars into stock buybacks.</li>
<li>Lending an intoxicating richness with the red hue, this decor allures easily.</li>
<li>Undoubtedly, TV cabinets massively improve the appearance and mood of the room as they make the space look clean and organized.</li>
<li>Organize your workspace with a stylish and functional study table along with a TV unit to brighten up your home office décor.</li>
<li>Next measure the gap from the centre of your screen to the base of your TV frame.</li>
</ul>
<p>The price-earnings ratio is a company&#8217;s share price to the company&#8217;s Earnings per Share. The ratio is used for evaluating companies and to find out whether they are overvalued or undervalued. The book value of a stock is theoretically the amount of money that would be paid to shareholders if the company was liquidated and paid off all of its liabilities.</p>
<p>Always keep that in mind before purchasing room accessories. Your fully furnished house might need a little bit of an added touch to make it feel complete. You can do that by using home decor items for your house. It doesn’t matter if you’re decorating or redecorating your space, it can always do with a little bit of a personal touch. Our home decor accessories give you plenty of options to choose from when you’re revamping your space.</p>
<p>“You would go to a furniture/interiors shop only when there is a need. Here, we want to show the designs that we have and products that we do, while you order and wait for your food. You can pick out anything from here and we can customise it to your liking, if you are doing up your home or building a new one. There is also scope for interaction with the clients and we understand their needs better,” explains Anitha Mohan, architect and director of Kraft Retail Dining. A TV unit can enhance your viewing experience while serving as a compact and minimalist storage unit.</p>
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		<title>How Trailing Stop Loss Works</title>
		<link>https://shipraded.org/2022/04/04/how-trailing-stop-loss-works/</link>
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		<dc:creator><![CDATA[root]]></dc:creator>
		<pubDate>Mon, 04 Apr 2022 15:50:13 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://shipraded.org/?p=1232</guid>

					<description><![CDATA[Contents: Why would a stop-loss order be placed above the purchase price? Trailing Stop-Loss Order Examples They Can Lead to a Premature Exit However, a https://forexhero.info/ ing stop has the characteristic feature of being able to automatically move with the <a href="https://shipraded.org/2022/04/04/how-trailing-stop-loss-works/" class="read-more">Read more</a>]]></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">Why would a stop-loss order be placed above the purchase price?</a></li>
<li><a href="#toc-1">Trailing Stop-Loss Order Examples</a></li>
<li><a href="#toc-2">They Can Lead to a Premature Exit</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://forex-helper.ru/wp-content/uploads/2020/02/forex15-231x146.jpg" width="307px" alt="exit strategy"/></p>
<p>However, a <a href="https://forexhero.info/ ">https://forexhero.info/ </a>ing stop has the characteristic feature of being able to automatically move with the price when the price is moving in the direction of the trade. But by using a moving average as your trailing stop loss, you would have been able to capture more profits by waiting for a close above the moving average, as shown above. One thing to be aware of about trailing stop-loss orders is that they can get you out of a trade too soon, such as when the price is only pulling back a bit, not actually reversing. To try to prevent that scenario, trailing stops should be placed at a distance from the current price that you do not expect to be reached unless the market changes its direction. A trailing stop-loss order is initially placed in the same manner as a regular stop-loss order. For example, a trailing stop for a long trade would be a sell order and would be placed at a price below the trade entry point.</p>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://forex-helper.ru/wp-content/uploads/2021/01/9f3d888a-8d53-44a0-95da-129f004d120b-150x150.jpg" width="300px" alt="stops"/><br />
<img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://forex-helper.ru/wp-content/uploads/2021/07/forexhelper-150x150-1.jpg" width="308px" alt="current market price"/></p>
<p>I am confident that you will greatly benefit in your trading journey by considering one or more of these resources. You can implement trailing stop-loss orders using several techniques. These include setting up automatic orders with your broker or manually adjusting your stop-loss orders based on price movements, trading volumes, or other technical indicators. If you buy a certain stock at $50.15 and set a regular stop-loss at $50.05, you are risking $0.10 per share. If the price drops down to $50.05, the stop-loss order will automatically execute to get you out of the trade. The stop-loss order doesn’t move; it stays as is irrespective of the price going up or down.</p>
<h2 id="toc-0">Why would a stop-loss order be placed above the purchase price?</h2>
<p>He is the most followed trader in Singapore with more than 100,000 traders reading his blog every month&#8230; There’s no rule to say you must either capture a swing or ride a trend. The market tends to “hunt” stop losses below Support or swing low.</p>
<div style='border: grey dashed 1px;padding: 10px;'>
<h3>Instant Analysis: Tigers suffer tough loss in Lexington &#8211; Yahoo Sports</h3>
<p>Instant Analysis: Tigers suffer tough loss in Lexington.</p>
<p>Posted: Sat, 25 Feb 2023 23:24:56 GMT [<a href='https://news.google.com/rss/articles/CBMiTGh0dHBzOi8vc3BvcnRzLnlhaG9vLmNvbS9pbnN0YW50LWFuYWx5c2lzLXRpZ2Vycy1zdWZmZXItdG91Z2gtMjMyNDU2MjMxLmh0bWzSAVRodHRwczovL3Nwb3J0cy55YWhvby5jb20vYW1waHRtbC9pbnN0YW50LWFuYWx5c2lzLXRpZ2Vycy1zdWZmZXItdG91Z2gtMjMyNDU2MjMxLmh0bWw?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>When the price action consolidates and then breaks higher, a trader may decide to move their stop-loss sell order up so that it&#8217;s just below the latest point of consolidation. This works best for swing and short-term traders who aren&#8217;t interested in holding a stock through ups and downs—they want out of the trade as soon as the trend changes. A trailing stop loss allows you to set a predetermined value at which your position will automatically sell-off. For example, if the price reaches 100 pips and your preset level is 50 pips, your trade will close.</p>
<h2 id="toc-1">Trailing Stop-Loss Order Examples</h2>
<p>The main risk is the amount you are willing to lose will be different each time. When you let your stop loss trail too close, it may not give you enough warning before a major drop occurs in the market. This can leave your account with less money than what was expected at first or even no change if there is an extreme drop in price for the currency being traded. There are several disadvantages of using Trailing Stop Loss. The main disadvantage is that the trader needs to be online all the time in order for his or her trades to work out well. This means he will always need to monitor what’s happening on his trading account, particularly when it comes to whether a trade has hit its predetermined price/level or not.</p>
<div style='border: black dotted 1px;padding: 12px;'>
<h3>Hawkeye Heroics: Twitter reacts to Iowa’s miraculous rally over Michigan State &#8211; Yahoo Sports</h3>
<p>Hawkeye Heroics: Twitter reacts to Iowa’s miraculous rally over Michigan State.</p>
<p>Posted: Sat, 25 Feb 2023 19:55:27 GMT [<a href='https://news.google.com/rss/articles/CBMiS2h0dHBzOi8vc3BvcnRzLnlhaG9vLmNvbS9oYXdrZXllLWhlcm9pY3MtdHdpdHRlci1yZWFjdHMtaW93YS0xOTU1MjcwMTYuaHRtbNIBU2h0dHBzOi8vc3BvcnRzLnlhaG9vLmNvbS9hbXBodG1sL2hhd2tleWUtaGVyb2ljcy10d2l0dGVyLXJlYWN0cy1pb3dhLTE5NTUyNzAxNi5odG1s?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>The following are some of the common benefits of using a <a href="https://forexdelta.net/">https://forexdelta.net/</a>ing stop. A stop order is an order to buy or sell a security when the price reaches the specified price level, known as the stop price. When the price reaches the stop price, the stop order becomes a normal market order. A stop order is usually placed ahead of the price in the intended direction. So a sell stop order is placed below the current price level, while a buy stop order is placed above the current price.</p>
<h2 id="toc-2">They Can Lead to a Premature Exit</h2>
<p>In this trade, a trailing stop-loss distance of 3.5 ATR values would have kept you in the trade for much longer, leading to your reaping the trade&#8217;s maximum profits. For example, you can use the ATR values on the hourly chart if you want to hold the trade intra-day or for a few days. You can switch to the ATR values on the daily chart if you plan to hold your trades for several days at the least, extending into a week or more. The information provided here is for general informational purposes only and should not be considered an individualized recommendation or personalized investment advice.</p>
<p>Another trailing stop method that&#8217;s not widely talked about, but can be very effective, is the risk multiple trailing stop. Then don&#8217;t be afraid to test out your own settings, based on your observations. If you don&#8217;t have a plan, there can be the tendency to doubt yourself and feel like you missed out on profits.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://forex-helper.ru/wp-content/uploads/2020/03/binarnye-opciony-razvod-ili-net-150x150.png" width="306px" alt="indicator"/></p>
<p>This shows you that the stop-loss was not just triggered by a small number of large market movements . When a 10% loss was exceeded the portfolio was sold and invested in long term US government bonds. The number of dollars you have at risk should represent only a small portion of your total trading account.</p>
<p>It will likely fall through the whole-dollar and half-dollar levels first. A stop becomes a market or limit order when a stock hits a predetermined target price. You need to set a stop point for a trade, even if it’s only written on your trading plan. This is great for both swing traders and part-time traders. It allows you to ride a stock as it uptrends and exit when the uptrend reverses a certain percentage. A major key to limiting your trading losses is planning your trades.</p>
<ul>
<li>When this happens, some traders try to reset the stop level on impulse.</li>
<li>Can be applied to any market where there is an opportunity for profit and there are enough traders actively participating.</li>
<li>For trailing stop sell orders, as the inside bid increases to new highs, the trigger price is recalculated based on the new high bid.</li>
<li>For example, a trader may decide they want to sell when the stock price declines by $1.</li>
<li>So the number of shares you’d buy is 10 shares at $100.</li>
</ul>
<p>Many <a href="https://traderoom.info/">https://traderoom.info/</a>ing platforms have scripts that calculate the price value and drag the stop order accordingly. All you need to do is to set your chosen percentage, say 10%. Trailing StopOn the other hand, if a trailing stop is too far away from the current price, it will mean giving back more profits than is necessary to find out if a trend has reversed.</p>
<p>What a stop loss strategy also does is it gives you a disciplined system to sell losing investments, let your winners run, and invest the proceeds in your current best ideas. It also increased the Sharpe ratio of the stop-loss momentum strategy to 0.371, more than double the level of the original momentum strategy of 0.166. Surprisingly, all traditional stop-loss levels from 5% to 55% would have also given you better returns than the buy and hold (B-H) strategy. This is a short test period but it included the bursting of the internet and the financial crisis.</p>
<p>Every time price moves 25 pips, you move your stop loss 25 pips to lock in your profits. The final method that I want to share with you in this tutorial is to exit a trade after price has retraced by a certain percentage of the high or low of the move. In the chart below, the PSAR dots are the levels where you would place your trailing stop loss. These levels take into account the current volatility of the markets and are usually easy to spot. When the market is quiet, the stop loss will be smaller and price has to move less to hit your R levels and start locking in profits. In this short trade example, the EA will move the stop loss to breakeven when price hits 2R, then trail the stop loss by 1R when price hits 4R.</p>
<h2 id="toc-4">Trading Guides</h2>
<p>The trailing stop loss order can help make the decision to sell easier, more rational and less emotional. It is designed for the investor who wishes to minimize risk, helping him or her minimize losses while maximizing potential gains. Shrewd traders maintain the option of closing a position at any time by submitting a sell order at the market. Using a 10% trailing stop, your broker will execute a sell order if the price drops 10% below your purchase price.</p>
<p>The stop loss will only move as the action goes in your favor. Next, we will enter the $1.50 in the amount for the trail. Remember, the trail is a sell order since we are long the stock. To activate a trailing stop, you will first need to enter a trade. You can use this type of order to prevent significant losses during day trading. Through technical analysis, John came to the conclusion that QQQ is going to make a moderate move upwards and wished to profit from this small rally by writing QQQ put options.</p>
<p>As a general guideline, when you buy stock, place your stop-loss price below a recent price bar low (a &#8220;swing low&#8221;). Which price bar you select to place your stop-loss below will vary by strategy, but this makes a logical stop-loss location, because the price bounced off that low point. If the price moves below that low, you may be wrong about the market direction, and you&#8217;ll know that it&#8217;s time to exit the trade. It can help to study charts and look for visual cues, as  well as crunching the numbers to look at hard data. They can help you to make the most of your stock investments. This means that investors are able to take advantage of rising markets without needing to watch the market constantly.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://forex-helper.ru/wp-content/uploads/2021/01/330cf92c-ddf8-49c1-9a46-6485eb2bf257.jpg" width="308px" alt="how trailing stop loss works"/></p>
<p>Once the run is over, if all goes well, you can cash out. With blue-chips and other larger stocks, it’s usually not an issue. Read on to find out more about how stop-losses can help you trade smarter every day. Can help protect potential profits while providing downside protection. The first step is to choose a currency pair, establish an account with at least $100 and open your first position by placing a BUY order of EUR/USD.</p>
<p>And, here your market order will be filled near the 5% loss point. Let’s say you are entering a short trade by selling a crypto asset at $40 per share. With a  10 cent trailing stop loss, you would be stopped out with a 10-cent loss if the price moves up to $40.10. For instance, a security trading at $100 can have a stop limit order of 10% stop price and $2 limit price. This will translate to a stop price of $90 and a limit price of $88. In this case, the sell order can only be filled between $88 and $90.</p>
<ul>
<li>If you observe that the ordinary stop loss and stop limit orders only limit the specific amount of loss that you define while placing the order.</li>
<li>What&#8217;s more, they can sometimes result in further losses if used inappropriately.</li>
<li>You, of course, will need to determine which method works best for you, but there is no harm in getting in the habit of taking profits.</li>
<li>The goal is to help you lock in profits while protecting you from losses that can occur during trading.</li>
<li>If you trade a lower volatility pair like the EURGBP, then 25 pips might work well.</li>
<li>But you aren’t sure it can run before it breaks out through the resistance level.</li>
</ul>
<p>The trailing stop you set will follow a stock in a profit-making direction. That way, you’re protected if the trend reverses … but the same issue with limits applies. So before adjusting a trailing distance for every order, we recommend you analyze volatility levels and market trends for every asset individually. Correspondingly, once you place a 10% trailing stop-loss to a short strategy, a buy order will get triggered when the price of the asset crosses the 10-percent mark.</p>
<p>Your order would be submitted based on the last price of $10.76. Assuming that the bid price was $10.75 at the time, the position would be closed at this point and price. The net gain would be $0.75 per share, less commissions, of course. &#8220;Above the market&#8221; refers to an order to buy or sell at a price higher than the current market price. A trailing stop is more flexible than a fixed stop-loss order, as it automatically tracks the stock&#8217;s price direction and does not have to be manually reset like the fixed stop-loss.</p>
