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	<title>Tuncer Mühendislik &#187; Forex Trading</title>
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	<description>Enerji ve İletişim Çözümleri</description>
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		<title>What&#8217;s a Forex Expert Advisor? 2023: Pros + Cons Explained</title>
		<link>http://www.tuncer.com.tr/what-s-a-forex-expert-advisor-2023-pros-cons/</link>
		<comments>http://www.tuncer.com.tr/what-s-a-forex-expert-advisor-2023-pros-cons/#comments</comments>
		<pubDate>Fri, 27 Oct 2023 16:20:36 +0000</pubDate>
		<dc:creator><![CDATA[TUNCER]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[Both expert advisors and trading robots function based on a set of parameters in order to detect trading opportunities and execute the trade. Forex expert advisors can search for trends and breakouts, and use technical indicators to make decisions (like the moving average indicator). It analyzes the market constantly to find trading opportunities. Last, but [&#8230;]]]></description>
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" width="354px" alt="forex expert advisors"/></p>
<p>
<p>Both expert advisors and trading robots function based on a set of parameters in order to detect trading opportunities and execute the trade. Forex expert advisors can search for trends and breakouts, and use technical indicators to make decisions (like the moving average indicator). It analyzes the market constantly to find trading opportunities.</p>
</p>
<p><img 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" width="350px" alt="forex expert advisors"/></p>
<p>
<p>Last, but certainly not least, is Happy Frequency, arguably the best all-around mid-term Forex robots on the contemporary market. Perhaps the only drawdown here is that Happy Frequency is available only for the MetaTrader 4 platform. None of the above expert advisors offer such a great variety of trading types &#8211; Happy Frequency can easily engage in the trend, grid, and hedge trading, using the semi-Martingale system. Also, the EA has a news filter, which allows for trades based on fundamental factors. The percentage of winning trades in the USD/CAD market with normal settings amount to 61%, with the maximal drawdown of 23.4% &#8211; significantly less than that of FX Charger. The aggressive trading with Forex Truck has proven to be slightly more profitable as it resulted in a win ratio of 61%.</p>
</p>
<p>
<h2>Top Expert Advisors December 2023</h2>
</p>
<p>
<p>Expert advisors are most often used within the MetaTrader 4 or 5 forex trading platforms. You can use a current EA or create your own based on the trading parameters you like. These EAs are written in a programming language called &#8220;MetaQuotes Language&#8221; (MQL). All investments carry a varying degree of risk and it’s important you understand the nature of these. The value of your investments can go down as well as up and you may get back less than you put in. Where we promote an affiliate partner that provides investment products, our promotion is limited to that of their listed stocks &amp; shares investment platform.</p>
</p>
<p>
<div style='text-align:center'><iframe width='561' height='310' src='https://www.youtube.com/embed/gYqKaf_OgbU' frameborder='0' alt='forex expert advisors' allowfullscreen></iframe></div>
</p>
<p>
<p>Other factors impacting supply include extreme weather events, production issues and geo-political events such as the recent conflicts in Ukraine and the Middle East. As with other commodities, the price of oil is a function of global supply and demand. Crude oil is drilled from wells and sent to refineries where it undergoes distillation to create more than 6,000 different products.</p>
</p>
<p>
<h2>Learn to trade</h2>
</p>
<p>
<p>You can basically enjoy using top-tier servers with minimum latency in a variety of locations. There are many great EAs for MT4 on the market, such as Athena, Zeus, Calypto, and Odin.</p>
</p>
<p>
<ul>
<li>These EAs are written in a programming language called &#8220;MetaQuotes Language&#8221; (MQL).</li>
<li>There are several factors that set Forex Fury EA apart from the competition.</li>
<li>Settings updating is also one of Flexa’s strong suits as it offers consistent updates to all users for free.</li>
<li>There are several actions that could trigger this block including submitting a certain word or phrase, a SQL command or malformed data.</li>
<li>This Forex EA is designed to work with the MetaTrader 4 trading platform and has some features, including built-in risk management, that can help you achieve success in the Forex market.</li>
<li>There is no claim to predictive power for any of the indicators presented.</li>
</ul>
<p>
<p>Certain EAs can be selected to show positively and negatively correlated currency pairs. An expert advisor is a computer program that is designed to automate forex trading. There is a forex market open somewhere in the world 24 hours a day, seven days a week. You can use an expert advisor or a trading tool called a &#8220;forex robot&#8221; to carry out trades in your absence. Firstly, EAs can <a href="https://bigbostrade.com/education-should-you-buy-or-sell-first-html/">https://bigbostrade.com/education-should-you-buy-or-sell-first-html/</a> operate 24/7, allowing for continuous monitoring of the Forex market and the opportunity to capitalize on trading opportunities at any time, even when the trader is not actively available. Secondly, EAs can conduct backtesting, which involves testing the EA’s performance using historical data to evaluate its effectiveness and make necessary adjustments to optimize its performance.</p>
</p>
<p>
<h2>Forex Expert Advisors Rating – Best Forex Robots 2023</h2>
</p>
<p>
<p>The ability to build hugely sophisticated algorithms that track many different markets makes EAs a powerful tool to support your trading. While Expert Advisors are utilized in various ways such as backtesting trading strategies or placing trades. In this guide, we’ll focus on how to use them to analyze markets and find trading opportunities. Learn2Trade is another best Forex EA that can trade in both manual and automatic modes with an easy-to-use interface. Learn2Trade is a Forex EA and educational company that provides quality services and online trading courses to help traders become successful in the Forex market. Learn2Trade also offers a 30-day money-back guarantee so to ensure traders feel confident they are getting quality products and services.</p>
</p>
<p>
<ul>
<li>It would alert you when it finds a potential opportunity for profit.</li>
<li>Our company, Tokenist Media LLC, is community supported and may receive a small commission when you purchase products or services through links on our website.</li>
<li>The only thing that they had disclosed is that the EA evaluates certain bar patterns with regard to the price range and picks the best spot for opening a trade.</li>
<li>We are committed to evaluate and visualize all data on this website as fair and unbiased as possible regardless of such relations.</li>
</ul>
<p>
<p>On the other hand, a trading robot will not only advise about a potential trade but take action. A Forex robot will place trades continuously, based on the traders’ preferred trading style and parameters (trading amount, Stop Loss level, Take Profit level), regardless of the outcome. Expert advisors are usually built-in MetaQuotes Language (MQL) programming language to be compatible to use with a certain trading platform, nearly always MetaTrader 4 (MT4) or MetaTrader 5 (MT5). The takeaway here is that EAs don’t have to make automatic trades for you if you don’t want it to. Many advisors will just alert you when particularly exciting trades are possible, or when you might want to close out of a trade to escape a nosedive. The expert advisor is there to process all the variables, but it’s not going to decide what to do with that information.</p>
</p>
<p>
<p>Many expert advisors aren’t really taking any power away from you, they’re just presenting information for you to use to make your human decisions. Before you run out and get the first EA you can find, know that they are not all created equally. This software can help you stay on top of market changes, and look at potential trades more objectively if you realize you’re in an emotional trading place. But before you start to really trust it, you’ll want to make sure you have a good one that is appropriate for your trading strategy. If you are using one that can’t respond to news in real time, it could miss obvious reasons to make a trade. You have to keep up with economic and political news for nations across the globe.</p>