<p>Before you enter a trade, you need to know where you’ll get out and where you’d ideally like to take profits. Using a trailing stop-loss order strategy in your trading is an excellent way to ensure that you reap the maximum profits from a trend while protecting your gains. Most traders use the 20-period moving average or exponential moving average to ride a trend up to exhaustion. Therefore, you can use the same setting to stay in a trending trade up until the trend is exhausted and the MA takes you out of the trade. Trailing stop orders submit a market order when triggered, generally offering execution. Managing a position is essential in trading and it&#8217;s important to understand the risks you face when using trailing stops.</p>
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		<title>UBSI United Bankshares Inc Stock Price Quote NASDAQ</title>
		<link>https://shipraded.org/2021/12/27/ubsi-united-bankshares-inc-stock-price-quote/</link>
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		<dc:creator><![CDATA[root]]></dc:creator>
		<pubDate>Mon, 27 Dec 2021 10:19:48 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://shipraded.org/?p=3654</guid>

					<description><![CDATA[Further, it offers community banking services, such as asset management, real property title insurance, financial planning, mortgage banking, and brokerage services. United Bankshares, Inc. was incorporated in 1982 and is headquartered in Charleston, West Virginia. At the center of everything <a href="https://shipraded.org/2021/12/27/ubsi-united-bankshares-inc-stock-price-quote/" class="read-more">Read more</a>]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="454px" alt="ubsi stock price today"/></p>
<p><p>Further, it offers community banking services, such as asset management, real property title insurance, financial planning, mortgage banking, and brokerage services. United Bankshares, Inc. was incorporated in 1982 and is headquartered in Charleston, West Virginia. At the center of everything we do is a strong commitment to independent research and sharing its profitable discoveries with investors. This dedication to giving investors a trading advantage led to the creation of our proven Zacks Rank stock-rating system. Since 1988 it has more than doubled the S&amp;P 500 with an average gain of +24.32% per year. These returns cover a period from January 1, 1988 through July 31, 2023.</p>
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<p><p>United Bankshares, Inc., a financial holding company, primarily provides commercial and retail banking products and services in the United States. It operates through two segments, Community Banking and Mortgage Banking. The company accepts checking, savings, and time and money market accounts; individual retirement accounts; and demand deposits, statement and special savings, NOW accounts, and interest-bearing checking accounts. Its loan products include commercial loans and leases; construction and real estate loans; personal, student, credit card, commercial, and floor plan loans; and home equity loans.</p>
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<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="453px" alt="ubsi stock price today"/></p>
<p><p>4 Wall Street research analysts have issued &#8220;buy,&#8221; &#8220;hold,&#8221; and &#8220;sell&#8221; ratings for United Bankshares in the last year. The consensus among Wall Street research analysts is that investors should &#8220;hold&#8221; UBSI shares. A hold rating indicates that analysts believe investors should maintain any existing positions they have in UBSI, but <a href="https://bigbostrade.com/">https://bigbostrade.com/</a> not buy additional shares or sell existing shares. Dividend yield shows how much a company pays its shareholders in dividends annually per dollar invested. It reflects how much an investor will earn aside from any capital gains in the stock. United Bankshares&#8217; stock is owned by a variety of retail and institutional investors.</p>
</p>
<p><p>ZacksTrade does not endorse or adopt any particular investment strategy, any analyst opinion/rating/report or any approach to evaluating individual securities. The company is scheduled to release its next quarterly earnings announcement on Thursday, October 26th 2023. United Bankshares&#8217; stock was trading at $40.49 at the beginning of the year. Since then, UBSI stock has decreased by 30.3% and is now trading at $28.23.</p>
</p>
<p><h2>UBSI Stock News Headlines</h2>
</p>
<p><p>For this week&#8217;s thematic stocks, Q.ai has assessed U.S. small to midcap stocks. While not the biggest fish in the sea by market cap, stocks like Shutterstock have room to grow. Among the companies whose shares are expected to see active trade in Wednesday’s session are Circuit City, Huntsman, Microsoft, MiddleBrook, Starbucks Corp., UnitedHealth and Yahoo.</p>
</p>
<ul>
<li>To opt-in for investor email alerts, please enter your email address in the field below and select at least one alert option.</li>
<li>Its loan products include commercial loans and leases; construction and real estate loans; personal, student, credit card, commercial, and floor plan loans; and home equity loans.</li>
<li>Dow Jones Industrial Average, S&#038;P 500, Nasdaq, and Morningstar Index (Market Barometer) quotes are real-time.</li>
<li>United Bankshares, Inc., a financial holding company, primarily provides commercial and retail banking products and services in the United States.</li>
</ul>
<p><p>High-growth stocks tend to represent the technology, healthcare, and communications sectors. They rarely distribute dividends to shareholders, opting for reinvestment in their businesses. More value-oriented stocks tend to represent financial services, utilities, and energy stocks.</p>
</p>
<p><p>Zacks Earnings ESP (Expected Surprise Prediction) looks to find companies that have recently seen positive earnings estimate revision activity. The idea is that more recent information is, generally speaking, more accurate and can be a better predictor of the future, which can give investors an advantage in earnings season. You are being directed to ZacksTrade, a division of LBMZ Securities and licensed broker-dealer. The web link between the two companies is not a solicitation or offer to invest in a particular security or type of security.</p>
</p>
<p><p>Insiders that own company stock include Gary G White, Gary G White, J Paul Mcnamara, Jerry L Rexroad, Lacy I Rice III, Mark R Nesselroad, Peter A Converse and Richard M Sr Adams Sr. United Bankshares declared a quarterly dividend on Monday, August 28th. Shareholders of record on Friday, September 8th will be paid a dividend of $0.36 per share on Monday, October 2nd. This represents a $1.44 dividend on an annualized basis and a yield of 5.10%. A survey of commercial real estate exposure by U.S. regional banks reveals increasing asset risk and potential credit losses as loans mature over the next 18 months, Moody&#8217;s Investors Service said. According to 4 analysts, the average rating for UBSI stock is &#8220;Hold.&#8221; The 12-month stock price forecast is $34.75, which is an increase of 23.10% from the latest price.</p>
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<p><p>The scores are based on the trading styles of Value, Growth, and Momentum. There&#8217;s also a VGM Score (&#8216;V&#8217; for Value, &#8216;G&#8217; for Growth and &#8216;M&#8217; for Momentum), which combines the weighted average of the individual style scores into one score. Dow Jones Industrial Average, S&amp;P 500, Nasdaq, and Morningstar Index (Market Barometer) quotes are real-time. This site is protected by reCAPTCHA and the Google</p>
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<p><p>One share of UBSI stock can currently be purchased for approximately $28.23. 42 employees have rated United Bankshares Chief Executive Officer Richard M. Adams on Glassdoor.com. Richard M. Adams has an approval rating of 86% among the company&#8217;s employees. Sign-up to receive the latest news and ratings for United Bankshares and its competitors with MarketBeat&#8217;s FREE daily newsletter.</p>
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<p><p>This bank has increased its dividend 47 years straight and should be considered by any income investor. This stock flies under the radar despite raising its dividend payout for nearly 50 years straight. These banks have a history of increasing dividends and could be an excellent addition to your portfolio.</p>
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<p><h2>Is It Time to Sell UBSI? Shares are up today.</h2>
</p>
<p><p>This week is starting with sharp losses thanks to economic growth concerns from the variant. Make the most of this market with today&#8217;s Top Buys from Q.ai&#8217;s artificial intelligence. The Dow Jones rose 142 points or 0.4%, the S&amp;P 500 gained 0.4%, and the Nasdaq bounced 0.5%.</p>
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t9o1Cfw2fXB/FYv+RU2rZ9VH7xoOaXi40k1OybX3JLxj+B3u4wn1M9ORGhrW2vZtIOxA2NM98wutH3X5J/b3P9V2XLaSdyPxrzpo9PxrQXez9m9cquVVzjM4+D1/Nv4w5fm3I7WR0ZNRMW6YpxmasZwiIx6ONPzC60fdfkn9vc/1R8wutH3X5J/b3P8AVdlumj0/Gjpo9Pxq3q3Y889GbtuzlPfktHOpx0tGiOrtvucWdcNGb9c4zDqXHob0N9CJCAe6CpvipIPlukg1cv2jmtd8uj1x+aO+w218UMxY9ve6UdpICUNo5clEJSAN1EqO25JJJrsP00en41700en401cs4aPxJw/SFG2nOE3PizktGOGH5qv5fz+rjR8wutH3X5J/b3P9UfMLrR91+Sf29z/Vdlumj0/Gjpo9PxqNWrHnnor23Zy4WjnU41I0H1nStKlaWZGoAglJt7mx/V2FbjKNJ9YshmMrg6I3iywYrIYjwYkKSttsblSlcnSpalKUVKJJ+Ow2AAHX3po+z+NHTR6fjUx2bsxu+JPKFFX41ZwqriucloxjHD5qsN/27v38N+He40/MLrR91+Sf29z/AFR8wutH3X5J/b3P9V2W6aPT8aOmj0/GmrVjzz0XNt2cu7/S0c6nGn5hdaPuvyT+3uf6o+YXWj7r8k/t7n+q7LdNHp+NHTR6fjTVqx555Qbb85cLRzqcafmF1o+6/JP7e5/qj5hdaPuvyT+3uf6rst00en40dNHp+NRqzk/nnobbs5cLb51ONPzC60fdfkn9vc/1R8wutH3X5J/b3P8AVdlumj0/Gjpo9PxqdWrHnnobbs5cLRzqcafmF1o+6/JP7e5/qj5hdaPuvyT+3uf6rst00en40dNHp+NNWrHnnobbs5cLRzqcafmF1o+6/JP7e5/qj5hdaPuvyT+3uf6rst00en40dNHp+NNWrHnnobbs5cLRzqcafmF1o+6/JP7e5/qj5hdaPuvyT+3uf6rst00en40dNHp+NNWrHnnobbs5cLRzqcafmF1o+6/JP7e5/qj5hdaPuvyT+3uf6rst00en40dNHp+NNWrHnnobbs5cLRzqcafmF1o+6/JP7e5/qj5hdaPuvyT+3uf6rst00en40dNHp+NNWrHnnobbs5cLRzqcafmF1o+6/JP7e5/qj5hdaPuvyT+3uf6rst00en40dNHp+NNWrHnnobbs5cLRzqcafmF1o+6/JP7e5/qj5hdaPuvyT+3uf6rst00en40dNHp+NNWrHnnobbs5cLRzqcafmF1o+6/JP7e5/qj5hdaPuvyT+3uf6rst00en40dNHp+NNWrHnnobbs5cLRzqcafmF1o+6/JP7e5/qj5hdaPuvyT+3uf6rst00en40dNHp+NNWrHnnobbs5cLRzqcafmF1o+6/JP7e5/qj5hdaPuvyT+3uf6rst00en40dNHp+NNWrHnnobbs5cLRzqcafmF1o+6/JP7e5/qj5hdaPuvyT+3uf6rst00en40dNHp+NNWrHnnobbs5cLRzqc/fAXppqDhurc+5ZVht3tMVdqcbS9LirbQVFaewJHnXQWqOmgf8arrb5DkdOQ2fg0TjHe807Udo73anOE5wv0RRVMRGEY4bv1FFFFZjnUGvDZ9cH8Vi/wCRU2rZ9VH7xqEvhs+uD+Kxf8iptWz6qP3jQZdFIjWvBb/qXpXkmCYtl0nF7teoS4sS8RisOwnDts4ngpKtx+pQ/bWFoBpzk+k2lFjwHMc4l5hd7U0pEi9S+p1ZRK1KBV1FrV2BA7qPlQL9+QzGR1H3EoQNhyUoAbk7DzqorARz+FMh4osOyLVnGPmqx5y5QHJkSRdlXJqG+WWnovFUZrqoHELU+pCuJO5S0vse1UQb5kuqnhYakZjimYWS+3C1NxbtAYtrjFzYkoWlDy2mX0pLid0qWBseojsArfageiReLVEjNTZVxissPlKW3XHkpQsq8gCTsd/htVdwuUC1RlTLlMYix0bcnXnAhCdzsNye3mRUE7BiqVeG9vTvPtMJVyZyBoW+1X22YNcp6Y0KRbo/VmqhxmHejIRyU2laEoS642Xe3JRL1ZvmGOL01h2CZovm98NtiW+Hb0XzDZ1yaSt+J2kPtMNPLcLKNw77nIOHgCCSoBIL5TgiQxFMxgOyQVMoLqeTgA3JSPMjb0q6JLBkmIHUdZKOoW+Q5cd9t9vPbf41Byx6TZ3bI9gx7CLblrsOPLwhvH7jdbVJivRoVvnKVPW8HUAxQplD56TnFRS8lHHdYSXE1ws2p1m1ovmc6Zw7xDn/ADeoahyoNgVOZuFwanLU3EdUEEJJCk+ZBCSTuACQEmV3W3trWhcxgFtxLSwXU7pWrbik9+xO42Hmd69ZucCQ6hlmYwtxxKlJSl1JKkpICiBvuQCQD6Eiol5LZ89yT2p3LdOpK7hbtU8buDbkLF3D1IiWY3tL3UbbPWQgmQ2Xtz7qOJO21aHTlrWnCbLFhYfptN9rt2HZGq3idi7sdUed8rtqYZS+tsEBxgqcDO4Cy2kgE7UE3KxrhcoFqjKmXKaxFYT2U6+4ltA/aT2qMs7MvEVLyRdptMS/xbArIbNDYujuNOqkqjPwSucShbY4tNPdPZ5SQnda0bnhS/0tt2SawaBy8Y1ytMv267m8WS6NTLaqE4/FTMkMMPdJaRsVx0suBQGxKtx+oHSYyKxynWY8W7wnnZCC4y23IQpTiBv7yQD3HY9x6VmxpLMtoPsOJWgkjdKtxuDsRv8AqIIqLuj1o1ewnSKSxmeOy3MuxBleAY5NTb3ZBlx2n+jHuakNpUoMqQWHFn7LSyfhWPo7kcjwr27UDB9TI2SfkXjF1auNkv5s02SyuJPcHNsupQrkWn1qKjudkq5Ggk9cMisdqeEe53eFEdKC4EPyENqKB5qAUR2Gx71inNcRCC6rJ7SEfaM5oA9t/Pl6d6ZnxYabXnILVjmqOG427fb/AIhMWzKtDDQW5eLJNT7NcIW3xPTWHUg9gpketJfw7aFX97S/ItLtYsZWyxbRcMdjOyP0qbjEfSAmSFHusJYDLCSfLpuAdjQSXj5FYpchiJFvEJ56S31WW0SEKU4j7SQDuR2PcdqvG72wXIWdVwjCaUdQRy8nqlPrw332/XtUbtDrneNLsUss/Xy2zoF2tcxGnVjlGC6/1mEvqS3KKkJPSRJKGQVK2Qei1394bqPXvSKNqxneNLhru9kyKx2ufKseUQIbqhbZnVjcErcA4KQtIdCmlH3khXl50D2ovNrddksNXCMtyGdpCUvJJaP/ANwB3T/3Rb71aLtz+SrpDm9IgL9nfS5w38t+JO1Q4ybHtes3wS/JzTTKRCu9vzWxryuNbEF1rJrXFQyHn4mw5PtLaCCWNirdK2yOQKakpi0nF5+cXaVZMGu9vnG3xkzLtJsz8FuUgFXSZCnUp6qkJ3J2B4AhJIPagcCioh5hqx4k0RM6Xi+IZS29Esd0esXUxOQ6XbjGmlDSEIDZTxda48PeVzSQvcHkE7K76ga9Y7e3rXdrHlF6xVGWR4s+6Q8UkOzG7S9AW5yajtNqU8gSuDa1IQpSEE9t6CTUm/WeHBXc5dziMQ21cVSHX0obB5cdionYe928/PtWEc6wxK0tnLLNyVy2AntbnYEnty+ABJ/UCaanwu4mqPoRbcZynG50L2G6TH0wrjbHYaxwnLeYUGXEJIHZtSQBt5D9VI/RLEZDmGaruZTgd5bfOZ5Dc7U1Ps8lpySzJYLaXGW1oCnAtKlp7A77/soJJu36zsxWZz1ziNxpBSGnlPoDbhV5cVb7Hf4bVkqmxkOtsKeQHHQS2gqG69hudh8aiNa9KtRdHvyWsmn+PXDJNLr/AHGA+9YZbS/bMRlhaVl1pLg5KiFQPJtQ3aVsR7pPFeeIfGcrk6l4HleJou8F212++NvXe2WRVyci84yS22UJQokLWnYDbuf10EhKKibGznxPRY7l5yu1ZBHeteCWu6ybZZ8YMsybw7yTKjtL2IW4gcFcEqPEk9lAbHNtmZeIe9ZBBxqaxf7HHXkF5iTZjWMvvoat6I6XYbiH3GUpWCsrbC+IKiAOIV2oJS1ajyWJSVLjvIcSlRSShQUNx5jtUWsD1L18yB/F7LqFj+UY6/cbNZZKJcfEZUhiTN6//vFiXxbIhEtp4pLxQkc+YKttqxtBIuq+C5hjeMs2K+RcNvdzyxc6E/j7jDNtDclLkJzqcBwDvNziFHZQHbyoJVPXCExLZgPS2USJAJZaU4AtwDz4pPc7fHbyrJqJepsbU+DqTqXk2J2C/PXBmXiTVgmLxx2e22yS81NXFKmykKbRIeKlIPuhat+yjvsbxqDr3bcndtNvs2UyrdDcu9sVcXcXfV7Q81AQ7DfQ020U9JT3u9XkQtalpKUcUghKOrLkpht5EZTyA6sFSUFQCiB5kDzNRNVqN4nbBDXLdx7I781Kx7HrrLKcYcbft7z0p1FxZYbSj9M60wGl9EBTg5HsT2rDz2BqlMyO16jYR+VUi8wsPyd+HdXMNfYkObPh2BAeYdaC0uEJCAlSUrXspQSOVBL1qbGekORW321PMgFxAUCpG/luPMb7dqv1FdnJtdzMv93tOGKj3ScvGihyVjcqKl9DkVapjLj7LK3Nm3Nkhzg50ioBQCSSM3B9QteL7nVjtWXWG/4zEfh2mU2w9jEmazLbXHV7a2/MZQGYr6XCCA4UbcQAglXGgk3RXid+I3Gx28q9oCiiigKKKKAooooINeGz64P4rF/yKm1bPqo/eNQl8Nn1wfxWL/kVNq2fVR+8aDLooooCvFJCgUqG4NeOOIaQpxw7JSNyax4lzhTlFEV7mpI3I4kbD/ugvMMMxmUR47SGmmkhCEISAlKQNgAB2AAq5UcPFX4gMx0SnRG8bDC0SscvNzT1beuUlMqKlssBzgpJQwVL2cWSAlPvbjY7rYa8WVmDGslzlMwsofahQXi0yuXAjXaVEW+0zzSpPVQemoghQ5Dj7ySoUDs0UxmmXigxjIMKw6Vlpkxshv1vsTkllqEtDRkXJrdot7k/oy4lYBJOwAJ7d63kXxK6Z3GbBtUKZNVPuMWXLjR1xyhbiIyXi7tyIB2MdY7Hbco+0KB16KbCV4gsLttixi+3OFeGk5ba5F4gtIhl0pjsRw+6XFIJQghtQOxO5PYb7VjP+JvS2Lb5dwlTLiymCqP123IS0rSh+KiU2vY/AtLB9d907bjagdiio95p4q7Ha71bzY3H2LLAyNVjyCXcbS+2gEMKWUx3SpKeQPTJJCgQseW+9KXIPFBppj7+S255V0fuOJWxy53SKxDUssoRDEzgV/Q5llSVDdW26gN9+1A79YV1s1rvkX2K7wWpcfmhwtOp5IKkKCkkjyOygDsfSklftYcRxd7GoWQOyIUvLHGWLc2pvcKddKQlBUDx3HMEgE9gT8KROnXiOt02wzU6hOpYvNvmXVDiocFxuO9Hi3RyClxAUpZHcN8t1EDkTvsDsD3gBIAHwr2mameLHSODFfuEl+9CHEtq7rKlJtTymY8dLzzPJawNgS9HcbSPiopA+kK3Vz1jsMvEbTllmuMqBDud8iWdD0mzvPHquSkM8FNhSCgLJKEuk8UlaFbKHukF/cLRbbqqMu4w2pBhvpksdQbhDoBCVgeo3O3oe/nWWBsNqbzFtbsOzq4tWDHHpzFxnQ7jLhGdb3G0uIhSG476uKuJIQ680NtwVBW4PmQh9LvFZiWQWOw2zL5ivyslWaNdLmzbre8qOwHg8pB/5cARHWdiokbp3PvDcH8opnD4rdJU2W65A5KuiINnjMS5Lpgr49J6GJiCk+Sj0CFFIPIH3SAe1bm8a/YJZ4N9u7qLrItmNSVRLrPjwlLjxXUBpTgWv4BCXkFSvIAK7+6dgcqikbkOq2MYvjCMuuzdw+T3brHszRjxVPrckPy0xWdko391Ty0pCvL3gfjWgj+I3Td92Qwt65MORhM5B6GpIUYspqK+AfIhLr7Q5b8dlct9gSAdGio/aheKywR8Lvk7TlEyRerdYHMgbcmWd9yE3HQt9G7y0qSE8lRX2weXZXHsrfYqX85zS9mTZLY7cpj8y/sPSISYsRbwdZaebYW77m+yeo6kDfuQFHbZJNA7lFNZY/EXgF3l2O2umdBmZFMlw7azIbSC+Y8hbCiFAlPdTajtvy49yBVzK/EXprhtyutpvMq4e0Wdp56ShiC46dmksqXxSkEq2D7fcDYnkATxOwOfRTJaieJCxWrFcsTh8hQyuwwbm43Dm29x1Db8OG3KX1UJWglHTeZ8lg+/23IIpUXrWjGMHxWx33N5LrC7rEjPqMdhS0hThaQdh57c3k9u523PfYmgcWimhf8AEnh8W4SIsmz3pDUU3wuvJZQ4A3ag0ZKwhCitX/nJ4gAk9+1Xk+JnTBtyzt3GRdLcb2hS4vtsBxo8RDfmclAjdKTHjPLCiNjxA33IFA7FFNLkfiDx62RbWWbVfY/y/FmyYMpy2KWhLMeF7Up/p8kqdTwUn3UdyeSexB2uwfEJgsW2zlXq5yFPWO0xbvcXxBUwlUR6Ot5EpDRUpXTUGnEjYq2Wko3KgaB1aKa8+I3TFGEK1AfnT2LSLo3Z0qegOoW5Jc4FCUJI95JDidlD3fPv2NZFs18wa7XO3WeKzeEzLvbE3eCy9b3GlyY5SVL4JVsorRtstG3IEgbdxQORRTU2PxLaZ5Bb7dc4D1yDN4tUG9W8vQ1N+0xJYPQWCewJ47cVEEEpBHcUWbxL6YX122IgSLp07v8AJYivOW9xDajcIypEQbkf80JP7DsDtvQOtRTJyPE/pzLbs9/t+VKi2VSbm/N6toddLrcSIp5xAcSsCOtA2UUqSpSglSQlJ94bWZ4l9NYNyFmf+WfbwuUh1hFucV0THiolO81D3U/oXELHfvvsO+9A69FNXk2umLY3dLbOmXeSLTJxibk3s7VlffclRW1xEhxt1Ktklv2gcmuClKDyDukJPK1M8SunsRYDibkhLFxkW2cpyP0/Y3Gbam4rUsKO5T7M4hQ4hXdW3mDQOzRSUwzUvGM6mTrbZXJKZlujQpkhiQyW1pYltlxhz0IUlKv1gpIOxFKugKKKKCDXhs+uD+Kxf8iptWz6qP3jUJfDZ9cH8Vi/5FTatn1UfvGgy6KKKAooooE9kGBYblMxFxyHHLZcZLcV+Ch2VFQ6pLDw4utAqB9xY7KT5EedYdv0q03tK4K7bhdkjKtiGW4ZbhNpMdLTam2gjt24oWpKdvIKIHnTNa/ai5vZdSrdjOPZRdLLakQosq4yYUGO+I6Vz20KWoL3WoqaDjYCUnu4FAFQFXXcI8VUa0XcR9Q5M2bJayH5PD6rej2R8vLFnWCiMlKkIaKC4lQVuoHfcbCgduNpFphCht22Lg9hYitLiutsogtpShcY7xyBt26ZA4/Z+FYVu0/0ctl9jWO24vi8e6wmXZ8aO3HZD7LbnNpx1KB7yUq67qCodj1FDfuaRKcN8RLOaR+tl0aZjr76m5auaW3GWXmkrU4ykJ35MutqQhKiQpD4Kt+HdLDSLX+FcZGUW297ZBGxu7W6FMeuCHi5KduiJEULLqFHppYTsR2HwIPYgH3k6cYPMi2+DIxe0uxbVFehQmVxEFMdh1AQ422P+KVIASQOxHatfM0Y0puIUmbgWPvhQSlQXb2lbhLPQSDuPg0eA9E9vKkxq1jmuF4v8WTprk7tstqcZurL0dKooHyypcX2B3dxpa+KU+18hy4EhvdJ3O6Yvlg8VDUeRGsV2jSONzceiuvSY6FJiezQilCv0XvEvieNuwCXE7k8UpoHGl4Bo3CejYxMxnF2l3OS9NjwXYzIVJkBrg46lB7rV09kqUAfd2BrYRdKNN4cWXDj4XY22J8NECW0mE2EPx0NFlDSxt7yA2SgA9uJ28qY2/6UeJK4vWvKhk6bnfrTkV4lxGbg9Ebai21aZTcRtlTDCCHVMushSnOoApAO224OzvWD+KW+N5wn8tGrfFuDK2sdgRihC4yFRo/ELlhXUDiXUyAVBO5KyeXHglIPbccGxC7pt6blYbdLFrW25BD0dCxHUhSVtlG/0SlSEkEeRSDWuf0e0wksuR3sDsS2nQ4FoVAbIUHHxIcB7dwp4BxXqrue9afCLVq5B1Bv7+WTosnFHkJNnbSsB6OoKG6HB357DyXyST35JJ94uVQI1jR7TCMxOjR8DsLbNzjLhzG0wG+MhhTinFNrG3vJK1rUR5bqJ8zW1kYRi0u2M2WVYYD0CPJamMx1x0qbbfaWFtuJSewUlaUqB8wQDW9ooE1btOcJtExi4WrFrVElRmpLDLzMRCFttyHEuPoSQNwHFoQpQ+KkgnyrTXPRPAnLBcrRjuO2qxSptoXZ2JsSCgLis7OdMJCeJKUKdWoJ3GxJ2I3pfUUDSYn4ccRsUWTacgdOT2h1plLEC8F+eiO6lpTTriVzHn1jqNqSjgFBCUoACdySVDddJca+RLnbMVsuP2h+7NJjS3XLSH2nmC2llxC20rb5EsJDYJVsNkkhQHErqigTjWn2KN4rbcJds0WTZbQmGmHFkNh1LRiqQqOr3v8AkhTaFJV5hSQfOsGXpBpnPbcal4LYnUO9XmlcBshXVeQ85v2/5OtNrPqpCSfKljRQI2Po7pfFYmxY+B2Jtm5RjCmNpgNhMiOXFOFpYA7p5uLVse26lH41VH0j03hTUXGBhVkjS21vuIfagtpWlT5QXiCB5rLaCr1KR6UsKKBLI0vwBt2LIRiNpS7CfVJjrERAU06pwuKWk7e6orJUSO+5JrFuejmmF5nS7ndMDsMuZPcW7KfegNrW8tbaG1laiN1EobbSd/ghI+FLOigR1y0g00uy5TtwwexvrnOPOyVOwG1F5brKWHCrcdyppCEHfzSkA9gKrvOk+nOQWuJZr1hdlmwrfEVAiMSISHG2IygkFpKSNgkhCew+yKV1FAll6X6fuKUpzDrMsrElKuUNB5CQlKX9/XmEJCvtcRv5VjSdHtMZkpibKwSxPPxej0HHIDalNBptTbQSSOwS2taB6JWoeRNLKigSw0w0/wDY4tuOH2cxYKFojM+xo4spW10lBA290Fv3CB5p7Ve+b3Ct1b4vaiFWsWU/+ER3gAkiMe3/AJW5PueXc0o6KBOr09wt2zjHnMZtq7Yl5mQmIqMktJcaCQ2sJ22BSEIAPw4isa56aYjMULhFxyzN3eMovwZr8APezSAlQQ7sClR25q7BSSQSNxvvSrooGp0t8O2Fafab41gN4ttoyF7G4USEi4uWtLS3xF3EdxSCpey0g778vpFRATvsFJC0d0vtrEePbsCsUZER2O9HS1BbSGnGAoMKSAOxbClBPpudqWVFAjm9H9MmkIaTgti4Nh0IT7A3snqtdJzYbf8AJv3D6p7Gq/mm04CkKGEWPdsvlB9hb3T1mg0732/5tgIV6pAHlSuooExO00wS5NxmbhiVokNwre7aYyXYaFBqE4Wy5HTuOzai01ukdj00+gqg6W6e9R578jrP1JMgy3lexI3cfMcRi4e3dXQSlrfz4JCfIUqqKDT4/iGM4r7R+Ttig272oNJe9mYS2VpaQENhW3mEpASB8B2FbiiigKKKKCDXhs+uD+Kxf8iptWz6qP3jUJfDZ9cH8Vi/5FTatn1UfvGgy6KQuuGV5rg+lGS5Zp1irmSZJbIK37baW2XHVS3h5NhDfvqJ9E96wfDznGfajaS2LL9TsLfxPJZ7S1T7Q/HdZVGWFqABQ6AsbgA9/Wgciio2+KvIdQcez3SyLhOR5UyxkVym22dabE/Dadm8IrjrfBUoBCV8kjupaU7VhYX4kc6wPEI9i1qxZUnJsSgW6Rm0pmU2lUT5QkutwwyhtKkSnAhCS9wWlCTvwUs9gEnOk3vvwG579qrqNVz8VEHInL7YY9tu2Pz8fyW0W0shamp7rT9ybjha2ZDCR0HUncOMqeQptXZaVECs23a75JfdRY2O3a1Ls0SLqDMxaKYE8PfKCGLY7IJkIW0OKT7igEK35ADfYHkEiKKjifGdYmsTl5k7glxXAexaZl9kQxJSt6dAjvJZX1UqSkRnOTiFcSV+6Sd9wU1XkvjFg4l1bLedOLuMoXk35NQrTDU7P67nsftvUKorLrg2YGxShpZDhA3KOTqQkXRUWtT/ABQX+7Y3d4unePXCyTbALC9e3rov2SZANweb4NIjLbUXDwJCyoo48uwUQQHi1r1cTo9iasmFiTdnP0hTHVPRG5BtpbqgncKccWUtq4oabWonueKQpaQcOimWxrxN2TJdUrTps3j0i3i8Wpq5Q5lwW6x7XyjtvqTG3a6L4QHUIUEvdVKuW7XEBatfql4rIOl+S5PZpmA3O4QMVi21cu4MSEnlInqWmM0lhKVOqBWjZSkpUQN9kqIAUD80VHLIfGA7YMSj5DI0jyBiZ7FdrjJh3JL9uHs9vSlbvs5kMJddccStJZbW00pe/fhWTdPEYnE8iu799tF59qdax6FBsqnUBhubdJKmIyVL6YWzupSC8pYPAAhKVEAKCQlFMG74p3VXOLidu02lzcnXNvFumRUXNtEOLIt8ZMhzeSpIK0LS42EqS1vuTukbVU34r7LKl4H7Nij4gZu9bI5dXcGjJgrntuqjrXHbCyG+TLiC46poFQ/R9TvsD9UUyem2sbls8Ps/VnUic/JTaH7o7McQ2nmWmJbraUpA2H0UpA8v1mrsjXvJoTlnsk7TJtjIcllvN2WP8utrhS4rURMlchUlDZU1slRR01tBRWk7ckfpKB56KjnI8ZllftkLIcf09u8+zO2C2ZHMlvSmo6o8WZNVE6aWzuXHUOJUSnskpAIX3FX7h4w8cteV5TiE/FZce4WKfFtcGNIcdYkT35EwRGHOLjKUCMt1W/XaW8kI7qCV/o6CQtFRrvfiFvNxzuw46hmRYnLbOvtsyeHGdTJbL0a2CU0WHlISVpAWkg8EnkCCO25Smc+KPIvmTeRgaJhvdoxTHrzdbzPltNyo4uBaDaktBoofWQVFZHTSnfdPIjjQS/ophMv8UP5O5neMHiYc3IlQrDeLrBkG7IUh5+3hguMPdJC0slQkIUBzU4B3W2jknfXWfxauC2KnX/Bw0izR7G5kr0e4KWIjl1QlUZMZCmgZAAWkuElvjvsnqEGgkZRTd6SasTtVlXya1hr9qs1snybdDnuzW3TNfjzJMZ9PSSOTfD2dte6uxD4AJ4qpxKAooooCiiigKKKKAooooCiiigKKKKAooooCiiigKKKKCDXhs+uD+Kxf8iptWz6qP3jUJfDZ9cH8Vi/5FTatn1UfvGgy6KKKBK5Xpfgub32zZJlFiROuOPOF62PqedQYrh81JCFAbny3I8tx5Grl801wbJbzEyG+43EmXCFw6TziTueCipAWN9nAlRKkhYPEkkbE0pqKBu7l4fdIbu3KauGGx3UzJYnOgPvJ2eDhdCkcVjp7OHnsnYctlbbgGsydopphcckay+Vikc3hi4JurcpDriFJlpbDYe2SoJKuACTuO47HcE15mmqlvxXIIeGWyw3TI8lnxXZzFpthjpd9mbUEreUuQ600hIKkgclgknsDsdt3bswtMi2xZ10dNoekxTMVCuKkMyWEAbr6iNztw7hRBKe2+5HegT1w0F0jucO6W6ZhEFUW8oDU1lJWlLjfMLLYAUODZUNyhOyVHckHerUjw+6PzG5zUvCYj4uMyLcX1OuurWZcYAMPpWVcm3EgBIWgg7didqUj+oWBRgyZGbWFoSGw6yV3FkBxBPEKTuruCe24+NaLJ9bdN8bhOS/yqt9wcYmW+I/Ht8lp95ozJjcNpa0hY4oDryOSj5Df47Ahdn6JaU3S9MZDPwW1PT2IzUQOlnbmy24HG0LA7LCVgKHIHY+VbPL9OsNz1qCzl1iYuaLbIMmIHd/0ThQpCiNiOxQtSSD2IJBFbM5Hj4tKb8b5AFtWkLTMMlHQKSdgepvx2J/XWg+dPEPysbxP5UbLi7IrIBNDiPY/Yw8lrl1eW25Ur4dtgTv5bgWbSLTnHrtGvdlxaLElw2EMMKbKglCUoDaVcN+JWEBKOZHLiAN9htWPdNEtLr5cMhul5xCJOkZZGRDvRkKW4iawgbIQtClFOyR9HYAg7kbE70pzkuOh6LHN9gB2dxMVHtKOT4UCUlsb++CASNt99j6Vqsg1DxiyQLq8zdok+daWXnHLbEksrluLbbLhZQ2pY/SFKTskkfr2G5oGt1O8KONZ/JtiYN5uFiiWe2PxoibdNmRpAkqKSlxyQy+hx1GyUhSFkkhKdlDaljYtCsGjQHHcltov96uNsiW+83ScpanbiY6U8HVp5cULC080qQAUq7pIPelvHv1qelotqrhHRPWwJPsanU9cNn/kUA77b9t/L9dYFw1AwW0pdVc8ws0UMSW4bvVnNJ6b6zshpW57LJPZJ70CdOgWkpctz35HsB21NymojiX3krQJKSh8lQXupS0khSlbqPbv2FY8Tw46Kwg2IuAwUBqPFjI99w8URl84/mr6Tat+KvpAEgHYkFauZVjLRQl7Iba2XJIhoCpSByfPk0Nz3Wfs+f6qsQs6wu47ew5ZaH+UxVuT05rZ5Sk+bI791j7PnQYWO6Y4JiuKysIsuORmrFNW8uRAdKn2nC7/AOZyDhVuFHckeW5Na5vRHS5nGmcRaxGIi2Rl9RltClpW0rYjdLoV1B7pKeyuyfd+j2rbXrPLBa2ZKostu5yYjzbD0KC805IQtZ2AUgrG2w3UQSDskn4VtY19s0q4SLRHukR2fDSlUmKh5JeZCgCkrQDySCCNtx33oERd/Dzo7fVSlXPCYjntkKPbXUIddab9kYILLIQhQSlCCkEAADfv51sk6N6aJdubxxKGtV4BEvq8nAvdQWSkKJDaisBZUjYlY5E8u9bs5niKYK7mrJ7UIba1NLke2N9JK0nZSSrfYEEjcb7itbkWpGM43klgxSXMDlzyGX7JHjsqQpaP0TjnUcSSClGzSgFbHc7D1IDQ3Dw6aN3SPCjT8MacTb1PqYUJb6FhTw2dUpaVhS1LHuqUoklPYnbtVafDxowluA1+QFsWm2QW7bGDiVL4xW3Uutsq5E80IWhJSF7hOw22pb/LtlFwXaTd4YnNte0Lil9IdS19so33Cf17bVhjOMMNuXeBllnMBt3orle3NdJDm25SV8tgdge2+/ag0A0Q0qTfXslGFW83F96RIceUlSt3JDYbePEnYc0gBQA2JSknuAarRorpe25bnW8OgpVamW2I2wVsEN/+UFp32c4f8CsKKPNO1KUZHj6pUaCm+QDJmtdeMyJCOo+3tvzQnfdSdu+43FYEnUPAochmJLzOyMPSEuLabcntJUsNnZZAKu/H4+lBThWnuIadwpVuw20Jt0abKcmvtJecWlb7h5LX76jsVKJJ223JJ8zSjrTrzHE24kie5k1rTGivKjvvGY2ENOpG6kKVvsFAEEg99iDWIc5s0W43SLd3PkyLbhGKZ8x1tqNI6wVxDayrc7FJB3A7ntvQKOiku1qFj0+/R7FYpjd2cMl6JMcgvNOogOtoCyh/ZW6FEHYAAnfffatDqnrbjWmOml71VTFlZLZ8fTznosT0Z55tIICj+kdQglJI3Ty5d/Kgcaimau3iJmWa62DHpmjObfLOS3GRbbfb0P2hS1OMxFynCpwTukAG21n6fLdOxA3G9C/FDiS7/h+PQMbv8t7LLlPtCnUJitotcyEyt6U1LDj6Vp6bTTi+TaXAoJHEq3G4PRRTc4PrLHz+VbZFgwjJF45eEurgZGtEYQZCUAnfiHjIQlXFQSpbKUkjz7p3W0rILFCmptsy8QmJamVSEx3H0pcLSfNYSTvxGx3PkKDYUVo/y0xZ5phcDILfMXMZcfiNRpTbjkpCNwrpAK9/Ygjt5HzrCjak4eLM3d7xfIVnJt7VzkRp8plp+Gw4kKBeSFkJ234k7kbg7E0CporUN5ZjMhLpjZDbnCxGTMc4ykHpx1Dkl1XfsgjuFHsR33rRY1qpiuTWi85BFujDFrstxctr02Q62hha0BBK0L5FJQeokAkjc+Xw3BaUUkMK1OxfNbNbLxDuDcY3kv8AsMWS4hEh9LLi21qS2FEqG6Ce2+w2J2oveqOJWS42CAu5Il/lDeHLEw5EWh1DEpESRKWHlBXuANxnP177DbvuAV9FYtsutsvUJu42e4xp0R3fg/GdS42rY7HZSSQe4IrKoCiiigKKKKCDXhs+uD+Kxf8AIqbVs+qj941CXw2fXB/FYv8AkVNq2fVR+8aDLoorzcUFmdERPhvwnXHm0PtqbUpl5TTiQRsSlaCFJPoQQR8DSdxLTyz4ZKflWu75PLVIQG1pu+SXC5oAB33SmU8tKD+tIBpSe0xvaDF9ob64QHC3zHMJJICtvPbcEb/qNDcmO8t1tl9ta2Fht1KVAltfEK4qHwPFSTsfgoH40DZal6LzMuypjPMVyG3Wi+otUiwyk3W1KuVvm295QUtt1hD7CyoKG6VJeSBuoFKt+zaWXwTxrPbWLGvP0TYcDH4FpgyZFoUqemVGlCUZDr/X4uNvOjZ1kNpK2yU9QH3qk4CD5EGigjldvBfi+T2lpjJciJuT6p6rnJtkBEVl4SOLjTcdpanFRm2JDTD7YDilcm1AqKXFprIv3hQkSZ8qZi+YWa2i5osKrkZeNiQ7Iftk9MwOBTUhlKUvLQOaClXqCOwEheSfLcUck+ooI+5FoTmtt0Vg6bY9ebLdbnHyqFd2X3bUWYjMVN0bkuIXHMg9RKG+Q4hxPPbYcd61R8IuSR5CFWrU+zMRfkhVtcjv4qp4FbtwM15SP/FgNNclFDbaRybTts4SAakvunz3HpQSB5mgjdbvCXktqetYiaoWtbFmgY9boRfxx1x9DVqfkOBRd9sG7jolOIUoJGwCOx2IKm1C8NEDL52d3mx3+NZrjnNhNneW5a0yWY0hTS2FTkpSttZeLDhb/wDMA91BO/HYvXuD8aNx6igZnHtA79btWIGq97zq3TZUOB7GqLEsRhpcK47LTyuXtCyUlbCVoCwtSAoo5rGxCakeEZ15++TRnEJb8/K4eVQGpNndkRY7jEpT5beaclEu8+otBLS2E/RVw3CuUi+SftD+dHJPqO1BGNfg7vkmwQrNM1GsQdbuEy5zZcTFVMvSZC5jcyKpLntanEdJ1oIUCpSXGlKTslQS4neWzwrrsOTMZBbcnskmM1NuTjluuOPF9hyJMkNSFABMlHGWhxriiSPdCFFJaUQFCQHJI8yKNx60ELsG0L1ByLKsoguWdWMF2Wh5q+3JtyUhKG55kiMzESmPyDhU4S8qXKUgJCOXFYAfrD9D5OJx8jhG/wBrnJuzM5qBPdsu9zj+1ureeTIkKdUmU2HFDpoLSOKEJSouEci6+6R37Ubj1FBGKJ4OshiQ5kRGp1nWm5SrjcJqXcYcU0qVLtjUJSmm/bNmm0llLob94BRISUp4hKlxHwx3GwZtaMwvGex7obcYUt5AtBbfenR4HsSlIfU+stx1oAX0ClRS4VK6hCtg/HJJ8iO1G49RQMNnfhyuN3yPIsytOShap7E+XGgezFElU963qhpbMsubCLxVyDPTGzmyyvYcaQyfDDqHCtWDS4dyxt2/M3mLKvhcs3/uyHFZsc6GkKhiSDKc6klvmsOp5q2WEoCeNSy5J+0P50bp79x+ugjsx4Rvkxy2t2XP1NxYhhynjLtpel+1RUKDIjvpeQGIxUQXI4QorSCkOI33rHZ8HUc2LF7bNyizLmWOw3qwTpcfHi0J7dwUwsvpQqQstPoXFbPIqcCgt0cUlQUmSHNI81D+de7j1FBHJfhOvq4pC9RbO7Jm3WXeLr1MZUY8h96zNWsBpoSwW0hLXVPJThUsjuNtzrZ/hAzS+WG52TIdXrVKM5i0stPsY7LjqYMKKY5WCi48lKUFKWAVcAo++hxO6TJ/kn7Q/nRuPUUEdnfCdc/yjuj0LUmPBx68zLxMmR4tkUzdCq5Q0x3imaiQG0qQpJcbV7OeJUQQrzraZV4b77k+gF/0WRmON2qfkTKYku9W/FVNIWykISFKjCX7z5SgAudQJJ7hsDtT67j1o5J+0P50DMZ1oln2SZLgeX41nuK2O6YdLlXKT1cUfkx7jNkQ1xHXChM9tbaOm4opTzWoEJ3WQCDokeFW4xsrw3JomewVGw3y6ZBem5NkW4u7SrjGcjSQ2pMlIjNhp1QbSUulJCSpS9iFSE5J9RRuPUUDR4Zolk2H2qJp+xqPvp9bIjsODbIkB2Hdg2oEIS7c25G5SjkSnossubhG7hAUFpvMPCtKynNUZKjUEMwIcZceDEkW52RJAdgqiPe0SzIS5JCk9NaSv9IgpVxc2UdpAchvtuN/SjcetBGi1+Dy7WaRZZsDVBlEq0WaZbOZtcpaS489LdSpKVzlbtIMxQ4ul148Bs+nc72G/BhPlQr7EvupUSSb1jMawFUayvNIDzEaOwiStp2W62obRW1cEJbWSVAukceMntwPMijceooGBneFqXcrbldtl5lakqyMtzo8tmwKTJgTklhfBKzJIct5XGR/4QjfgpaOsQQU5srw1yncHZsEXMbezeGcoTlgeNkKrSuSUdNxhdv64UqMWyvi2X+SVcFczx2L4lSR5qA/7oCkkbhQ/nQMXjPhhRid3tc2BlECfFiw0RZTF1svtK0rbeeebehLDyBFX1Hzy5JdCkoSNkndRSLHg3ylhuKx87NqW1+UC8hnJ/JdxAeeVa3LaUNBE1KWEFl5aiAD+k4kcQCkyi8/KvaBCaLaaSNJcAhYTIvwuy4rz7xfS0622Oq4pfBCXnXnQlPLYdR1xXqo0u6KKAooooCiiigg14bPrg/isX/IqbVs+qj941CXw2fXB/FYv+RU2rZ9VH7xoElrbiGYZ7pVkuH4Blr+L5DdISo9vvDDzjTkJ0kbOJW2QsEd+6SDWF4fsCznTTSex4bqTnMnMMjgNrTOvMl915yUorJCit0lZ2BA7n4U4tFAwfjHw9N00Uy64WHG5d0yK4xYFvbRCiuSZDzTUvqJbShAJ2BccUSAPPudgNqljUWxauNWPB4kOBjN1xxeR3RblndeMm7oDMdLXX6iUNKW0hv3Anf9EpWxKlGn5IBO5FUhpseSRQRGj+JTXiVjVonR9L765OXi9plXxteHXNow7kqSyi4pbbWgF0NNLcWltJJVxPFSuJp5LjmmevaIZfmuNpErIIkO6zrG07j0yO4/0g4uKwuG+G3lOEBLZ225H3k+YFOr029+XEb17wR6UEbsc1Q10ay62Ypllv6IuEKyzmLg1iE9caQp9wmdGW4z1ERXGkbJCnlJAV7yuxOybd1o1yx7FLs1b8VyO75ExIyZ5KJmMTS2PZ3UmGlKwhKFoUhSAhLfLqbq2UOCt5bcRvvt3FU9NHf3fPvQRFv9tyDMXRep+nkdmZbtWcauUCZGxpyLKfhlmMXZLpUCtRbDjzSnjx2SgpVtsRS78ScDIrjnODptdiN2t0a0ZLMejyLYqdBM1uI0YXXb+iVFRdSgEgklQT3p/wANNhXIIG9elCSdyKCLUnWLxA41Y8XM3HH7xOuNttl2uXseKS0twUPykNyI+yFOFTzSNzwHvAEqUAEgG5D1S8TEe6SJzuNMXuK1fMks8a3IsD8NclmG24uBJ9oU4QhL5S23uU8SSSFd9qlAWmz5oFHSb7e6O3lQRGvtzz7WTE9OMnXbJqL3CybHpBRNwqdCkWOWtl0TXFpkhPNlC1I3KFcfc4qX3BrY2nNNbH76b1kWD22ZdLRZMvZhXP8AJZ9D3XiSEJhKbVyUtLclscukkkucN0k1KgNNgFITsD6UdJvYJ49h3oIv/PnrsmTaoOQ6fTrA3Ni3Nt64MY7Ou7DdwQiP7IgIjJLoYV1HVlxaE79Lh2PenB8RGskzRnALBljs6ywnJ96t8CY5cXEsNdBe65CW1vrbbQ50218Os42ncbb8uKS8HTRvuU0ms8wG259Cgx5s+4QJFrlidBmQXgh2O+EKRyAWlSFbocWnZaVbctxsoAgI74/rlrVKt+Iypcix3e2ZZbLpLTf8bskm9W+NMbkMoiw3DAW9xHTU6pbu/EqSUjbiSdv85PiMjZhP/wDdMaZZ4GcixNRk4/IaVKtblvYfRJQ+XCAlDy3Gi5x4kpIPEgin4w7CLFhFn+R7PHIQ5JemvuLIK35Dqyt11ZAA5KWok7ADv2AGwre9JvYjj50EWo+sniAvmmke/wBrtLtvyYqsse5WybhdybXCkvTOnMCC7wQ+020sELbUQA0VHsvtupGq2tMHPRg6sfl3GChyZAkXlnG5LTLklNvQ8y42rdaA2p0qBWo8NyUb7p3MjOmj7IoDaEkEJA2G3/VBC7H8/wBcomms7NrTiL0zNLXpZa5qJd1w6ULnJvLXaXAc5dNx7ksKIbSBsV8hyBFKHPPEXqZpKZiM5uePsxG8vhwI9wnQxa25trchqfdDC5LyY5eSsBG63kggL2BWAkyu6DXPnwHL19KTOcaeWvOE2xyRcrlbJtnkKkQZtveSh1ham1NrIDiVoO6FqTuUkgKVsRuaBhM4GV6seDa5XTJJNgzHILjEbuEU43HTMjdZMhKmgwWluha0Abc0KPcK27Ct+3qNr9cJVttMLEG4c245LeLW+h+1vFiBbmYy1Q5q3+QQpKlpZ+I59YpTsW1U9mK4hYsMtDdlsUTpMJWt1ZJ3U66tXJxxW2w5KUSo7ADc9gK3AbQDy27/AP8A3+qCPOk2qOv2U5nEsWbaeO2e23O3NT0T1W5SERnoyizPiu8l+a3S24wrtybWo7EIJpQ6h6j5/ZdVYeB220TYVlnWiPKh3pOOzLpHenGYEOxXVxwRHKWByC3Nkkub77IIp5UoSn6KQK8LSCdynv8AtoIxzNZPEYzYlSWtOlJuxfyll2KuzS1twG4jq0210rb3MhLqQ0r9GCV9RXAbpIra45qLqvd9SsQRmGL3uy2t569QJ7Ea3uyoZfR7OYq1PtoIDXFTwS6vgkkK37ipDqbQruob/wDdehtAO4T8SaBlcv1K1Fg6tP4Jb7NMt1tU1anrXczjk24xJ5XJ/wDGsrfYBbjLDKSlKnSlKVLCySkEUhrlrD4k1Y+XLfga2buvHMguEppVkkLTb50SS2mCwDyHtBfQVpCUHkdgsdqlHwRsRt2PavOi39mgjvi2pmtSM8bwvLoZbDjVkk2+c3iU8xJ7byXFT0F5nqNRltkttgOrTsUcj2X7uj8X+VZvLj5NpWNP7jccbu+EvS7fOh41Ku/tV7EkJTGV0ELDCkNJStKlgBRc7KBb2MpA02Fcwkb+W9elCVeYoI04nq1qxcLte8Yk2aVjzVm6Zs7lwxS4ram275JadEgyeKWUOiStaVNOKQpIb4kbnekvjGtnieuGG4tl1vs8HJ4eT4varzLeiY5Iji0OyJDCXglPUUZXFlbywlGytmwrbZQ3ltNtsO4RX4cprk1IaWy4AoglChsRuO47HzFYWLYrYcLxu2YjjUEQ7TZ4rcKFHC1KDLDaQlCAVEkgJAHck9qCPmVa1eIOyXq/osemT92s9ru01iI83bn0yJ0JpqOpK2Eq9xxQccdbG6kh0J5IPYisSJk+o2O322vrxaTbbcvU66Rby5YcYfHyhANtf9lkSEMpcWtKpBZSp76JKE7kAEVKPgnbbb9XnXgbQAQE+fnQNToFnWpWZQbmjUrEVWaXDEYsuNsONx5CVt7ko6gCwoH6SFJ3Qe2586dmqUNoaHFCdh6VVQFFFFAUUUUBRRRQQa8Nn1wfxWL/AJFTatn1UfvGoS+Gz64P4rF/yKm1bPqo/eNBl0UUUFLjjbSFOurShCAVKUo7AD1JrFg3i0XNam7bdYctSBupLD6XCkep2J2rIkR2JbDkWUyh5l5JQ424kKStJ7EEHsQfStVY8MxHGXnJGOYvaLU68ng4uFBaYUtPwCihI3H7aBD5pqZf06n27R3CW7cxeploevj0+5tOPRmY7biWw2Gm1oUtalK8wsBIT3B3FaHS/wAV2A55FFvuca6WvJI8t+BNtrVrmzG23mpjkRSkSG2OmtouNE8+3FJBWE96cHL9L8WzS5wr9cBOhXe3tuMxrlbZjkWU2yvbm0HEEHgohJKfLcCsaz6M6c4/Msk6zY4xEdx1qUzb+kSA2mQd3uQ398qVuolW53Uo/E0GsV4itH0WxF4XloTDekmIw4YUke0OdBx8FkdPd5CmmXVpcbCkKCDxUe2+rzTXO4Ypf8zsjeEPy1YtjDWSNLFwbQJba3H0cSOJ6SQY5PL3lEH6G42OfA8OunlrjY5Bt7l8YiYldPlezRkXZ8NRHem40EJTy26QbdcQGz7oSsisnKdB8Iy++X3IbvKvyZeR2dNhniPdn2W1QkrUsNpQlWye619x399XrQa3FtblZDqHFweTaINvamWdq4xnXpkoSJLqmGXlNNJMUR3AhDvvFEkuDjuWgk7jVZl4nMcxfO5uEtWz2xyLCadQ+iagB2Sua3F6IQAopCVOblZ+wocdtlHbzvDxii7PKttuvWQNPuwVQ4ciRdZD5t5LHQLzAKwW3Onunkkgnc+prIkeHDSSbczf5mLx3Ly5a02t65JSG5DqQ4lzrKWgD9OVpCur9L9e1AlbJ4rbBd7jGgIxyUgCRDh3BzrE+zPyLjOgJSgcP0iQ7bnyVe77qkHbckBc5XrrplhMy6Qcivr7TlkiOzbiqPbZUpERttoOqDi2W1pQvpHqdMnmUe8Bt3qmHoRpvAuFouUWzuoesyEJZ/8AELKXihx11C3hvs6tLr76wpW5CnVn4msm5aN4PdblktxlxZfHMIa4V8iIluJjT0KY6BW40DxK+iEt89t+KUj4UGDP8QWlFruDtqnZHIalsXFFqcZ+S5hWmQpCVpOwa7t8XEK6w3bAUCVbViDxJ6TJVcUyLxcY/wAlT5UCV1rNNT0zGIEh4/oe0dsqAXIOzSd91LAIJx5nhg0nuTLDV1t9ynLansXJb8m4vOOvvsttttlxZO6gENIG36v1msm6eHHTC7SblKkQbi2u7PSnZgZuDrYdblBPtLBAP/ku8Elbf0Se9BfufiI0ltU+VbZGSPuvxEPrX7Ja5klCiz0+slC2mlJcWhLqFqQklSUbrICEqULivEDpKj5QWrLmeha4ap8iSI7xjdFIQVlDwR03FJDjZUhClKTzTuBuK1Tnhi0vXOVPQL6wtT1wfCWbw+hCFTGAw+EpCtgC2lIA8k7DbavY/hi0uh41d8Qgovka0X2KiLNis3d9KHAkITzHve6tQbSFKHcjffzNAobhrTpxa4limzsg6TWRrbRbyYj55hawhKlgI3ZQVlKebnFPJSRvuQDhnX/SrhMW3kL7oiKbQnpWyW57Ypxa0IETi0fbN1NOJ/8AD9TYpIOxq7mOiOD53IssnJBdJBsLJZioFxdSg++0sLcSDstxK2UFKyCR32Pc74zegGnzNlGPx0XZiAxOTcbe01cnk/Jj6SohUQ77sDdauydh3oPX/EJpNHdDRyda94aZpU1b5TiUoVH9oS2pSWiA+pjZwME9UpIIQQRXrHiC0qlBQjZBJccCYakMptczqyBKjrkR+g30uT5W024oBsKO6Snsocauy9CtOp+ROZPPtciRLkLS9IQ5KcLMiQmOI4kON78VvdEBvmRvxAFaq1+GfTGzqtLkBF7Q7ZX4b8V03d9SwYjbjUdKiVe8lDbziAk9tlUA94n9G2Ul38oJ7rBtkW7IkM2aa606zJc6bKUKSyebilbjpDdY2VukcVbOXabnDvdrh3m3O9WJPYbkx3OJTzbWkKSrZQBG4IOxAIpp0eFDSFGPs4yId3VAZgt27gu6PLK2G3i8gLKieRClK2J7gKIp1LBY7djNjgY7Z2SzBtkZuJGbKiooabSEpG57nYAdzQZ9FFFAUUUUBRRRQFFFFAUUUUBRRRQFFFFAUUUUBRRRQFFFFAUUUUEGvDZ9cH8Vi/5FTatn1UfvGoS+Gz64P4rF/wAiptWz6qP3jQV3C4wLVDduN0nR4cVhPN1+Q4ltttPqpSiAB+2qLZdrXeoaLjZ7jGnRXfoPxnUutr/YpJIP/VJjWHTG0azaZ5DpffrhNg2/I4aoUiRCUlL7aFEd0FSVJB7fEGsTQ3R+xaC6YWXSvGrlcJ9usba22ZE9SFPuBSyolZQlKSdz8AKBQX7OMTxe52qzX++R4U2+PKj25hzflKdCSsoRsO5CUqO3oKzLVkFnviZSrVNTIEKQqLI4ggtupAJSQQDvspJ/YQaajXLBcnyzUbSi/WKI4qHid8kXK5PtqQFtNLiOtJ4hYPI8ljtt5d6R+e4ZrdLsFtb0/fvtsueMSHmmXXL10msigBloLTKbRuG3nVFxLboHNothYUORTQSV6qB23o6qNwN/Oo/px7Wu5akXSZcRfINleagSsdkRb6lLFtKIKkPRZ0cqPtIMlalleyioBHvDjTV5DbNZcU0fxtzUzIc1g385FiNkuao2VOIRcnV3FpmW4w6y6HWw+l1YKeSUgcdkpKAQE0HZsVgJU8+lAV2TufpHYnYep2BP7AasWi9Wy/W2Pd7VJ68SWjqMucFJ5J9dlAEf9ioxRdHtW7XlVguEmbkF7x22Xy+CKxLyJ9y4wLdLiIaZUqS451XChYdUn3y4lKgASaqiYD4m0YW9Bk5Lc3LwvCoVttTqbwtBh3xElSnpEhXL9NySWTyVyBS2tG3vkKCU3URvtvWoyXMsZw9iLKya7s29mbLagsLd34rfcOzaNwOxUew3+NR2j6Za4W/JY2RM5Plb8tnNpLi2zkb6oa8fXBdT0xFcWpjf2pbSklTalp27HiONaNenHiHyGNdoOWw5siHLkYpc4EZ68e0iC9DlLVNRu4okqUgNKK0hKVlG4SnfaglM/mGMxsoi4U/d2W73NiuTY8JW4W6wghK1p7bEJJAPftuPWtuFpI3BpgfEPp7qlluV2bINK3zb7hAxu8wETusGi09JMctpSfMKIZcAWPokpNae/wCJeIZy4ZEjHZ11RZrpOjotTTt7X1YCRbS2++pXLqlKpHHi2l1ISoF0hQPEhJYOJJA386FOJR9I7VEB/TPxIXKwxb09kGXRMig4/i4aaayh9LCrrHkIFycW0hzpOpdYSrdLiVIUVH3eRJp2taGNUTlGP3bE4k244zGgXJm7QIN1+T5AkuNpEeQXOSStCAHBx5dlKCtiUpIB5C4kDc7isK/ZBZ8Zs8zIL9ORDt0BpT8mQsEpabSN1KOwJ2AqHWPRvEnmOkduvOK3O+3ReW6d2URLj+UCmFw7q2ta33lclg83ULQCtI77Dl5UrMqwzxD5FlFyUqNcRjdwtOS2t63uXpLqVqktxlQXlI3DWyFNPIAQgFAc7qXyUaCR9pzPGL4X/kq7svpjNR33VgKSgNvo5tK5EAEKT37E/r2rcc0+tRLXpFrMcJyGxLYuUptuRiUm1QHbyriEw22flBtorXs0FLQvZI2Se221ORopbM0ZzTLbdfb/ADrvjtour0qwzXrs5KWtuYht1UN0lZ5mK4Hm08t9kON7bFJoHtB3G4r2jyooCiiigKKKKAooooCiiigKKKKAooooCiiigKKKKAooooCiiigKKKKAooooINeGz64P4rF/yKm1bPqo/eNQl8Nn1wfxWL/kVNq2fVR+8aDLooooPKNh6VS6sNNqcIUQkE7JSVH/AKA7n/qsO33Zm4OKbaYlo4Dcl6G8yD+wuJG/7BQZxKR3JFWJlut9xbDNwgx5TaVBQS80lYBHkdiPOmozLKr7bPEPgeMRr+9GsVzs94lXGKAjpOushrpqUop5J25K8lD8K1y/E3Fud8NnwnEnMh9plOQrW8zOS0i4OC2+3NOIJSdmFp2QHu6eRHage/YAfAAUbp9RTQaS6/xtYrpJtEDFpdvbYitTHXnnT2YdbSptQBQN1dTqtKTvuhTKwabGXqJq1p8VNZdfbvfcTyu9+x2fI4ERpUmxyjM4JhS0ob49B0J6bb/H3VKCVkFSVUErOSB/yH869HE+WxqItsyLX+93PLb5a86kjHsQvmWRLj10xtzHaip9gQylLXJTjbw5ciduPIHkSNlzA8Q7OB6HYbk2SmTk2Q3GwxLnNhxikzFNrQOpJLLaSooCidw2gnYKISeKtgkCSkdyQKCUjudqb/UDJZc/FbTarDJXGuGYPMw4rrKlJcZaWnm86k9lApaCyDsCDse1aDU/Icgx/VXSawWi+yo1uvdwnxrmwEoUmS21EUtAUpSSoEKAO4INA7+wrFutqtl8tsmz3m3RZ8Ca0piTFlMpdZebUNlIWhQKVJI7EEbEU0MvxOY2nJ12a02pV1t6LnFtgnxpSNnVPNSFl1tKtgtlBjOJU7zCRso77JJrR4/4tY2UzoduseGh92Wt1O6rkEJCE2721Lid2t1oWndKVAcTtyBINA+OO4xjuIWiNj+K2K3Wa1Q0cI0G3xURo7Kd99kNoASkfsFbM7Dz2FM5pz4jrbqFk8PG2cUuUAz8bbySNJdBcbfbUhhamUKQko6iPaEhSFLSsbpISQrcI7I/E3cshx4x8YsEq1zZKbJIRJL6XOhHm3YwVpc3Rs0+kNqUEqB+J/4HcJJq4KSQSNjWvsWP2HGIPyZj1ogWyIXnX+hDjoYbLriytxfFAA5KUpSlHzJJJ7mmm1+yi44HgtuEPVWFjdyWoMQ5VycjIVOkpAKQtTnFAQEhanOIB27DY0ndW9Y8it06zM4He4M5tm2SpcpyCpD6JNzZlQGhBXtuUFTct1ZR2X2SfIGgkZyT5ch/OjcHyqNMXLdXbtlOchrLoqYGGZrFiPtBlCFqgOWuA/7O2niouLL0h1AG6SVLHcbbUvcb1feaczeBkEN323EWXbhLWp5pqOkJZS6WUuOcEtpSlSRzcUAr3lkpT5A7Veck+XIfzpjsE8TDOoWYWnGbNjiWm5siexJddfWFtBiPFfbWELbSsBwSgAFpSfcNJzONQtT8W1uu2PW+8Srlj2XWtdusqWmG1psN5YZ6y1uEJ3Da45cd/SHuY/Ed1AUElAQfI175VF7T/wAUKrHgOnTGWh693nILfbPb57sltsh6S3JKVuBCODYU5HKQFcCoqPAK4Glbh/iMuWbS4NkXhDdomXKxt39PtF5QkCC5KMcLbWpoBxxJSpS0be7yaBJ6g2B89x570FSQNyoD/uo/6Fa33W/4vb7FnsluLcGcSTkci/S5DQZU0ZT7BU6nihLZT0kqP/HZR8ttylbVqrqTGkqs07J1y0wNT41hcmrQw81NtsqI3JbbadbSlO6EupCtkkpVunkdt6CVdebj1FNdqhqLjK9LV5pjuqlsttqkktx73AlxX0yFbqQlqO64rolZcATyUeKeKuRSASGj091d1eyDJ8bsFyyC1XB+SyzbJ0q2NpdgPq+SlvPXFk+a2xLR00nlwII9QaCVgWkjcKB/7r0EHyINRJxnWPMLzatKZkjV+xw73fJSDcLXK9naTNiKfdZOySeop1a+ihpLY+kCVApBp4tCoeukVu/q1rl2x5bk3e1+xpQNme++/HzHltvsfPsKB1aKKKAooooCiiigKKKKAooooCiiigKKKKCDXhs+uD+Kxf8AIqbVs+qj941CXw2fXB/FYv8AkVNq2fVR+8aDLooooCiqXHG2W1OuuJQhAKlKUdgAPiTWJBvVmui1N2y7QpakDdSWH0OFI9TxJ2oCXZrRPdD861xJDgHELdZSsgem5FVt2q2suoeZgMNuNthpC0tgFKB5JBHkP1U0usGsWU6R5faZsvG0XXBXIrj1+mxELMyzoCwkSSgEh1gFQ5hKQpABV7w7Bv8APfEnn2KqtUu1XXCbhbL2i+vwpiYclTbjcJkPMAKQ+eReCkp5JB4k7hKvo0EnkQ4rZJbYQknsSBVtm2W6OyY8eEw00o8ihCAlJPrsPjTD2nxLX/IbhOxWDgC7fk68ITkdqgz31FMi5BpKn7evppLgUyt1hKtkciF7hPYinNwvU+yZRJfxxx0N5JaYjTt5gNBbiYbxSObQc24uFKjx90k+XrQKhFmtLTTrDdsipbkHd1AZTs5+8Nu//dW045j6EqSiyQUpXtyCY6ADsdxv2+BpB2rxGaUXeLGmM32Qw3K5KHtMB9otNh8sB13kj9E2p1KkJWvZKikgHsa2mUaz4FhuU/khkNwkxZ3yWbupfsbqmEx+qGk7upSU8lOEJSkHcnttuRuCqesdqfuUW8PQkLmQW3Go7pJ3aSvbnsPLvxA389u3xNVzLRargpK59tiyVJGyS8ylZA9BuKQjXiA0zeucW0M3aWuRJjTJPaA/xZEV1LL7bp4fo3EOrQgtq2VuoDbuKxsU1stOb55a7BivRnWS62a4XFFw5LQ6iREmpivMKaUkceK+YO53CkkbeoOK3aLW0ptTVujIUyng2UtJBQn0HbsP1VbFgsYCALRDAb3CB0E+6CNiB2+IJpAzPEfpBBYmSZGVAIgPNMvcYrylEuIU4hSEhG60KQhSgtO6SATvWdM110wgSLvFlZKhDtjkMQ5iQy4dpDyw22y3sn9K4pZCQlHI79tqBaRrVbIbhdiQI7KykIKm20pJSPIbgeX6qpXZbQ4FpXbIqg451VgspIUv7R7dz+um9keJHSeK9LbfvcpLcOJEluvm3yOkUyVqQ0hKuHvOFSVboHvDirt2O28v+ruA4yi3rvF9Qz8pQjcmQGnFqTDHAKkuBKSW2klxsKWvZIK0gkE0ComWm2XAITPt8eSGu6A60lYT+zcdq9Nst54kwmfcX1E+4PdXttyHodvjTeab6m3jUO7ZTLh2xpGP2Se9aI3Jt5qY9LYWUun3wG1NKHHiQQQdwr1q9g2r8PJcEu+cZBbU2BizXi6Wl9pyYh3vDmORuXMhKQVlvfbyHIDc+dAvGrRa2FuOsW6M2t08nFIaSkrPqSB3PernsUQF1XszW742dPAe+Ntve9e3rTDWnxa4xd8awy8IgxETMuvi7QqEm8MqMJCZL7CXlK2HPkWAQgAfT232HI7zC9bLnOtNsl6gW+HjEmRIT7SmY4plLbbjKHEIAX36gcWtk7+ZjuK2SCEpB2WbTa4/DoW6M30zyRxaA4nbbceh27UKtFrUXiq3xyZG5dJaT+k3Gx5du/Ykd6Tt/wBU8KxnIYWK3e6LbulxS4YsduO44p1SGXHigcUkcy204oI+koJOwNIXUrXK8RNBU62aQWJN/StEWfHt9wjvR3J0Fa0hzpAlKkL6ai4jcKCuPHb3gQDsJsVkQAEWiGAE8AAwkbJ35beXluAf21ULNaEoabTbIoSwSWgGkgNk+fHt2/6plca8SUXKNTJNpgqgIwljD42UM3XZbj8ouvlooASdkBBABHFRKjsNqVg8R2jnGAXMyjtG5RH5zKXGnEKSw0socW4Cn9GAtKk+/t3BHnQL5qy2hgksWuK2SgtEpZSCUE7lPl5bnyrw2OzKZbjqtUQtMnk2gspKUHz3SNtgf2U1N48SGMWnMbFAeQ43j11td0mSJ70WQh+K/Dkw2ChbBbCkoPtfIuHtsAewO9brU/VW46e3DFlM2O2zbPfrozbZcyRdlRnYpePFpbbfRWl7dRAIU41tunYknagV1mwnFMfsjWOWmwwmLay68+mMGgWw464p1xex7bqcWtR/Wo1sU2q2pASmBHSA0WQA2AA39j9n6qSGleo8jUaDkkiXjy7O7YMhnWJTCpQfW57OU7OEpASkqChukFQBBAWod6RN78QGTY1nEjDb5pu003LnwYFlmtXgupkLkyzHT7UkMARTxSp5KUqeJRtvxUSADvt47YGXG3mbLBbW0d21JjoBQfUEDtWw8u1MfjfiLuWYXC3W7G9PnXn7nj0u7R/aLmllBlR5iYrjBPTJS0HCSXiOXFJIaUdhV2drzlMDRKVqfI0ymuXaNKehm0W19U8OFtxTfXZc6bRdZJTyClJb3T57UD2UUndPsmlZjh1ryabZpNqfuEdLzkOSgpdZUR3SoHuD+r8T50oqAooooCiiigKKKKAooooCiiigKKKKCDXhs+uD+Kxf8iptWz6qP3jUJfDZ9cH8Vi/5FTatn1UfvGgy6KKKCh5lqQ0th5tK23AUqSobhQPmCD51hW3H7HZ3FvWq0Qoa3BxWqPHQ2VD0PEDcVsKKDQzcLslwyNrKZXti5jURyEG/a3fZ1srO6krY5dNW5HmUk0krT4dtKbBcceuVisUm2qxaTMlWliJPfajxlyju/s0lYQUq8uJBAHYACnLooG6+YTTz5dsmTlm7m64/NlXCDLN4ldUOyBxeCzz/AEiFJ7cF7p22AFbexaV4VjeaXjUG1W1xu+X1sMzZCpDiwtAIOwQTxT3SPIDypXUUDYp8OGkyOATYpQQEhpxv5Qf4PsiQqQll1PPZxtLzi1pQrdIK1bDYmt1mGkGBZ3d0X3JbS5ImogG2hxuU61ux1UvAEIUASlxCVpV5pI3BG9LSigbN/wAO2lz8dLHyZcGlhue2uQzdJLch7211D0lTjqVha1rcabVyUSRxG21ZGF6Cacaf3uPf8WgT4smK1NZZQq5SHGUJlyPaJGzallHvvErJ28ydtqcSigZ13wmaIyLbMtMmwXF+NcOn7UHbxLWp3hz4clFzfsHFgd+w2HkBWzuXht0iu8273Kdjzy5d6kxpkh8TnkrQ/HdDrLjRCv0SkrG4KNj5059FA29+8PumWSolIvVrnSBOiR4Une5SB1m2FKU3z2X3UCtY5eeyiN9qy77odpxkbFuj3OzPFNstZsrPSmPNFcAlsqjOlCgXWyWmyUr3BKaXtFAmMO05xnA41yiY01MYZu0565SUOzHXh13TutSOaj0wT34p2H6q0+P6G6e4224xCgz5Md6ZOnOxrhcX5jDj0xzqSFKbdWpKgpe6tiCASSNtzS/ooG1heHPRm3WqyWaFglubjY7cTdbd+j3cZkl1bvLmfeUObijxJKfIbdhtusl0nwnLozsTILa5KbfnJuDm8hwFbgRw4kg7lso3SUfRIJBHc0sKKBD37RrA8lzWBqDd4Mx29WtbbkR1M99DbSkIcRuGgrh3Q84lXb3kq2O4q5F0jw6DiFjwWCm5xrPjq2FQGGrnISUJZ7NtqWF8ltgduCiU7Adu1LSigageGHSFp512DaLjAS7Zl4/0oN2lR2kQVOl4toQ24EpPUUVBQHIE+dVQvDHo/AU/0bHOU3JtkmzusOXSStlUR97rOI6ZXxG7vvA7bggbEbU6tFA21+8PunWTtxm78i+TDEtcmzNOOXyXzER9xpx1BV1NySpho7nuOA2Nbm8aU4ff7jAuN3YnSjbm2EMsLnvezqLK+bSls8uDi0q7hSgTv8aWFFA2Nk0IxzFstj5LjV6vsNBuE66zoq7nJkImypSQlalhxwpA90HiE+YG221XV6Aafv3GfdJbuQyn58wXA+0X+Y6iPJDodS6wlThDCkqSniUBOwGw2HanJooGzmeHfTWWuO4yxeoCotndsTPyfe5cXhDcWFuJ/RuD3lKAUV/SJ770rcNwqz4NYk47aHrhIiJUpXK4znZjp3+BceUpRHwA32A8q39FB4AANgNgK9oooCiiigKKKKAooooCiiigKKKKAooooINeGz64P4rF/wAiptWz6qP3jUJfDZ9dH8Vi/wCRU1oDyG4oBWkHl3BPw32oM+ikznt/yKxYvNueJY4q/XVgJLEBLyWy7uoAndRHYAk+vbt3rC1BzWbhumN2zhyLGjyrXbTNVHlvBLaVhIJQtaT8D23BoFnRTE2nxV4pcZaLOmG37Y6tDbbip7KGFK67zC1KWSQ2nqMKCOR3XzQOxO1ayH4wcXZSzAu8SGZjy30tuRri2WVITIeZS4Se6W92VBS+4TsfPyASJoqOePeMGyTcXF+uWNrBj22HOmOMTWVNpU//AMW2+RfcSnYjkhtQK0rQO6TstMm8QVoxzNPyKTjsqbIFwiW5TqZsZpAceR1P/qOJAUEdwgkKXsQkHagdiimKjeKqxS5MZlnHyfbJDEKOlc9ttTkl2X7OlA5gJUASCVIKh3ABIO4yIPilxa4ZArF2LYhFwTOMEpeuDTbYcTzJQVnsHSG1FDX0lgKI+iaB7aKj8rxgYtEW1EudiDc11p5xLDVyZUTwSwU/S49lGQU7+rSx3I7er8VtrmRsdcjY8IDuQXRcJtM+4x9uk29GbcUktrV+lBlJ/RK4rTwWVDbiVBICimDPiwxu1yLlb7vAbdftsqewpyLKQWiGZsqO2e538owKyPol1sbHkKof8Y2BNMLkotj6m0RI8obyWitQdjRpOwbQVLPFuW32CSoqCgE9t6B/6KpStJG+4r3ceooPaK83HqKOSfUUHtFeck/aH86Nx6ig9orzkn1FHJPqKD2ivOSfUUck+ooPaK85J+0P50ck/aH86D2ivOSftD+dec0faH86CqiqeaPtD+dHNH2h/Ogqoqnmn7Q/nXvJP2h/Og9oqnmj7Q/nRzR9sfzoKqKp5o+0P50c0faH86CqiqeaPtD+dHNH20/zoKqKp5o+2n+de8k/aH86D2ivOSftD+dec0faH86CqiqeaPtD+dHNH2h/Ogqoqnmj7Q/nRQQc8Nv1wfxWN/kVrfFJdsytur8n5GzWZAim1ttrQi6R2XG0OLCVNJY6gWppW4KnCkdP3l7lKSDsvDb2mA//AOpG/wAilprL4e29SdUF3x7OLjb1G0qcbQhlLhaKFABCVEjZokkqQBurfbkB2rXZztV3rMU0RjOMeODuOwGdcjzPnSrKMuqwo0Kv4dLxjw/vqbnQ2bmr2vsZF5zRcqI9GkrS0zfIcslHJakRy2h0q6KdyeolJJIRvxBIqYyqj1pt4fWcJ1iRlMfM58g+wvSuiGEt7pddILBUCd2RukhG24KBsoDcVIQ/CmbbNyzamLkeP1xR28znkudc4W7uR1Y0xbpifl0d+M81sjsTVChuO9XD5K/bVs+VbFxC0R3qhYCkkEfCrh86tnyP7KCz/wAvIVaUB2/VV3/kKtK/9aC0sD086tEA79qvOfCrJ+NBbUB3PrVon4enarx8qsHzP7aChXerRA3q6fKrZ8/+qC2oe7v+urSu529Kuq+iP21aP0jQW1DcdzVlYG+21Xz5VYX9I0FpQHpVCh3q4r/1q2rzoLLgHftVpSR27Vec86tK+FBaUPwq0e/c1ePxqyfKgoI+NWldtzV0+VWleSqChz/0qyoDbyq85/6VaV5f90FpQB7GrSgCe4FXj51ZPnQWlAelWlgAdquq86tueVBZVVtXcb7Dt+qrivKrZ+iaC2ry32H8qtK9aur+iatK8qCg9v8AurSvI96uqq0r6JoLRJ286tq+NXD5VbPxoLahuDuaIcRU6W1DQ4lsvKCApYURufL6IJ/kKD5H9lUsSX4jyX4zpbcSCAofrGx/Cgu3SzSbW0w5IcaUJAUUdNRPYHbf/vsR+og0VjyZcqSlCH31uJb34JUrcJ39B8KKD//Z" width="453px" alt="ubsi stock price today"/></p>
<p><p>United Bankshares Inc. announced Monday a deal to buy Carolina Financial Corp. in a stock deal valued at $1.1 billion. Under terms of the deal, each Carolina Financial share will be exchanged for 1.13 United Bankshares s&#8230; To opt-in for investor email alerts, please enter your email address in the field below and select at least one alert option. After submitting your request, you will receive an activation email to the requested email address. You must click the activation link in order to complete your subscription.</p>
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<p><h2>Live Oak Bancshares (LOB) Q2 Earnings and Revenues Top Estimates</h2>
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<p><p>Zacks Rank stock-rating system returns are computed monthly based on the beginning of the month and end of the month Zacks  Rank stock prices plus any dividends received during that particular month. A simple, equally-weighted average return of all Zacks Rank stocks is calculated to determine the monthly return. The monthly returns are then compounded to arrive at the annual return. Only Zacks Rank stocks included in Zacks hypothetical portfolios at the beginning of each month are included in the return calculations. Certain Zacks Rank stocks for which no month-end price was available, pricing information was not collected, or for certain other reasons have been excluded from these return calculations. 4 Wall Street analysts have issued twelve-month target prices for United Bankshares&#8217; shares.</p>
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<p><p>UBSI’s beta can be found in Trading Information at the top of this page. A stock’s beta measures how closely tied its price movements have been to the performance of the overall market. Style is an investment factor that has a meaningful impact on investment risk and returns. Style is calculated by combining value and growth scores, which are first individually calculated.</p>
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<p><p>On average, they anticipate the company&#8217;s share price to reach $36.25 in the next twelve months. This suggests a possible upside of 28.4% from the stock&#8217;s current price. View analysts price targets for UBSI or view top-rated stocks among Wall Street analysts.</p>
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<p><h2>Financial Calendars</h2>
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<p><p>An industry with a larger percentage of Zacks Rank #1&#8217;s and #2&#8217;s will have a better average Zacks Rank than one with a larger percentage of Zacks Rank #4&#8217;s and #5&#8217;s. The Zacks Industry Rank assigns a rating to each of the 265 X (Expanded) Industries based on their average Zacks Rank. Compare</p>
<p>					UBSI’s historical performance</p>
<p>					against its industry peers and the overall market. <a href="https://bigbostrade.com/best-markets-to-trade-what-are-the-best-markets-to/">best markets to trade</a> Our Quantitative Research team models direct competitors or comparable companies</p>
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<p><h2>NewsUnited Bankshares Inc.UBSI</h2>
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<p><p>To see all exchange delays and terms of use please see Barchart&#8217;s disclaimer. MarketBeat has just released its list of 20 stocks that Wall Street analysts hate. These companies may appear to have good fundamentals, but top analysts smell something seriously rotten. Financials stocks slide into the red, bucking an earlier rally regional banks that buoys the broader U.S. financial sector. When it comes to dividend investing, not all bank stocks are created equal.</p>
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<p><p>The Style Scores are a complementary set of indicators to use alongside the Zacks Rank. It allows the user to better focus on the stocks that are the best fit for his or her personal trading style. Transparency is how we protect the integrity of our work and keep empowering investors to achieve their goals and dreams.</p>
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<p><h2>Time to Upgrade!</h2>
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<p><p>Get stock recommendations, portfolio guidance, and more from The Motley Fool&#8217;s premium services. This bank&#8217;s acquisition strategy has enabled it to grow its dividend for decades. Founded in 1993 by brothers Tom and David Gardner, The Motley Fool helps millions of people attain financial freedom through our website, podcasts, books, newspaper column, radio show, and premium investing services. The industry with the best average Zacks Rank would be considered the top industry (1 out of 265), which would place it in the top 1% of Zacks Ranked Industries. The industry with the worst average Zacks Rank (265 out of 265) would place in the bottom 1%.</p>
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<p><p>As an investor, you want to buy stocks with the highest probability of success. That means you want to buy stocks with a Zacks Rank #1 or #2, Strong Buy or Buy, which also has a Score of an A or a B in your personal trading style. Data are provided &#8216;as is&#8217; for informational purposes only and are not intended for trading purposes. Data may be intentionally delayed pursuant to supplier requirements. The technique has proven to be very useful for finding positive surprises.</p></p>
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		<title>Moving Average Convergence Divergence MACD Technical Indicators Indicators and Signals</title>
		<link>https://shipraded.org/2021/08/06/moving-average-convergence-divergence-macd/</link>
					<comments>https://shipraded.org/2021/08/06/moving-average-convergence-divergence-macd/#respond</comments>
		
		<dc:creator><![CDATA[root]]></dc:creator>
		<pubDate>Fri, 06 Aug 2021 14:53:11 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://shipraded.org/?p=1828</guid>

					<description><![CDATA[Contents: How do traders use moving average convergence/divergence (MACD)? Trading indicators explained MACD Formula Moving Average Convergence Divergence (MACD) Aprende a utilizar el indicador RSI – ATR y MACD The MACD signal line calculation formula The SMA is plotted by <a href="https://shipraded.org/2021/08/06/moving-average-convergence-divergence-macd/" class="read-more">Read more</a>]]></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 do traders use moving average convergence/divergence (MACD)?</a></li>
<li><a href="#toc-1">Trading indicators explained</a></li>
<li><a href="#toc-2">MACD Formula</a></li>
<li><a href="#toc-3">Moving Average Convergence Divergence (MACD)</a></li>
<li><a href="#toc-4">Aprende a utilizar el indicador RSI – ATR y MACD</a></li>
<li><a href="#toc-5">The MACD signal line calculation formula</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://day-trading.info/wp-content/uploads/2021/03/image-a4TR2ZdqhBQAHDb5.jpeg" width="301px" alt="indicadores macd"/><br />
<img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://day-trading.info/wp-content/uploads/2021/03/image-RdKaiHZPkQ5MOqwD.jpeg" width="305px" alt="indicadores macd"/></p>
<p>The SMA is plotted by taking price data from the defined period and producing an average. For example, the 10-day SMA is plotted by calculating the average price over the last 10 days. The EMA, on the other hand, is calculated in a way that gives more weight to recent price data.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://day-trading.info/wp-content/uploads/2021/12/forex_featured029.jpg" width="300px" alt="indicadores macd"/></p>
<p>The MACD is a relatively simple indicator, easy to comprehend, appeals to intuitive logic, and therefore resonates well with most traders. It can be a powerful tool if used effectively, especially for assessing the strength and momentum of trends and consequently predicting their continuance and potential reversal. This Pine Script for TradingView is a technical analysis tool that visualizes the average of several popular indicators in the trading world. The indicators included are the RSI , RVI , Stochastic RSI, Williams %R, relative MACD , and Bollinger Bands price distance from 0 to 100. After all, all the data used in MACD is based on the historical price action of the stock. Because it is based on historical data, it must necessarily lag the price.</p>
<h2 id="toc-0">How do traders use moving average convergence/divergence (MACD)?</h2>
<p>That price is increasing while momentum is decreasing, so there is a higher probability of a pullback or reversal occuring. As a moving average of the indicator, it trails the MACD and makes it easier to spot MACD turns. A bullish crossover occurs when the MACD turns up and crosses above the signal line. A bearish crossover occurs when the MACD turns down and crosses below the signal line.</p>
<p>The mathematics behind MACD is relatively simple and powerful when used effectively. The basic MACD trading rule is to sell when the MACD falls below its signal line. Similarly, a buy signal occurs when the Moving Average Convergence/Divergence rises above its signal line. It is also popular to buy/sell when the MACD goes above/below zero. This suggests confirmation should be sought by trend-following indicators, such as the Directional Movement Index system and its key component, the Average Directional Index .</p>
<p>A MACD positive divergence is a situation in which MACD does not reach a new low, despite the fact that the price of the stock reached a new low. The strongest signal of MACD indicator is the situation of convergence/divergence of moving averages with direction of price. Divergence means that the current trend is weakening &#8211; a reversal is possible, a strong correction, or at least a transition to a flat. Movement in the direction of a point of intersection of moving averages which corresponds to zero bar on the histogram is called a convergence. Situation at which direction of moving averages disperses from direction of histogram is called divergence.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://day-trading.info/wp-content/uploads/2021/03/image-RBnV42wFPkdKlXvc.jpeg" width="303px" alt="indicadores macd"/></p>
<p>The MACD line oscillates above and below the zero line, which is also known as the centerline. These crossovers signal that the 12-day EMA has crossed the 26-day EMA. The direction, of course, depends on the direction of the moving average cross. Positive MACD indicates that the 12-day EMA is above the 26-day EMA. Positive values increase as the shorter EMA diverges further from the longer EMA.</p>
<h2 id="toc-1">Trading indicators explained</h2>
<p>The MACD will remain negative when there is a sustained downtrend. The degree/magnitude of separation between a shorter and longer-term moving average denotes the strength of a trend. The indicator shows the MACD histogram sign for several timeframes at once. You can see at a glance how the price is trending across higher and lower timeframes.</p>
<div style='border: grey dotted 1px;padding: 14px;'>
<h3>Mercado Bitcoin lança stablecoin própria na blockchain da Stellar &#8211; Cointelegraph Brasil</h3>
<p>Mercado Bitcoin lança stablecoin própria na blockchain da Stellar.</p>
<p>Posted: Wed, 30 Nov 2022 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiZ2h0dHBzOi8vY29pbnRlbGVncmFwaC5jb20uYnIvbmV3cy9tZXJjYWRvLWJpdGNvaW4tbGF1bmNoZXMtaXRzLW93bi1zdGFibGVjb2luLW9uLXRoZS1zdGVsbGFyLWJsb2NrY2hhaW7SAWtodHRwczovL2NvaW50ZWxlZ3JhcGguY29tLmJyL25ld3MvbWVyY2Fkby1iaXRjb2luLWxhdW5jaGVzLWl0cy1vd24tc3RhYmxlY29pbi1vbi10aGUtc3RlbGxhci1ibG9ja2NoYWluL2FtcA?oc=5' rel="nofollow">source</a>]</p>
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<p>The most popular exponential moving averages are 12- and 26-day EMAs for short-term averages, whereas the 50- and 200-day EMAs are used as long-term trend indicators. The MACD is used to determine the momentum of an asset by showing the relationship between two moving averages. The MACD line is calculated by subtracting the 26 EMA from the 12 EMA. This is then plotted over the MACD line’s 9 EMA – the signal line. Many charting tools also often incorporate a histogram, which shows the distance between the MACD line and the signal line.</p>
<p>In the case of an explicit flat, appearance of max on MACD can be considered a weak signal for sale, that is, at time of breakdown, there will be more chances of falling prices. When min appears &#8211; a weak signal to buy suggests that after breakdown, buyers will be stronger. In a nutshell, it identifies market trends, showing current support and resistance levels, and also forecasting future levels.</p>
<p>The MACD line is calculated by subtracting the 26-period EMA from the 12-period EMA. ADX is normally based on a moving average of the price range over 14 days, depending on the frequency that traders prefer. Note that ADX never shows how a price trend might develop, it simply indicates the strength of the trend. The average directional <a href="https://day-trading.info/">https://day-trading.info/</a> index can rise when a price is falling, which signals a strong downward trend. RSI is mostly used to help traders identify momentum, market conditions and warning signals for dangerous price movements. An asset around the 70 level is often considered overbought, while an asset at or near 30 is often considered oversold.</p>
<h2 id="toc-2">MACD Formula</h2>
<p>This method is used because a valley cannot be measured until a new maximum is established. Once a new maximum is found, then the percent change from the previous maximum until the minimum is calculated. The MACD is often used in combination with the RSI, as they both measure momentum, but by different factors. The assumption is that together they may give a more complete technical outlook on the market. In addition, there is the MACD histogram, which is calculated based on the differences between those two lines. The histogram, along with the other two lines, fluctuates above  and below a centerline, which is also known as the zero line.</p>
<ul>
<li>MACD shows what is declared in the name – as moving averages are mutually located.</li>
<li>It takes a strong move in the underlying security to push momentum to an extreme.</li>
<li>Generally, it tends to be the most useful when near the upper or lower extremes of its range.</li>
<li>A Bollinger band is an indicator that provides a range within which the price of an asset typically trades.</li>
</ul>
<p>A reading above 70 suggests an overbought condition, while a reading below 30 is considered oversold, with both potentially signaling a top is forming, or vice versa . The exponential moving average is also referred to as the exponentiallyweightedmoving average. An exponentially weighted moving average reacts more significantly to recent price changes than asimple moving average , which applies an equal weight to all observations in the period. Compares the magnitude of recent gains and losses over a specified time period to measure speed and change of price movements of a security.</p>
<h2 id="toc-3">Moving Average Convergence Divergence (MACD)</h2>
<p>The code uses recursive calculations for the SMA and EMA to avoid lookahead errors and repainting on higher timeframes. It is not uncommon for investors to use the MACD’s histogram the same way that they may use the MACD itself. Positive or negative crossovers, divergences, and rapid rises or falls can be identified on the histogram as well. Some experience <a href="https://day-trading.info/how-to-buy-disney-stock-for-beginners-2021/">how to buy disney stock for beginners 2021</a> is needed before deciding which is best in any given situation, because there are timing differences between signals on the MACD and its histogram. MACD can also alert investors to bullish/bearish divergences (e.g., when a new high in price is not confirmed by a new high in MACD, and vice versa), suggesting a potential failure and reversal.</p>
<p>Discover the range of markets and learn how they work &#8211; with IG Academy&#8217;s online course. A complete list is available on the &#8220;Countries where the company&#8217;s services are not provided&#8221; page.</p>
<h2 id="toc-4">Aprende a utilizar el indicador RSI – ATR y MACD</h2>
<p>75% of retail client accounts lose money when trading CFDs, with this investment provider. CFDs are complex instruments and come with a high risk of losing money rapidly due to leverage. You should consider whether you understand how this product works, and whether you can afford to take the high risk of losing your money. Please ensure you understand how this product works and whether you can afford to take  the high risk of losing money. The maximum drawdown is the highest drawdown that ocurred in the period selected by the user. It is measured from the start of the decline until it reaches a new maximum.</p>
<p>Crossovers can last a few days or a few weeks, depending on the strength of the move. → pandas.core.series.Series¶The Percentage Price Oscillator is a momentum oscillator that measures the difference between two moving averages as a percentage of the larger moving average. Bollinger bands are useful for recognising when an asset is trading outside of its usual levels, and are used mostly as a method to predict long-term price movements. When a price continually moves outside the upper parameters of the band, it could be overbought, and when it moves below the lower band, it could be oversold. Using trading indicators is part of any technical trader’s strategy. Paired with the right risk management tools, it could help you gain more insight into price trends.</p>
<h2 id="toc-5">The MACD signal line calculation formula</h2>
<p>What may be a direct buy or sell signal for one trader might just be market noise for another. Moving average convergence divergence seems to be the main pick and unfortunately inexperie&#8230; A divergence trade is not as accurate as it appears in hindsight because past data will only include successful divergence signals. A visual inspection of past chart data won’t reveal the failed divergences because they no longer appear as a divergence.</p>
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		<title>Grid Trading</title>
		<link>https://shipraded.org/2021/06/23/grid-trading/</link>
					<comments>https://shipraded.org/2021/06/23/grid-trading/#respond</comments>
		
		<dc:creator><![CDATA[root]]></dc:creator>
		<pubDate>Wed, 23 Jun 2021 16:08:36 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://shipraded.org/?p=1322</guid>

					<description><![CDATA[Contents: What Is Fundamental Analysis? Which are the best coins for grid bot trading? Quadency — Best Trading Bot for Advanced Traders Blueberry Markets It features a mobile-friendly GUI that enables crypto traders to quickly adjust the App&#8217;s parameters. Pionex <a href="https://shipraded.org/2021/06/23/grid-trading/" class="read-more">Read more</a>]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Contents:</p>
<ul class="toc_list">
<li><a href="#toc-0">What Is Fundamental Analysis?</a></li>
<li><a href="#toc-1">Which are the best coins for grid bot trading?</a></li>
<li><a href="#toc-2">Quadency — Best Trading Bot for Advanced Traders</a></li>
<li><a href="#toc-4">Blueberry Markets</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexbitcoin.info/wp-content/uploads/2021/06/image-75-400x219.png" width="305px" alt="price difference"/></p>
<p>It features a mobile-friendly GUI that enables crypto traders to quickly adjust the App&#8217;s parameters. Pionex is best known for a wide range of bot presets, as it offers as many as 16 bots right away. This might be a good platform for traders who are new to trading bots, as users can automate the trades with one of the 16 available bots. Besides, you can build your own trading strategy with the option. There you can modify the price range or the number of grids. The cryptocurrency market experiences a sideways market approximately 70% of the time.</p>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexbitcoin.info/wp-content/uploads/2021/06/image-76-400x149.png" width="309px" alt="price levels"/><br />
<img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexbitcoin.info/wp-content/uploads/2020/04/Stan-Weinstein-200x300.jpg" width="307px" alt="manually"/></p>
<p>Nothing contained herein shall constitute a solicitation, recommendation, endorsement, or offer by Crypto.com to invest, buy, or sell any coins, tokens, or other crypto assets. Returns on the buying and selling of crypto assets may be subject to tax, including capital gains tax, in your jurisdiction. Any descriptions of Crypto.com products or features are merely for illustrative purposes and do not constitute an endorsement, invitation, or solicitation. Deploying a systematic strategy like grid trading helps to avoid these cognitive biases by enabling the trader to avoid their worst enemy — themselves. The idea behind with-the-trend grid trading is that if the price moves in a sustained direction the position gets bigger to capitalize on it. As the price moves up, more buy orders are triggered resulting in a bigger position.</p>
<h2 id="toc-0">What Is Fundamental Analysis?</h2>
<p>You should <a href="https://forexanalytics.info/">https://forexanalytics.info/</a> instruments that you can make money on both in a bullish and a bearish market. They include Forex currency pairs, futures, and cryptocurrencies. The latter are characterized by high volatility and most of them are ideal instruments for grid trading. But stocks, with rare exceptions, are not what we’re looking for. Some of them cannot be traded short or have high commissions.</p>
<p>The parameters may change depending on one’s investment goals and risk-return trade-off. Moreover, crypto trading involves risks, and traders must acquaint themselves with all possibilities before setting up grid trading. It offers a diverse range of altcoins, but liquidity is not as strong as on other big exchanges. One of the better use cases is to use KuCoin&#8217;s grid trading bot for those illiquid trading pairs; however, this is not recommended for large capital because the depth can crowd you out.</p>
<div style='border: black dashed 1px;padding: 10px;'>
<h3>Buy or sell: Vaishali Parekh recommends 2 stocks to buy today — February 28  Mint &#8211; Mint</h3>
<p>Buy or sell: Vaishali Parekh recommends 2 stocks to buy today — February 28  Mint.</p>
<p>Posted: Tue, 28 Feb 2023 01:19:21 GMT [<a href='https://news.google.com/rss/articles/CBMijgFodHRwczovL3d3dy5saXZlbWludC5jb20vbWFya2V0L3N0b2NrLW1hcmtldC1uZXdzL2J1eS1vci1zZWxsLXZhaXNoYWxpLXBhcmVraC1yZWNvbW1lbmRzLTItc3RvY2tzLXRvLWJ1eS10b2RheS1mZWJydWFyeS0yOC0xMTY3NzU0NjY0ODQ4Ni5odG1s0gGSAWh0dHBzOi8vd3d3LmxpdmVtaW50LmNvbS9tYXJrZXQvc3RvY2stbWFya2V0LW5ld3MvYnV5LW9yLXNlbGwtdmFpc2hhbGktcGFyZWtoLXJlY29tbWVuZHMtMi1zdG9ja3MtdG8tYnV5LXRvZGF5LWZlYnJ1YXJ5LTI4L2FtcC0xMTY3NzU0NjY0ODQ4Ni5odG1s?oc=5' rel="nofollow">source</a>]</p>
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<p>It is not intended to offer access to any of such products and services. You may obtain access to such products and services on the Crypto.com App. The offers that appear in this table are from partnerships from which Investopedia receives compensation. Investopedia does not include all offers available in the marketplace. Determine whether the grid will be with-the-trend or against-the-trend.</p>
<h2 id="toc-1">Which are the best coins for grid bot trading?</h2>
<p>The effectiveness of this trading system largely depends on the correct choice of the interval between pending positions, stop losses and take profits. A correct price grid allows you to profit from even the most insignificant market movement, and with an increase in the amplitude of fluctuations, you can increase your profit. Grid trading is a quantitative trading strategy that involves placing automated buy and sell orders in an attempt to profit from the volatility of cryptocurrencies. Grid trading is a style of algorithmic trading that automates order execution by utilizing grid trading bots.</p>
<p>The <a href="https://day-trading.info/">https://day-trading.info/</a> will steadily accumulate grid profit, avoiding the temptation to sell all positions in response to regular market fluctuations. Grid trading bots can automatically execute trades based on predetermined rules, which can save time and reduce emotional decision-making. Traders can also scale their trades by creating multiple grid trading bots for different coin pairs simultaneously. Gann lines are a sequence of angled lines wherein the trader selects the starting price level for the line to extend in the future. It draws angles at the 45, 82.5, 75, 71.25, 63.75, 26.25-, 18.75-, 15- and 7.5-degree angles.</p>
<h2 id="toc-2">Quadency — Best Trading Bot for Advanced Traders</h2>
<p><a href="https://forexhistory.info/">https://forexhistory.info/</a> grid trading allows traders to use a strategy that provides access to significant trades and potentially high returns. Instead of relying only on their own capital, margin trading gives the trader the ability to borrow additional funds in order to generate more profit. 3Commas also offers AI-based grid trading, where you let their AI decide the upper and lower limit for the grid.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexbitcoin.info/wp-content/uploads/2020/04/dowmarkets3-1024x397.jpg" width="308px" alt="profit per grid"/></p>
<p>The highest sell price of the interval is set by historical data or refers to the upper edge of the Bollinger band, which is a difficult-to-reach price high. The Grid Trading Strategy requires a certain amount of funds to be held in reserve, therefore, reducing the efficiency of the use of funds. If the user sets the number of grids too small, and the price fluctuates at the two points set by the user, the system will not automatically place orders. The geometric interval refers to placing orders with a constant rate of change in price. When the price is fluctuating in a tight range, you could potentially make an infinite profit by just making trades repeatedly.</p>
<h2 id="toc-3">How To Start Trading Cryptocurrency for Beginners (</h2>
<p>The Grid Trading Bot is a powerful tool for any trader – from novice to experienced. They allow users to easily enter and exit multiple positions while providing traders with an array of options to customize their grids according to their own risk parameters. Futures grid trading allows traders to use a strategy that grants access to significant trades and potentially higher returns. Rather than just relying on their own capital, margin trading gives the trader the ability to borrow additional funds in order to generate more profits. The minimum trading amount is $1 for DCA bot, and $3 for the grid bot. The platform also offers access to its VIP program, which provides regular users reduced trading fees as well as discounts.</p>
<ul>
<li>The GRID bot allocates the bot&#8217;s investment to the left and right sides of the chosen pair and establishes a limit buy and sell order grid within the pipe.</li>
<li>Manual mode allows you to individually change the price scale, the number of grids, and their spacing.</li>
<li>Grid Trading Strategies on Binance, a free feature on binance.com which is where I usually trade on, your favourite exchange should have it too.</li>
</ul>
<p>Manually applying a grid trading strategy will be very difficult and time-consuming. The online trading bots support you by getting part of your transactions done when you&#8217;re not connected to the grid. A grid trading bot is a powerful tool that gives you total control over your risk-reward setting. It allows you to finely tune the configuration and customize your trading strategies with greater precision, enabling you to make well-thought-out decisions in order to reach maximum profitability.</p>
<p>However, some automated trading software providers allow users to program their own bots using logic presets. You’ll then see any Moon Grid positions you have open and various details about them, including their current profits and losses. All the strategy’s parameters are set up by default and are based on a back-tested AI strategy. In the field highlighted below, just enter the amount you want the bot to trade with and click Create.</p>
<ul>
<li>In spot grid trading, the bot will buy and sell spot positions at predetermined levels, generating profits on the capital deployed.</li>
<li>The bot will need to buy all the parts above your current level at the trigger price when you start the bot.</li>
<li>This way, traders can easily take advantage of a ranging environment.</li>
</ul>
<p>The bot will place a series of buy and sell limit orders, and will continuously execute this strategy as long as the market price remains within this range. AI 2.0 Strategy employs an analysis of market data from the past 7 days, 30 days, or 180 days to inform its recommendations for Grid Trading parameters. This includes the grid interval parameters and the maximum drawdown ratio. The price of cryptocurrencies fluctuates; therefore, seasoned cryptocurrency traders rely on crypto market charts to make trading decisions. However, it can be difficult to keep up when cryptocurrency prices swing wildly, resulting in missed opportunities and sometimes market FOMO. For traders trading in multiple crypto assets and on multiple cryptocurrency exchanges, things get complicated, and  constant monitoring becomes a difficult task.</p>
<p>In short, Arithmetic grids are grids with the same price difference. In a grid bot I have set the profit per grid for example to 1%. Meaning it should profit equal to 1% but it only got 0.06% as grid profit. The Grid Trading Bot operates continuously, providing 24/7 automation for buying low and selling high in the ever-open cryptocurrency market.</p>