</p>
<p>
<h2>Generator for forex trading expert advisor systems compatible with</h2>
</p>
<p>
<p>Drag it onto a chart to get started, and you’ll be asked to review its settings before putting it live. You can build your own EA or download one that someone else has already built. Whichever way you choose to begin using an EA, it will need to be backtested to ensure that it works in the way you expect before letting <a href="https://forex-world.net/software-development/oracle-java-certification-pass-the-associate-1z0/">https://forex-world.net/software-development/oracle-java-certification-pass-the-associate-1z0/</a> it trade with real funds. You’d program your EA to monitor GBP/USD constantly and notify you if the pair breaks out of its 20-day SMA. You could also program your EA to act upon the opportunity instead of just notifying you, for example, by using 2% of your total available balance as the size of the position.</p>
</p>
<p>
<p>Since “perfect hedging” does not exist, this expert advisor will simply help traders minimise drawdown. So, if you’ve gotten this far, you’re probably seriously considering getting a forex expert advisor. They might not be the right choice for everyone, but they certainly give some advantages. Remember, expert advisors  leave emotion out of trading, don’t need to do pesky things like eat or sleep, and can analyze wide varieties of data all at once.</p>
</p>
<p>
<h2>What are Expert Advisors?</h2>
</p>
<p>
<p>You can even program the software to initiate and execute trades for you by using your trading criteria. Don’t let the silly name fool you &#8211; Forex Gump is without a doubt one of the best Forex expert advisors around. The essence of this expert advisor is that it has an in-build proprietary  algorithm that thrives when the price is swinging between the levels of support and resistance. The availability of unique indicators upon which the EA’s trading logic is based also speaks in favor of this robot for Forex. It appears that the team has put a lot of effort into building this EA on the foundation of unique solutions that revolve around the reverse Martingale trading methodology.</p>
</p>
<p>
<h2>Forex Gump</h2>
</p>
<p>
<p>What’s great about XFXea, though, is the fact that its trading stats are checked and verified by Myfxbook, a great automated analytical tool for Forex trading. According to its estimate of trading efficiency in the AUD/USD market, the expert advisor is capable of generating a profit of 2041%, with a drawdown of 40%, which isn’t bad but far from being impressive. Our own data suggests that with XFXae, traders can count on an annual profit <a href="https://day-trading.info/united-kingdom-rates-bonds/">https://day-trading.info/united-kingdom-rates-bonds/</a> of around 180%, which is substantially lower than that of its competitors. Forex EAs are created to serve different trading strategies, such as trend-following, scalping, grid trading, and others. Trend-following EAs are designed to identify trends in the Forex market and enter trades based on the direction of the trend. Scalping EAs aim to make small profits from frequent trades by taking advantage of short-term price fluctuations.</p>
</p>
<p>
<div style='text-align:center'><iframe width='563' height='319' src='https://www.youtube.com/embed/TPVdBWvES_s' frameborder='0' alt='forex expert advisors' allowfullscreen></iframe></div></p>
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		<title>Aktualny kurs euro sprawdź dzisiejszy kurs EUR na PLN na Monito</title>
		<link>http://www.tuncer.com.tr/aktualny-kurs-euro-sprawdz-dzisiejszy-kurs-eur-na/</link>
		<comments>http://www.tuncer.com.tr/aktualny-kurs-euro-sprawdz-dzisiejszy-kurs-eur-na/#comments</comments>
		<pubDate>Mon, 25 Sep 2023 12:13:54 +0000</pubDate>
		<dc:creator><![CDATA[TUNCER]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://www.tuncer.com.tr/?p=13312</guid>
		<description><![CDATA[Przydatny okazać może się także wykres kursu Euro, który ułatwia sprawdzenie tendencji zmian. Rewers jest wspólny dla wszystkich krajów – znajduje się na nim mapa Europy. Natomiast na awersie euro każde państwo zamieszcza własne symbole narodowe. W 1992 w holenderskim Maastricht został podpisany traktat o Unii Europejskiej, w którym została uwzględniona również wspólnota walutowa, zrealizowana [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Przydatny okazać może się także<br />
wykres kursu Euro, który ułatwia<br />
sprawdzenie tendencji zmian. Rewers jest wspólny dla wszystkich krajów – znajduje się na nim mapa Europy. Natomiast na awersie euro każde państwo zamieszcza własne symbole narodowe. W 1992 w holenderskim Maastricht został podpisany traktat o Unii Europejskiej, w którym została uwzględniona również wspólnota walutowa, zrealizowana później przez wprowadzenie euro. Wielka Brytania, od razu zastrzegły sobie jednak prawo do nieprzyjmowania nowej waluty. Najtaniej i najszybciej jest wymieniać Euro w sprawdzonych kantorach online oszczędzając do 25% w porównaniu do transakcji bankowych.</p>
<ul>
<li>Dlatego najlepiej zawsze zapoznać się z informacjami z rynku Forex dotyczącymi notowań EUR/PLN.</li>
<li>Wielka Brytania, od razu zastrzegły sobie jednak prawo do nieprzyjmowania nowej waluty.</li>
<li>Relacja obu tych walut wyrażona parą EUR/USD zwana jest eurodolarem.</li>
</ul>
<p>Wiele cen w Europie zależy od tego, jaki kurs obecnie ma euro. Aktualny (na dzień 21 grudnia 2023 kurs wymiany waluty EUR/PLN wynosi 4,34025 zł. Wyjeżdżając do jednego z 19 krajów należących do Unii Europejskiej, będziesz musiał  wykupić euro walutę. Z pewnością zapragniesz wymienić swoje pieniądze w najniższej kwocie, w <a href="https://forexgenerator.net/rbc-capital-markets-wprowadza-drugi-algorytm-na-platformie-handlowej-elektronicznej-opartej-na-sztucznej-inteligencji/">https://forexgenerator.net/rbc-capital-markets-wprowadza-drugi-algorytm-na-platformie-handlowej-elektronicznej-opartej-na-sztucznej-inteligencji/</a> jakiej się tylko da, więc zaczniesz sprawdzać, gdzie i za ile można kupić euro. Wynika to z tego, że kantory stacjonarne, umożliwiające sprzedaż i kupno są obciążone wyższą marżą. Dlatego warto również sprawdzić kursy euro w kantorach internetowych, które również nakładają marżę, ale przeważnie niższą niż te stacjonarne.</p>
<h2>Pozostałe notowania</h2>
<p>Dlatego najlepiej zawsze zapoznać się z informacjami z rynku Forex dotyczącymi notowań EUR/PLN. Aktualna cena euro podawana jest do czterech miejsc po przecinku. Od ponad dekady kurs euro waha się w przedziale 4,00 do 4,50 zł.</p>
<ul>
<li>Kurs euro w kantorze również jest nieco odmienny – sprzedaż i kupno będą tam obciążone marżą.</li>
<li>Banki, kantory stacjonarne i kantory internetowe ustalają własne kursy wymiany EUR-PLN oraz PLN-EUR, doliczając do średniego kursu wymiany marżę.</li>
<li>Prócz obiegu euro emitowane są także monety kolekcjonerskie w nominale 10 €, wykonane ze srebra.</li>
<li>Choć członkowie EWG rozważali utworzenie unii walutowej już w tamtych czasach, pierwszą próbę podjęto dopiero po upadku układu z Bretton Woods.</li>
</ul>
<p>Po przetestowaniu tej linii para prawdopodobnie spadnie z celem 1,0898, który odpowiada poziomowi Fibo 23,6% (żółta linia przerywana). W piątek cena z poziomu 1,0873 (zamknięcie wczorajszej świecy dziennej) spróbuje przesunąć się w górę w celu osiągnięcia poziomu Fibo 14,6% na 1,0944 (żółta linia przerywana). Jeśli para przetestuje tę linię, prawdopodobnie będzie kontynuowała ruch wzrostowy z celem 1, linia oporu (biała linia pogrubiona). Banknoty o nominałach 5, 10, 20 oraz 50 euro są w ogólnym obiegu.</p>
<h2>Wykres notowań kursu euro</h2>
<p>Kursom poszczególnych walut Starego Kontynentu brakowało stabilności, a&nbsp;wahania powodowały straty i&nbsp;problemy związane z&nbsp;handlem zagranicznym. Choć członkowie EWG rozważali utworzenie unii walutowej już w&nbsp;tamtych czasach, pierwszą próbę podjęto dopiero po upadku układu z&nbsp;Bretton Woods. „mechanizm kursów walutowych”, mający na celu zapobiegać nadmiernym wahaniom notowań walut państw należących do wspólnoty. Wspólna waluta przyczynia się zarówno do poprawy komfortu korzystania z waluty jak i stabilności gospodarki, dzięki euro wielu przedsiębiorców zyskuje na konkurencyjności bez granic. Również poza strefą euro, waluta ta ma swoją wartość i znaczenie, jest drugą po dolarze amerykańskim walutą międzynarodową, która można płacić w  wielu krajach poza Eurolandem.</p>