<p>Your grid creation might fail if there is insufficient balance in your Spot Wallet. Please note that the frozen assets from other open orders cannot be used to place new orders. You can cancel your open orders to utilize your available assets, or adjust the number of grids to reduce the investment amount required to open orders.</p>
<p>Once you deposit funds in your Pionex wallet, you can use their grid bot  to automate your trades. Grid bots are quite useful on a sideways market when you’re not sure where the market goes. Moreover, the grid bot’s operational logic allows 100% automatization. If you’re seeking to bootstrap your trading, save time, and make it more efficient all along, grid bot trading might be a good decision. Grid trading is a popular trading strategy that allows you to profit by placing long and short orders at certain intervals above or below a specified price, creating a grid for trading. The technique is best executed in a sideways market without massive price fluctuations.</p>
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		<title>LimeFx broker reviews: LimeFx Review Detailed Broker Analysis</title>
		<link>https://shipraded.org/2021/06/23/limefx-broker-reviews-limefx-review-detailed/</link>
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		<dc:creator><![CDATA[root]]></dc:creator>
		<pubDate>Wed, 23 Jun 2021 12:03:04 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://shipraded.org/?p=1728</guid>

					<description><![CDATA[Contents: scambroker.com You can deposit and withdraw using crypto How many days do deposits take with LimeFx? Overview of Trading Platforms Warnings Against LimeFx Broker With trading being one of the best earning options for people these days there are <a href="https://shipraded.org/2021/06/23/limefx-broker-reviews-limefx-review-detailed/" class="read-more">Read more</a>]]></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">scambroker.com</a></li>
<li><a href="#toc-1">You can deposit and withdraw using crypto</a></li>
<li><a href="#toc-2">How many days do deposits take with LimeFx?</a></li>
<li><a href="#toc-3">Overview of Trading Platforms</a></li>
<li><a href="#toc-5">Warnings Against LimeFx Broker</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://limefx.club/wp-content/uploads/2021/10/limefx-accounts.png" width="308px" alt="LimeFx broker reviews"/><br />
<img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://limefx.group/wp-content/themes/limefx/assets/image/logo.svg" width="309px" alt="LimeFx broker reviews"/></p>
<p>With trading being one of the best earning options for people these days there are a lot of platforms offering their services. Traders willing to deposit at least $5,000 gain access to the Gold Account. This one covers rather similar features to the Silver one, with the difference that the Gold account offers 1-on-1 support, a dealing room <a href="https://forexhero.info/is-limefx-forex-broker-worth-your-LimeFx/">limefx official site</a> direct line as well as analysis insights. L Station, the Mobile trading platform of the brokerage, features superb compatibility. It covers all Android and iOS-based mobile devices, as well as Windows Mobile and Blackberries. Other than the attractive trading conditions, the broker also offers decent leverage and unmatched liquidity.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="309px" alt="LimeFx broker reviews"/></p>
<p>But, as always, we advise, make sure to read the regulations attentively and never sign up using an offshore-only authorized broker . For your safety &#038; security, we only list Forex and CFD providers that are regulated. EAs work best when they are coupled <a href="https://limefx.group/">https://limefx.group/</a> with a VPS service that allows them to run even when the computer of the trader is turned off. In addition to integrated charting, the platform features integrated support and news feeds. The corporate backer of the brokerage is a company known as A.N.</p>
<h2 id="toc-0">scambroker.com</h2>
<p>As one of the good advantages, the broker offers low spreads on almost all trading instruments with the lowest spreads for FX pairs starting from 0.6 pips. CySEC, FCA and BaFin, with the main objective to enhance financial transparency and offer greater client protection. Its trading conditions are <a href="https://limefx.club/">lime fx</a> among the tightest spreads in the market, starting from only 0.6 pips. Throughout the past year and a half our service has evolved. It is of our best interest to satisfy the needs of our traders, but it is also important to provide them with value which would make them better in their venture.</p>
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" width="305px" alt="LimeFx broker reviews"/></p>
<p>Each account comes with favorable trading conditions, and are available services. However, a higher grade accounts will come with additional advantages. The Trading  Academy provides education for beginners and advanced traders alike.</p>
<h2 id="toc-1">You can deposit and withdraw using crypto</h2>
<p>The company is one of Spain&#8217;s largest domestic operators of holiday resorts and the 17th biggest hotel chain worldwide. Domestically in Spain the company is the market leader in&#8230; Altria makes and sells smokeable tobacco products like cigarettes and cigars and oral products like chewing tobacco and nicotine pouches. The addictive properties of nicotine have made Altria a controversial but consistent company. The company’s robust business model generates enough yearly cash to sustain a dividend-yielding 7.9%.</p>
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" width="301px" alt="LimeFx broker reviews"/></p>
<p>Once completed, the account will be verified, and traders can proceed to start trading. The forex trader will be redirected to the area where they must provide a copy of their identity document and proof of residential address. In addition, traders must also upload a photo of their credit/debit card before making the initial deposit, verifying that the card is in their name.</p>
<p>International Deposit options include Visa, Neteller, Skrill, and Wire Transfer. All Legacy FX withdrawal requests submitted – regardless of the withdrawal method chosen – will be processed within 3-5 business days. Trading FX or CFDs on leverage is high risk and your losses could exceed deposits. As So Called Account manger makes 10% or more on our deposit. All their trades has commission, they do not care if you lose or win.</p>
<h2 id="toc-2">How many days do deposits take with LimeFx?</h2>
<p>Most importantly, we want to help you make a success of it. Since starting up in 2010, we’ve connected hundreds of thousands of readers to the right forex trading platform for their needs. After thorough analysis of the different opportunities that this broker presents, we found that the broker performs above average and is safe for trading. The broker is authorised by top-category financial watchdogs. Their Metatrader 5 suite provides a safe way to kickstart your trading business in 2023. BlackBull Markets is a reliable and well-respected trading platform that provides its customers with high-quality access to a wide range of asset groups.</p>
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<h3>How long does LimeFx withdrawal take?</h3>
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<p>Once a withdrawal / refund request is submitted, it can take up to three business days to process the request. Once the request has been approved, please allow an additional 5-7 days for the funds to appear in your account.</p>
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<p>Comparebrokers.co needs to review the security of your connection before proceeding. They will suck you dry and leave the account with a big fat $0 balance in no time and take off with your money. As far as regulations are concerned, the broker is regulated by the CySEC. LimeFx makes multiple International and Country-Specific deposit options available.</p>
<h2 id="toc-3">Overview of Trading Platforms</h2>
<p>They execute strategies defined by traders, in a manner specified by traders, without outside intervention. The same thing goes for the EAs, which are some of the most valued assets of MT5. Through such custom scripts and expert advisors, traders can set up their trading methods to a point where their direct intervention is hardly needed.</p>
<div style='border: black dashed 1px;padding: 14px;'>
<h3>Technical Market Outlook and Review: Although the price of gold is &#8230; &#8211; Leaprate Forex Trading News</h3>
<p>Technical Market Outlook and Review: Although the price of gold is &#8230;.</p>
<p>Posted: Wed, 08 Feb 2023 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMimQFodHRwczovL3d3dy5sZWFwcmF0ZS5jb20vZm9yZXgvbWFya2V0LW5ld3MvdGVjaG5pY2FsLW1hcmtldC1vdXRsb29rLWFuZC1yZXZpZXctYWx0aG91Z2gtdGhlLXByaWNlLW9mLWdvbGQtaXMtaGlnaGVyLXRoaXMtd2Vlay1tb21lbnR1bS1oYXMtYmVlbi1zbHVnZ2lzaC_SAQA?oc=5' rel="nofollow">source</a>]</p>
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<p>I was thinking of opening account with them but now i will not. Their reviews at forecpeacyarmy.com is also very bad and mostly people are complaining. When you make the first deposit, they will even tell you that the first 5 trades are protected. Trade Forex and CFDs with the MetaTrader 5 web platform without installing or downloading any software application.</p>
<h2 id="toc-4">TradeATF Minimum Deposit</h2>
<p>Main tool and a very powerful one in the LimeFx business strategy is – education, which attracts new traders and gives a great opportunity for both parties. Fixed spreads are around 3 pips for EUR/USD with the Silver account. Although the broker is not regulated by the local regulator, traders from South Africa can still register under the broker’s international entities and get exposure to the broker’s proposal.  In simple words, it means the broker fully establishes its business according to necessary laws and principles of operation, eventually dedicated to protecting clients and enabling market integrity. Our Ranked LimeFx Trust Score is 8.9 out 0f 10 for good reputation and service over the years, also reliable license and serving regulated entities in each region it operates. The only point is International trading available via the offshore entity.</p>
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<h3>What is the minimum deposit for LimeFx?</h3>
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<p>The minimum first deposit depends on your account type &#x2013; the equivalent of &#x24;500 for a Silver Account, &#x24;5,000 for a Gold and &#x24;25,000 for a Platinum Account. Is there a deposit/withdrawal fee? Legacy FX does not charge any deposit or withdrawal fees.</p>
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<p>This is why we shifted the focus not on trading suggestions but rather on an educational program provided by our team of experienced Senior Account Managers. Yes, LimeFx offers online support to forex traders through its live chat function, which can be accessed 24 hours a day, five days a week. Additionally, CySEC regulatory standards fully conform to those of theEuropean MiFIDdirective which allows LimeFx to offer its services in the EEA zone and even beyond. The primary goal in MiFID is to contribute to creating a more integrated, more efficient and deeper the creation of a growing capital market as well as enhancing the protection of investors. But, this type of regulation doesn&#8217;t allow LimeFx provide its services to brokers whose business is not controlled. While everything seems great until now, there is only one problem and that is finding the right platform.</p>
<p>It is an interest-free or swap-free account for those who due to religious reasons, are not able to trade on accounts that incur interest or swaps. But, account holders can still avail the advantages of all Account Types provided by LimeFx and their identical spreads and trading conditions. In regards to trading platforms, LimeFx offers a full range of options, from mobile and web traders all the way to MT4 – the top choice of the industry in this regard. LimeFx offers a variable spread structure with no commissions across all their account types.</p>
<p>The platform is available as a desktop client, lightweight mobile version, and mobile app. Beginner traders without existing MT4 solutions will not miss MT4, and I like that LimeFx offers the Autochartist plugin for deposits above $1,000. MT5 has a built-in copy trading service and full support for algorithmic trading but notably trails MT4 in both categories. I find the seven account types at LimeFx unnecessarily complex. Equity trading, which I find the best offer at LimeFx, requires a minimum deposit of $3,000, while access to the direct dealing desk is available from $5,000.</p>
<p>It can add up to hundreds or thousands in saved trading costs. Justin is an active trader with more than 20-years’ industry experience of working for big banks and hedge funds. He has an inside knowledge of how the financial markets work, thanks to roles including trader on a $750m Event-Arbitrage desk and CRO and COO of hedge funds running a variety of strategies. From stat-arb and trend-following CTA to fixed-income relative value. Firm’s he has worked at include big banks like Citi, and prominent hedge funds including D. During our testing of Live Chat, we found the service to be high quality.</p>
<p>We are pleased to see that our clients take advantage of our education and assistance and successfully learn to navigate the sometimes stormy but fruitful waters of trading. No, LimeFx does not offer forex traders with a VIP bonus. To withdraw, forex traders can log into their client portal and select “Withdrawal” from the main dashboard.</p>
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<h3>Is LimeFx a trusted broker?</h3>
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<p>LimeFx is considered high-risk, with an overall Trust Score of 66 out of 99. LimeFx is not publicly traded and does not operate a bank. LimeFx is authorised by zero tier-1 regulators (high trust) and one tier-2 regulator (average trust).</p>
</div></div>
</div>
<p>It is crucial for us to know what clients like and dislike about our service so we could improve. We are flattered by Your kind words, and we are even happier that Your trading experience have been positive! We could not be happier that You managed to find our services useful and take advantage of all our benefits to help You grow as a trader. The technical figure Triangle can be found in the daily chart in the Spanish company Meliá Hotels International, S.A.</p>
<ul>
<li>Here, find a comprehensive LimeFx review and also learn whether it is safe to trade with the broker or not.</li>
<li>Most remain ultra-short, just enough to introduce the topic without providing really deep insights.</li>
<li>When it comes to online trading, security is paramount to understanding that your capital is secured and protected by the law and regulations.</li>
</ul>
<p>Forex traders must note that reimbursements for deposited funds will only be returned in the way they were received, whenever possible. Once selected, traders are requested to complete a withdrawal request and ensure that they provide the correct information. In terms of security, LimeFx is well-regulated and uses strict SSL protocols to ensure that clients and their data are kept safe while they trade. LimeFx keeps all client funds in segregated accounts top-rated banks and ensures that funds are not used for operational purposes. The Social Trading section offered by LimeFx covers social trading in detail, allowing traders to explore a plethora of trading opportunities.</p>
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		<title>nonlinear regression calculator: Linear Regression Examples, Equation, Formula and Properties</title>
		<link>https://shipraded.org/2021/05/27/nonlinear-regression-calculator-linear-regression/</link>
					<comments>https://shipraded.org/2021/05/27/nonlinear-regression-calculator-linear-regression/#respond</comments>
		
		<dc:creator><![CDATA[root]]></dc:creator>
		<pubDate>Thu, 27 May 2021 10:46:27 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://shipraded.org/?p=1354</guid>

					<description><![CDATA[Contents: How do you calculate regression in Excel? Linear regression evaluation in Excel Linear Regression Formula Practice Questions on Least Square Method Regression analysis does this by estimating the impact that changing one impartial variable has on the dependent variable <a href="https://shipraded.org/2021/05/27/nonlinear-regression-calculator-linear-regression/" class="read-more">Read more</a>]]></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 do you calculate regression in Excel?</a></li>
<li><a href="#toc-1">Linear regression evaluation in Excel</a></li>
<li><a href="#toc-2">Linear Regression Formula</a></li>
<li><a href="#toc-4">Practice Questions on Least Square Method</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2019/08/feasibility-study_1.gif" width="300px" alt="% confidence"/></p>
<p>Regression analysis does this by estimating the impact that changing one impartial variable has on the dependent variable while holding all the other impartial variables fixed. I have 24 observations to perform a regression analysis (let’s say Zones), and I even have many unbiased variables . I would like to know what’s the minimal number of observations I ought to have to carry out an inexpensive linear regression mannequin. I wish to hear something from you about how to check many regression mannequin with totally different IV, since I can not use many IV in a mannequin where a have few observations . Linear regression evaluation and ANOVA are really the same kind of analysis-linear fashions. Simple linear regression models the connection between a dependent variable and one impartial variables using a linear function.</p>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2020/01/what-is-rsi_4.png" width="303px" alt="indicator"/></p>
<p>Both kinds of multiple regression, linear and nonlinear, track a specified response using multiple variables graphically. While both of them trace the same thing, non-linear regression is a bit difficult to execute. The assumptions for the multiple non-linear regression are usually derivations from the trial and error method.</p>
<h2 id="toc-0">How do you calculate regression in Excel?</h2>
<p>Linear regression quantifies the connection between a number of predictor variable and one outcome variable. Linear regression is often used for predictive evaluation and modeling. The graph is plotted between the Total sunlight hours divided by Photoperiod on X-axis and the Global solar radiation divided by Extraterrestrial radiation on Y-axis.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2019/05/mukesh-ambani-richest-indian-with-net-worth-of-rs_1.jpg" width="306px" alt="set"/></p>
<p>The relationship should be generalized enough so that when you enter the advertising and sales expenditures for the coming quarter, it can give the predicted sales for that quarter. The least-squares method is used to predict the behavior of the dependent variable with respect to the independent variable. Abstract- The primary source of energy for all surface phenomena and life on earth is the energy of sun. Solar radiation is the radiant form of energy from the sun and provides light and heat for the earth. The amount and intensity of solar radiation that a location receives depends on a variety of factors like latitude, season, time of day, cloud cover and altitude.</p>
<h2 id="toc-1">Linear regression evaluation in Excel</h2>
<p>This is the section where you will learn how to perform the regression in Python. Continuing with the same data that the Sales Manager had shared with you. But to explain briefly, each of these distances from the best fitting line is squared and added. The best trendline which passes through the scatter plots is the one which minimizes the difference between the actual value and the predicted value across all the points. This data shows that for a Quarter 1, when the Advertisement Expenditure was 24,000, the sales were 724,000. It could be Indian Rupee or United States Dollars or anything else.</p>
<div style='border: grey dotted 1px;padding: 10px;'>
<h3>Machine learning-based analysis of overall stability constants of &#8230; &#8211; Nature.com</h3>
<p>Machine learning-based analysis of overall stability constants of &#8230;.</p>
<p>Posted: Mon, 25 Jul 2022 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiMmh0dHBzOi8vd3d3Lm5hdHVyZS5jb20vYXJ0aWNsZXMvczQxNTk4LTAyMi0xNTMwMC050gEA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>The <a href="https://1investing.in/">https://1investing.in/</a> of the pyrheliometer should be same as the angle subtended by the shading disc of the diffuse pyranometer. As diffuse solar radiation is a component of global solar radiation, diffuse solar radiation should be less than or equal to global radiation measured at the same time. Ordinary least squares or linear least squares is the easiest and commonly used linear regression estimator in order to analyse observational and experimental data. It is illustrated through a straight line of best fit through a set of data points. Whatever  you learned in this discussion is more than sufficient for you to pick a simple dataset from your work and go ahead to create a linear regression model on it.</p>
<h2 id="toc-2">Linear Regression Formula</h2>
<p>A prediction problem in which the variable to be predicted is a discrete variable is a Classification problem. You are given the data of the bank’s list of prospects of the last year with details like Age, Job, Marital Status, No. of Children, Previous Loans, Previous Defaults etc. Along with that you are also provided with the information whether the person took the loan from the bank or not . Let’s look at an entirely different marketing use case to understand what is not a regression problem.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2019/10/21-invaluable-investing-quotes_1.jpg" width="301px" alt="plotted"/></p>
<p>Please consider your specific investment requirements before choosing a fund, or designing a portfolio that suits your needs. All efforts have been made to ensure the information provided here is accurate. However, no guarantees are made regarding correctness of data.</p>
<p>This is a toy dataset that I have created for you practice so that you can get the necessary confidence. If you realize, we are actually done with our prediction problem. The last line of code helps in displaying all the graphs that we will be making within the Jupyter notebook.</p>
<h2 id="toc-3">FAQs on Linear Regression</h2>
<p>Generally, R Squared of 95% or extra is taken into account an excellent match. As we discussed previously, inference is tremendously important in econometrics. And at the heart of inference is the issue of calculating standard errors.</p>
<p>So, this shows a linear relationship between the height and weight of the person. According to this, as we increase the height, the weight of the person will also increase. It is not necessary that one variable is dependent on others, or one causes the other, but there is some critical relationship between the two variables. In such cases, we use a scatter plot to simplify the strength of the relationship between the variables. If there is no relation or linking between the variables then the scatter plot does not indicate any increasing or decreasing pattern.</p>
<h2 id="toc-4">Practice Questions on Least Square Method</h2>
<p>This <a href="https://1investing.in/how-to-write-a-linear-regression-equation-without/">nonlinear regression calculator</a> shows the strength of the association of the observed data between two  variables. The main aim of the least-squares method is to minimize the sum of the squared errors. They both use the same math “beneath the hood.” They each have their very own historical traditions and terminology, however they’re really the same factor. In basic, ANOVA tends to give attention to categorical impartial variables while regression tends to give attention to continuous IVs. The solid line is the Linear Regression Trend of the windowed data, The green/red line is the Real FFT of price. This is a regression channel that uses ichimoku to determine trend.</p>
<p>It means that 91% of our values fit the regression evaluation model. The least-squares method is a mathematical regression analysis form which is used to show the line of best fit for a set of data. This provides a visual demonstration of the relationship between data points. The derivation of least squares method is attributed to Carl Friedrich Gauss in 1795. This data point represents a relationship between a known independent variable and an unknown dependent variable. The feature variables can also be called Independent Variables.</p>
<ul>
<li>Last week we discussed the asymptotic properties of the OLS estimator under a more general set of assumptions.</li>
<li>It is not necessary that one variable is dependent on others, or one causes the other, but there is some critical relationship between the two variables.</li>
<li>However, no guarantees are made regarding correctness of data.</li>
<li>Having covered the most fundamental concept in machine learning, you are now ready to implement it on some of your datasets.</li>
<li>Correlation and Regression are the 2 analysis based mostly on multivariate distribution.</li>
</ul>
<p>You can either compute these values from the EC50or fit a curve in such a way as to directly fit ECanything. Efiling Income Tax Returns is made easy with ClearTax platform. Just upload your form 16, claim your deductions and get your acknowledgment number online. You can efile income tax return on your income from salary, house property, capital gains, business &#038; profession and income from other sources.</p>
<p>It is necessary to obtain the horizontal component of the direct solar irradiance in order to use this measurement for comparison with global and diffuse irradiances. By multiplying by the cosine of the Sun&#8217;s zenith angle by the direct solar radiation, this can be achieved. It differs from a normal bollinger band because it is centered around the linear regression line, as opposed to the moving average line, and uses the linear regression of the&#8230; We had stored the values of our equation coefficients in ‘model’. I created a variable Predict which now carried all this model data and also had the ability to predict value courtesy the Numpy method poly1d(). With such a dataset in your possession, the job of the predictive algorithm that you create will be to find the relationship between these variables.</p>
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		<title>ATFX Review Forex Brokers Reviews &#038; Ratings</title>
		<link>https://shipraded.org/2021/05/21/atfx-review-forex-brokers-reviews-ratings/</link>
					<comments>https://shipraded.org/2021/05/21/atfx-review-forex-brokers-reviews-ratings/#respond</comments>
		
		<dc:creator><![CDATA[root]]></dc:creator>
		<pubDate>Fri, 21 May 2021 13:54:01 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://shipraded.org/?p=2378</guid>

					<description><![CDATA[Contents: Axiory Education and Research GBP to USD Forecast – British Pound Continues to Pressure Resistance Above Best offers ATFX Platforms Forex Brokers We Recommend You can use this feature to build your faith in the system as well as <a href="https://shipraded.org/2021/05/21/atfx-review-forex-brokers-reviews-ratings/" class="read-more">Read more</a>]]></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">Axiory Education and Research</a></li>
<li><a href="#toc-1">GBP to USD Forecast – British Pound Continues to Pressure Resistance Above</a></li>
<li><a href="#toc-2">Best offers</a></li>
<li><a href="#toc-3">ATFX Platforms</a></li>
<li><a href="#toc-4">Forex Brokers We Recommend</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexarena.net/wp-content/uploads/2020/02/16-110x75.jpg" width="304px" alt="best atfx forex broker review"/><br />
<img decoding="async" 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-1-2-110x75.png" width="300px" alt="best atfx forex broker review"/></p>
<p>You can use this feature to build your faith in the system as well as yourself and your trading strategies. The precious metals section is about Gold, Silver, and Palladium, while crude oil lists a couple of assets called US WTI Oil and UK BRENT Oil, as well as US Natural Gas Futures. Besides the FCA, the operation is registered with most national financial authorities of the EEA member countries. When it comes to educational resources, you can access tons of learning material directly from the website, under the ‘Education’ tab or sign-up for a one-on-one coaching session. Amazing summary, seems like ATFX has a really friendly user journey with low spread. ATFX is very user-friendly and provides a good set of analytic tools.</p>
<p>We value transparency and openness in the way we review the partners. To bring transparency to the forefront, we have published our review process that includes a detailed breakdown of the ATFX offering. Each one of these is graded, and an overall score is calculated and assigned to the broker. MT4 comes preloaded with over 30 technical indicators while giving traders access to 9 different timeframes and several chart types. A lightweight platform, MT4 has enhanced trading speed, while remaining robust and stable on all systems and even over slower internet connections.</p>
<p>Also, the people here are very professional in dealing and responsive customer support.  A broker&#8217;s reputation is one of the important factors while choosing the forex brokers by country. However, a good reputation may not mean that the broker is authentic. Either you will have to do your own research to check the reputation of the best forex broker in the world, or you can check our detailed reviews on different brokers. Was created with the aim to observe the financial firms as well as the organizations in Australia. Started in 1998, AISC enforced the laws strictly for the financial, market and corporate level and aimed to build a healthy financial system.</p>
<div style='border: grey dashed 1px;padding: 15px;'>
<h3>GBP/USD Forex Signal: Rising Wedge, Double-Top Forms on 4H &#8230; &#8211; DailyForex.com</h3>
<p>GBP/USD Forex Signal: Rising Wedge, Double-Top Forms on 4H &#8230;.</p>
<p>Posted: Mon, 23 Jan 2023 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiZmh0dHBzOi8vd3d3LmRhaWx5Zm9yZXguY29tL2ZvcmV4LXRlY2huaWNhbC1hbmFseXNpcy8yMDIzLzAxL2dicHVzZC1mb3JleC1zaWduYWwtMjMtamFudWFyeS0yMDIzLzE5MDMxNNIBAA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>The webinars include regular ATFX Daily Market Updates several times a week in English. You can also find webinars in Italian, German, Spanish, and other languages. In addition to the market updates, webinars can focus on useful trading skills as well, such as trading using RSI and moving averages or Fibonacci trading. You will not find e-books or the vast range of resources that many other brokers offer. There are, however, more webinars available from ATFX than many competitors offer. The webinars are free to ATFX clients but do require registration.</p>
<h2 id="toc-0">Axiory Education and Research</h2>
<p>It depends on the number of factors, terms and conditions. We will briefly get into the details of how we identify the best forex brokers in the world. The process is very important and stringent to make sure that the information you get is reliable. Forex reward bonus is a slow process as some brokers offer fewer points than you deserve.</p>
<p>Those include Retail – Standard Clients, Standard – Edge Account, and Professional Clients. To opt for an Edge Account, you simply create your ATFX via the regular process. Once you validate the live account, you can contact ATFX customer service to switch to an Edge Account. If your Edge Account drops below the $5,000 equity minimum, ATFX may change it to a Standard Account. That being said, it is not available to clients in certain countries of the world. These include Yemen, Vanuatu, Tunisia, Trinidad and Tobago, and Sri Lanka.</p>
<ul>
<li>In his free time, he likes watching golf and spending time with his wife and child.</li>
<li>It charges no commission on trading, and the spreads are tight, which reduces trading costs.</li>
<li>You can also register for the seminars, webinars which the broker conducts from time to time.</li>
<li>In addition, ATFX offers you the option to launch the platform on your browser.</li>
<li>For the best results and least hassle, ATFX suggests only contacting the FOS following a final response from ATFX.</li>
</ul>
<p>It can lead to a great deal of time savings in research or supplement a client’s other research strategies. To give traders confidence in the Trading Central information, it is part of three different associations for Independent Research Providers. These include Asia IRP, Euro IRP, and Investorside Research.</p>
<h2 id="toc-1">GBP to USD Forecast – British Pound Continues to Pressure Resistance Above</h2>
<p>We also compared ATFX&#8217;s fees with those of two similar brokers we selected, XM and ETX Capital. This selection is based on objective factors such as products offered, client profile, fee structure, etc. In the sections below, you will find the most relevant fees of ATFX for each asset class. For example, in the case of forex and stock index trading, spreads, commissions and financing rates are the most important fees. For the convenience of clients, ATFX offers multiple methods of contacting the team. There are main phone lines available on weekdays between 9 a.m.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexarena.net/wp-content/uploads/2020/09/unnamed-110x75.png" width="309px" alt="best atfx forex broker review"/></p>
<p>There are more than 50 indicators as well as over 30 tools to analyze charts. Furthermore, you can set parameters and display methods for every chart type and indicator. MT4 Desktop allows for diversification thanks to full support for a range of assets. MetaTrader 4 for Windows has multilingual trading support plus multi-currency support. There is also a VPS service for connectivity all day long. MT4 Desktop offers custom indicators and the ability to customize libraries, EAs, and scripts.</p>