<h2>Kurs dolara zepchnięty przez Fed, kurs euro na nowych minimach</h2>
<p>W Wise otrzymasz rzeczywisty, uśredniony kurs wymiany, dzięki czemu możesz sporo zaoszczędzić na swoich międzynarodowych przelewach. Początki wspólnej europejskiej waluty EURO sięgają lat 50. XX wieku, kiedy to powstała Europejska Wspólnota Węgla i Stali, będąca swego rodzaju zalążkiem późniejszej Unii Europejskiej. Niespełna dwie dekady później, w 1970 roku, został opracowany plan stworzenia wspólnoty walutowej i gospodarczej.</p>
<p>O przyjęciu wspólnej waluty każdy kraj członkowski Unii Europejskiej decyduje we własnym zakresie. Przez pierwsze trzy lata po wprowadzeniu w roku 1999 euro było walutą wirtualną, stosowaną do celów rachunkowości i płatności elektronicznych. Symbol euro opiera się na greckiej literze ε (epsilon), która na wzór dolara amerykańskiego została przekreślona dwoma liniami, jednakże w przypadku europejskiej waluty poziomo.</p>
<h2>Kurs CZK/PLN 8 grudnia 2023 r.</h2>
<p>Porównaj nasz kurs i opłatę z Western Union, PayPal, WorldRemit i innymi usługodawcami. Politykę pieniężną dotyczącą euro prowadzi Europejski Bank Centralny. Jak każda duża zmiana, wprowadzenie euro wymaga także odpowiedniego przygotowania oraz oszacowania ryzyka negatywnych konsekwencji dla państwa i jego mieszkańców. Na przykład nieuczciwe przeliczanie cen przez przedsiębiorców może wiązać się z nałożeniem na nich sankcji. Konieczne jest także opracowanie planu ograniczenia i możliwej minimalizacji niepożądanych skutków związanych z utratą niezależnej polityki pieniężnej w poszczególnych państwach.</p>
<h2>Kurs EUR/PLN</h2>
<p>Obecnie jest ich 18 a strefa euro ma w planie objąć całą Unię. Euro uzyskało swoją nazwę już w grudniu 1995 roku, kiedy to również ustanowiono system TARGET, czyli system automatycznych przeliczeń walut narodowych na euro. W chwili przejścia na euro wymianie poddanych zostało 4,5 biliona euro w gotówce, a na całym świecie przeliczyć trzeba było ponad 10 bilionów <a href="https://investorynews.com/czy-tokenexus-jest-bezpieczny-poznajcie-nasze-opinie/">https://investorynews.com/czy-tokenexus-jest-bezpieczny-poznajcie-nasze-opinie/</a> euro na rachunkach bankowych. Kurs wymiany euro nie jest z góry ustalony, lecz zmienia się dynamicznie. Banki, kantory stacjonarne i kantory internetowe ustalają własne kursy wymiany EUR-PLN oraz PLN-EUR, doliczając do średniego kursu wymiany marżę. Dlatego zawsze warto na bieżąco śledzić i sprawdzać aktualne kursy wymiany euro, aby nie tracić na wymianie.</p>
<h2>Funt słabszy po danych o inflacji z UK</h2>
<p>Co ciekawe, w&nbsp;krajach Unii, które do strefy euro nie należą, czasem też można zapłacić wspólną walutą. Kwota do zapłaty teoretycznie powinna zależeć od tego, jaki jest średni kurs euro w&nbsp;danym momencie, <a href="https://dowjonesrisk.com/market-update-april-26-usd-slumps-fomc-in-focus/">https://dowjonesrisk.com/market-update-april-26-usd-slumps-fomc-in-focus/</a> ale czasem przelicznik euro jest wyznaczony z&nbsp;góry. Może się na przykład zdarzyć, że 1&nbsp;euro w&nbsp;miejscowości turystycznej będzie warte zdecydowanie mniej niż w&nbsp;zwykłym sklepie w&nbsp;innym mieście.</p>
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		<title>What is Adjusted Closing Price and How to Calculate it?</title>
		<link>http://www.tuncer.com.tr/what-is-adjusted-closing-price-and-how-to/</link>
		<comments>http://www.tuncer.com.tr/what-is-adjusted-closing-price-and-how-to/#comments</comments>
		<pubDate>Tue, 05 Sep 2023 11:11:38 +0000</pubDate>
		<dc:creator><![CDATA[TUNCER]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://www.tuncer.com.tr/?p=19307</guid>
		<description><![CDATA[And if a company is reporting adjusted earnings for the first time, ask yourself why that is. Economically, this is as if the shareholders sold their child company holdings immediately after the spinoff and invested the proceeds back in the parent company. To create a consistent time series, we must therefore add back the value [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img 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" width="259px" alt="what is a share adjustment"/></p>