<p>To participate in a demo contest, a trader must open a demo account and join the contests. So, we have checked the specific broker’s regulatory status and how the authority defines them. Sometimes geographic location can affect the free bonus forex brokers. After considering the location, relevant legislations, terms, and conditions imposed by the regulatory bodies, we sorted out the best forex brokers bonuses. 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.</p>
<p>A self-sufficient no-dealing desk broker does not need to have support through requoting the price. Therefore, while trading with the NDD best forex broker in the world, traders can trade even after any critical economic announcement without any kind of restriction. Further, this type of broker uses low spreads, which is also not fixed at all. The educational resource may include video, tutorials, eBooks, training and more. Brokers may also offer research tools to boost your fundamental analysis.</p>
<h2 id="toc-2">Best offers</h2>
<p>There  is an 800 number from the UK and a separate number for calls from outside the UK. Email addresses are for general information, complaints/disputes, partnerships, support, and sales inquiries. You can also contact support via live chat in the bottom right corner of the page.</p>
<p>The payment systems on ATFX are super-fast, including for deposits and withdrawals. ATFX is a broker offering the ability to trade a range of assets and aims to make their platform simple to use with support for the MetaTrader 4 software. ATFX prides itself on offering competitive pricing for clients.</p>
<p>Presence of risk disclaimers, education and legal sections to evaluate transparency. Yes, ATFX is regulated and licensed by the Financial Conduct Authority. Together with the Cyprus Securities and Exchanges Commission and the MiFID, it is one of the most trusted and well-reputed regulatory agencies in Europe.</p>
<h2 id="toc-3">ATFX Platforms</h2>
<p>For forex, there are 43 currency pairs, including majors, exotics, and crosses. Cryptocurrency CFDs include Bitcoin, Litecoin, Ethereum, and Ripple. In terms of shares CFDs, there are 50 major German and US shares, including big names. ATFX’s Global Chief Market Strategist, Alejandro Zambrano, delivers a daily webinar which discusses the current state and trends of certain financial markets.</p>
<p>Some country’s regulatory bodies do not allow forex brokers bonuses. Therefore, you may see a broker offering bonuses in a country while the same broker does not offer a forex bonus in other countries. So, it is mandatory to check the regulatory policy according to your location. Usually, brokers use various ways to provide fresh forex bonus to their clients.</p>
<div style='border: grey dashed 1px;padding: 14px;'>
<h3>EUR/USD Forex Signal: Room for More Downside &#8211; DailyForex.com</h3>
<p>EUR/USD Forex Signal: Room for More Downside.</p>
<p>Posted: Mon, 06 Feb 2023 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiZWh0dHBzOi8vd3d3LmRhaWx5Zm9yZXguY29tL2ZvcmV4LXRlY2huaWNhbC1hbmFseXNpcy8yMDIzLzAyL2V1cnVzZC1mb3JleC1zaWduYWwtNi1qYW51YXJ5LTIwMjMvMTkwOTg50gEA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>Every trader working with the top forex brokers in any country will have to pay these fees. Furthermore, the Islamic traders will also have the option to have a different type of <a href="https://forexarena.net/atfx-2021-review-a-reliable-online-brokerage-platform/">atfx trading platform</a> account that complies with the religion. Usually, Muslims don&#8217;t trade with an account that has interests in it. So, they can now trade with the Islamic forex trading accounts.</p>
<p>So, you will need to know the broker’s policies if you see this kind of offerings. This is how you can embrace forex brokers bonuses per your requirements. Whenever a trader signs up with a broker and makes a deposit, usually brokers credit some money into the account. This is called a welcome bonus as you are getting it for a first-time deposit. On the other hand, it is also signified as a forex deposit bonus too.</p>
<p>In other words, you can call it a lottery because the broker will randomly select a trader to award the bonus. Therefore, you need to be an active client to get the draw bonus. The active client may need to meet some criteria to be eligible for the bonus, such as trading amount, account age, trading volumes, and more. Although there is no real money involved with the forex demo contest, the winner can walk away with real money as a form of free bonus forex. The demo contest is really helpful for the new traders as they can learn through real trading at the same time they get the opportunity to earn money with no investment.</p>
<p>Email support can be slow, and fundamental data research is missing. Webinars are available in several languages including English, German, Italian or Spanish, but we found it a bit confusing that some webinars are only available in one language. We had mixed experiences about its speed, though; on one occasion, we had to wait 30 minutes for an agent to be connected, while in another test, the response time was excellent.</p>
<p>It offers a comprehensive education and analysis sections. After you’ve created your account you can move on to the deposit page to place funds in your account and start live trading. <a href="https://forexarena.net/">https://forexarena.net/</a> You will have to deposit at least $200 to be allowed to start trading. ATFX does not provide a great deal of information when it comes to special features or services.</p>
<p>ATFX provides trading ideas, based on technical indicators. You can find these trading ideas if you log in to the Member Center, then click &#8216;Research Platform&#8217; or &#8216;Featured Ideas&#8217;. The &#8216;Featured Ideas&#8217; section covers only the major currency pairs. ATFX has a great mobile trading platform, we really liked its design and user-friendliness. After you have downloaded the MT4 mobile trading platform, you must access the ATFXGM2-Live server. ATFX has a great mobile trading platform, offered by MetaTrader 4.</p>
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		<title>eToro Customer Reviews 2023 Latest eToro Traders Comments</title>
		<link>https://shipraded.org/2021/04/30/etoro-customer-reviews-2023-latest-etoro-traders/</link>
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		<pubDate>Fri, 30 Apr 2021 09:37:41 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://shipraded.org/?p=2340</guid>

					<description><![CDATA[Contents: Trade With A Regulated Broker eToro’s Mobile Trading App eToro Platform Limitations eToro Journal Can You Use a VPN to open an eToro account from New Zealand? However, there are severe limitations of the platform that will give many <a href="https://shipraded.org/2021/04/30/etoro-customer-reviews-2023-latest-etoro-traders/" class="read-more">Read more</a>]]></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">Trade With A Regulated Broker</a></li>
<li><a href="#toc-1">eToro’s Mobile Trading App</a></li>
<li><a href="#toc-2">eToro Platform Limitations</a></li>
<li><a href="#toc-3">eToro Journal</a></li>
<li><a href="#toc-4">Can You Use a VPN to open an eToro account from New Zealand?</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://traderoom.info/wp-content/uploads/2020/04/dowmarkets1-652x465.jpg" width="302px" alt="retail"/><br />
<img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://traderoom.info/wp-content/uploads/2021/12/software_featured013-220x152.jpg" width="301px" alt="social"/></p>
<p>However, there are severe limitations of the platform that will give many traders pause before seriously considering eToro as their preferred trading platform. The lack of powerful financial calculators, research tools, and trading amenities largely prevents many types of investing strategies from being executed. The significant restrictions in the available stock and ETF selections combined with no margin account or options trading support eliminate a lot of potential traders. The investing platform eToroX is regulated by the Gibraltar Financial Services Commission . This crypto exchange is designed to focus on especially the crypto traders.</p>
<p>To test eToro’s credentials, Forex Fraud analysts carried out live-market research and established that the spreads offered in real-time matched the claims made by the broker. In the forex markets, EURUSD and USDJPY spreads started at 1pip, and other major currency pairs typically had spreads of 2pips. Much of eToro’s competitive advantage is due to its online social trading community, which is among the world’s largest. If you’re looking to trade forex, equities or crypto, each market has a chat room where traders can share thoughts about what the next price move might be. Some of the contributors even go to the extent of sharing details of their strategies and how successful they have been in the past. This way, it’s possible to identify a trader to follow, and if you ever want to stop following them, it’s just a case of clicking a button to end the relationship.</p>
<h2 id="toc-0">Trade With A Regulated Broker</h2>
<p>Our <a href="https://traderoom.info/">https://traderoom.info/</a> of eToro confirmed that this is another major broker that suffers from a cluttered website owing to so much content. Understandably, this is not a huge issue and a difficult one to resolve when you offer so much. For example, many new investors could be completely unaware of a Club system as its quite hidden away in the menus. Also, the customer service option is hidden away rather than being openly placed on the homepage. This could be an issue for novice traders to easily access.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://traderoom.info/wp-content/uploads/2021/12/information-and-data-management.jpg" width="302px" alt="analysis"/></p>
<p>The longest time span permitted by the charting tool is 6 months. EToro USA LLC does not offer CFDs, only real Crypto assets available. Although the platform is easy to  use, beginners who would like to be more active, learn more about trading, or have access to a good support team will not suit eToro.</p>
<h2 id="toc-1">eToro’s Mobile Trading App</h2>
<p>The universal appeal of eToro’s platform has resulted in the firm experiencing significant growth and it is now one of the largest brokers in the world. We highly recommend that you try out Metatrader with a demo account first before you start trading with real money although you’re already used to real money trading. The only way to prevent that is to get used to the software with play money. The Trading Academy at eToro provides information and education to beginners as well as professional traders. The academy includes an education center with a wide range of learning tools such as webinars, guides, videos, tutorials, and much more.</p>
<div style='border: grey dotted 1px;padding: 15px;'>
<h3>Investopedia&#8217;s 2023 Best Online Brokers Awards &#8211; Investopedia</h3>
<p>Investopedia&#8217;s 2023 Best Online Brokers Awards.</p>
<p>Posted: Mon, 27 Feb 2023 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiRGh0dHBzOi8vd3d3LmludmVzdG9wZWRpYS5jb20vMjAyMy1iZXN0LW9ubGluZS1icm9rZXJzLWF3YXJkcy03MTUyMDAx0gEA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>Unlike most social investing feeds, eToro investors often post quality content in hopes of building a revenue-generating following . One of the problems we think Wall Street faces is that too many analysts follow the same rules and come to the same conclusions. The mobile trading app is essentially identical to the web experience, with less customization.</p>
<p>Comparing the situation now and the one that was a few years ago, I can say with confidence that there is a big difference. Now eToro is very focused on crypto trading, although previously it was completely a forex broker. It is clear that almost all brokers are introducing new cryptocurrency trading tools. Well, the availability of licenses from serious regulators on the one hand increases confidence in the broker, on the other hand, tightens the conditions.</p>
<h2 id="toc-2">eToro Platform Limitations</h2>
<p>Interactive Brokers also launched IBKR GlobalTrader, a modern mobile trading app to trade Stocks, Options and ETFs, ideal for beginner investors. Some of the features of IBKR GlobalTrader include automatic currency conversions, fractional shares, demo account, and more. Social trading and multi-asset brokerage company eToro has added ZCash , the privacy-focused cryptocurrency, to its list of cryptocurrency offerings. Based on our findings, we learned that eToro offers its own eToro investing platform and app, with an easy-to-use, intuitive interface.</p>
<ul>
<li>From that point forward their trades are copied until you decide to stop.</li>
<li>Popular Investor Program — With enough experience, anyone can become a trading influencer and earn monetary rewards from it.</li>
<li>For example, a risk score of 6 means that a trader risks on average between 3.9% and 5.4% of his account’s equity per day.</li>
<li>Since the risk reward has been reduced due to lower-than-average fees for physical market instruments, this makes it harder for traders to engage in more profitable activities without excessive risk.</li>
</ul>
<p>Their fees for CFDs are below the market average, even though its forex broker fees are higher compared to other brokers. EToro demo account helps beginners in their process of learning without having to invest real money. The Copy Trader lets you browse through a list of traders and pick the best performing ones and copy their portfolios. This is attractive for passive traders and for inexperienced users to merge self-directed and copy trading. If you are just starting out, this is a great place to get insights.</p>
<p>These <a href="https://traderoom.info/etoro-forex-broker/">etoro forex broker</a> traders get a chance to win rewards by sharing their knowledge and trading insights. In 2016, the Copy Portfolio feature was introduced by the company. It  was a theme-based long term investment plan which was guided by well planned, pre-decided planning which is empowered by managed assets and successful traders.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://traderoom.info/wp-content/uploads/2021/04/easymarkets.jpg" width="300px" alt="pairs"/></p>
<p>Apart a section on social trading, traders can read eToro’s regularly updated blog, a Guide to Fintech, and a daily market review. Popular Social trading Broker eToro adding Stocks to be available for trading via eToro US entity. Traders can now diversify portfolio with investments in US stocks, ETFs, and Crypto via eToro Trading platform. While previously US entity only offered trading of Cryptocurrency acting as a CryptoExchange. As for the platform features themselves, the software is simple to use and understand, you can make transactions on the eToro trading platforms with no need to download or install the software. Everything happens right through the eToro website, also as a Cryptocurrency trading platform, or through eToro mobile App.</p>
<p>Transacting with eToro is safe and secure, thanks to its SSL encryption and usage of tier 1 banks in storing its clients&#8217; funds. The aim of CopyPortfolios is to promote growth, take copy trading to a revolutionary level, create diversified investments, and minimize risks. To help beginner traders get started, its educational materials are limited compared to other similar-sized market makers. Provides a limited selection of research and market analysis materials compared to other similar brokers. We tested the account opening process, which took approximately 10 minutes to complete, and once our documentation had been submitted, our accounts were ready for trading within a day.</p>
<div style='border: black solid 1px;padding: 11px;'>
<h3>Top Forex Signals Apps Revealed in a New Rating by Traders Union &#8211; Benzinga</h3>
<p>Top Forex Signals Apps Revealed in a New Rating by Traders Union.</p>
<p>Posted: Wed, 29 Mar 2023 16:55:02 GMT [<a href='https://news.google.com/rss/articles/CBMieGh0dHBzOi8vd3d3LmJlbnppbmdhLmNvbS9wcmVzc3JlbGVhc2VzLzIzLzAzL2FiMzE1NTUxMzgvdG9wLWZvcmV4LXNpZ25hbHMtYXBwcy1yZXZlYWxlZC1pbi1hLW5ldy1yYXRpbmctYnktdHJhZGVycy11bmlvbtIBAA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>Full BioWith practical experience running his own IT business and an education in the liberal arts, Matthew Klammer had become well-accustomed to the difficulties of research. From providing POS systems to small tourist shops to data security and account management Matthew has provided business solutions to many individuals. Forex.com provides higher quality research to new traders, allowing them to learn how to trade.</p>
<p>All eToro UK operations are authorised and regulated by the FCA under licence number FRN583263. With a long provable history, top-tier regulation, and investment protection, we can confirm that eToro is a safe broker. Trading CFDs on leverage involves significant risk of loss to your capital. You can deposit money with debit or credit cards or an electronic wallet such as PayPal or Skrill. They are adding adding more funding options in the near future.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://traderoom.info/wp-content/uploads/2020/10/image-R0vPhxKO5BGIrQqY-220x152.jpg" width="309px" alt="lose money"/></p>
<p>EToro does not charge a withdrawal fee, but there is a $30 minimum requirement. EToro offers cryptocurrencies, stocks, and ETFs, including fractional shares. The offerings are limited to about 2,000 stocks and 200 ETFs.</p>
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