<p>
<p>And if a company is reporting adjusted earnings for the first time, ask yourself why that is. Economically, this is as if the shareholders sold their child company holdings immediately after the spinoff and invested the proceeds back in the parent company. To create a consistent time series, we must therefore add back the value of the child company, on a per-share basis. A spinoff is economically equivalent to a dividend payout, with one exception.</p>
</p>
<p>
<h2>Stock Dividends</h2>
</p>
<p>
<p>But when certain events occur, like a substantial dividend or a stock split, these numbers can differ significantly. Here’s how you’d calculate adjusted closing price following a dividend distribution or stock split. Since the total number of shares outstanding after a reverse split decreases, the share price increases. This  ensures that the returns from holding a stock on non-adjusted days are unchanged by any stock <a href="https://www.day-trading.info/forex-crm-forex-brokerage-software/">forex crm forex brokerage software</a> price adjustment.</p>
</p>
<p>
<p>Investors owning stocks that undergo splits see little effects in terms of the value of their holdings overall. One hundred shares of a stock at $50 per share has the same value as 200 shares of the same stock trading at the split price of $25 per share. Common distributions that affect a stock&#8217;s price include cash dividends and stock dividends. The difference between cash dividends and stock dividends is that shareholders are entitled to a predetermined price per share and additional shares, respectively. Price-to-earnings ratio represents the share price of a company’s stock divided by earnings per share.</p>
</p>
<p>
<h2>Why Companies Split Stocks</h2>
</p>
<p>
<p>You’d use the split ratio, which is 2-to-1 in this case, to determine the adjusted closing value. You’d divide the $40 share price by 2 and multiply by 1 to get the adjusted closing value. The stock’s closing price would be $40, while its adjusted closing price would be $20.</p>
</p>
<p>
<h2>Unrealized gain</h2>
</p>
<p><img 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width="258px" alt="what is a share adjustment"/></p>
<p>
<p>For example, both GameStop and Tesla brought forth proposals to increase their number of authorized shares with the intention of a future stock split. It is important to synchronize the sale and investment actions, to avoid distortions caused by changes in the overall level of the market. Most stock data providers use open-versus-open buy/sell; some use close-versus-close. Each shareholder receives new shares in proportion to the shares they already own.</p>
</p>
<p>
<h2>What Is a Split-Adjusted Share Price?</h2>
</p>
<p>
<p>The market capitalization, or the value of all the company’s outstanding shares, doesn’t change when a stock split occurs. Time-series analysis of stocks demands that such purely nominal changes be adjusted for or eliminated. Historical stock prices must be transformed so that the data is indicative of the total return that would have been achieved from holding a particular stock over a particular period of time. The transformation must create a series that reflects the dividends, mergers, spinoffs, splits and various other events that impact the stock’s total return. Over this span, Exxon paid hundreds of dividends, causing the stock price to go down on each occasion. Exxon split its shares five times, each time causing the share price to plummet.</p>
</p>
<p>
<p>The company’s total value is unchanged, but the number of shares outstanding has increased so the per-share price decreases. At the same time, note that the ownership percentage and hence the dollar value of each shareholder’s holding remains unchanged. This convention means that in any time series, the stock price for “today” matches the current exchange- traded price. Adjusted stock prices are the foundation for time-series analysis of equity markets.</p>
</p>
<p>
<p>The vast majority of mergers <a href="https://www.forex-world.net/brokers/how-to-start-a-freight-brokerage/">how to start a freight brokerage</a> are actually acquisitions, in which one company acquires the other. Typically, the acquirer pays for the acquisition using cash, stock or a mixture of the two. Figure 2 demonstrates how the original $10 price is adjusted after each split.</p>
</p>
<p><img 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" width="254px" alt="what is a share adjustment"/></p>
<p>
<p>A reverse split is exactly the same as a split, except that shareholders are left holding fewer shares than before. There are also risks by intentionally striving to have a low individual stock price. Should the share price fall below $1, the company may face delisting warnings from public exchanges such as NASDAQ or the New York Stock Exchange. Before a company splits its stock, it may choose to increase the number of authorized shares, especially if the company is considering issuing the stock split in the form of a dividend.</p>
</p>
<p>
<p>Hence the entire history of the stock “changes” due to <a href="https://www.topforexnews.org/news/european-union-inflation-rate/">european union inflation rate</a> the dividend issuance. Investors should consult their financial advisor for direct guidance on what to invest in and when to invest funds. If you believe in the growth prospects of a company, many advisors will recommend investing in the company and avoiding trying to make decisions based on short-term pricing fluctuations.</p>
</p>
<p>
<ol>
<li>However, some corporate actions, such as stock splits, dividends, and rights offerings, affect a stock&#8217;s price.</li>
<li>Let&#8217;s illustrate the adjusted share price with a fictional company called TSJ Sports Conglomerate as an example.</li>
<li>Stocks can reverse-split, creating fewer shares at a higher price, again with valuation remaining the same.</li>
<li>However, it gives a more correct representation of the amount of growth those shares have experienced from past until the present day.</li>
<li>Other ratios to consider include the debt-to-equity ratio, current ratio, quick ratio and net profit margin.</li>
</ol>
<p>
<p>Specifically, it’s important not to focus on just one-time expenses or gains. Also, look to make sure the company is accurately reporting its everyday operating expenses. If there is a large one-time expense or gain look at what the reason for that was and how it may affect short- and long-term profitability. Using a stock’s adjusted closing price is typically a better tool than the closing price for evaluating a stock over time.</p>
</p>
<p>
<p>If you experience a wash sale, the capital loss disallowed by the IRS is included in the cost basis of the replacement stock. So, if you sell the replacement stock later, any taxable gain will be smaller, and any deductible loss will be larger. Essentially, a wash sale occurs when you sell a security at a loss and then purchase the same security again in a short period. This metric essentially tells you how profitable a company is and how well it has performed over a certain time period. EBITDA can be used to make apples-to-apples comparisons between companies in the same industry or sector. The same multiplicative adjustment is used for all days prior to the dividend date.</p>
</p>
<p>
<p>By looking at the actual closing  price at the time, investors can get a better idea of what was going on and understand contemporary accounts. If investors look at historical records, they will find many examples of tremendous public interest in nominal levels. Perhaps the most famous is the role that Dow 1,000 played in the 1966 to 1982 secular bear market.</p>
</p>
<p>
<p>This is Nasdaq Data Link’s guide to the creation and maintenance of accurate adjusted historical stock prices. For discerning and analyzing the real performance of the stock, it is standard to adjust the old prices to reflect the splits. To adjust TSJ&#8217;s original price of $10, we simply divide it by the stock split, or by two. As time went on, the company&#8217;s share price continued to rise and, in accordance with the management&#8217;s policy, the stock was split each time it reached $50. Adjusted earnings can offer insight into a company’s financial outlook, but it’s important to consider where those numbers are coming from and how accurate they are.</p>
</p>
<p>
<p>When the price is adjusted because of a stock split, it is reduced by a certain fraction. So, a two-for-one stock split takes an existing share and splits it into two, adjusting the price by half. Similarly, a three-for-one stock split takes one share and splits it into three new shares. Often, the closing price and adjusted closing price will be the same for a trading day.</p></p>
]]></content:encoded>
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		<title>The best Forex Trading Strategies Fineco</title>
		<link>http://www.tuncer.com.tr/the-best-forex-trading-strategies-fineco/</link>
		<comments>http://www.tuncer.com.tr/the-best-forex-trading-strategies-fineco/#comments</comments>
		<pubDate>Fri, 01 Sep 2023 07:09:32 +0000</pubDate>
		<dc:creator><![CDATA[TUNCER]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[This agreement states that you will be trading with borrowed money and, as such, the brokerage has the right to intervene in your trades to protect its interests. That said, once you sign up and fund your account, you&#8217;ll be ready to trade. The standard account lets you use different degrees of leverage, but has [&#8230;]]]></description>
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" width="355px" alt="tutorial forex trading"/></p>
<p>
<p>This agreement states that you will be trading with borrowed money and, as such, the brokerage has the right to intervene in your trades to protect its interests. That said, once you sign up and fund your account, you&#8217;ll be ready to trade. The standard account lets you use different degrees of leverage, but has an account minimum of $2,000.</p>
</p>
<p>
<ul>
<li>We recommend that you seek independent financial advice and ensure you fully understand the risks involved before trading.</li>
<li>You also have the chance to get used to the broker&#8217;s trading platform technology.</li>
<li>Meanwhile, an American company with European operations could use the forex market as a hedge in the event the euro weakens, meaning the value of their income earned there falls.</li>
<li>The Academy allows me to have complete on demand access to each course I purchase.</li>
<li>In this strategy, a trader decides to invest in a price trend based on the strength of the trend, as it serves as confirmation that the trend could continue its momentum.</li>
</ul>
<p>
<p>If you have plenty of capital, any broker with a wide variety of leverage options should do. A variety of options lets you vary the amount of risk you are willing to take. For example, less leverage (and therefore less risk) may be preferable for highly volatile (exotic) currency pairs. If you prefer a more advanced trading environment, MetaTrader <a href="https://day-trading.info/the-municipal-market-monitor/">https://day-trading.info/the-municipal-market-monitor/</a> 5 provides a suite of sophisticated charting and research tools. The inclusion of a research portal, newsfeed, daily updates and an economic calendar means you have all the tools you need to develop complex forex trading strategies. If you&#8217;re interested in share trading, this online broker offers two main account options for retail traders.</p>
</p>
<p>
<h2>Practice your trading or enter the market for real.</h2>
</p>
<p>
<p>We recommend that you seek independent advice and ensure you fully understand the risks involved before trading. Information presented by DailyFX Limited should be construed as market commentary, merely observing economical, political and market <a href="https://bigbostrade.com/best-food-stocks-top-food-stocks-for-q2-2023/">https://bigbostrade.com/best-food-stocks-top-food-stocks-for-q2-2023/</a> conditions. This information is made available for informational purposes only. It is not a solicitation or a recommendation to trade derivatives contracts or securities and should not be construed or interpreted as financial advice.</p>
</p>
<p>
<ul>
<li>Let&#8217;s say you have a margin account, and your position suffers a sudden drop before rebounding to all-time highs.</li>
<li>The platform boasts 2,083 stocks and 269 ETFs, spanning various sectors such as indices, dividends, bonds and commodities.</li>
<li>In Europe and the UK, recent regulations have tightened leverage and margin requirements, moving closer to U.S. standards, particularly post-Brexit for the UK.</li>
<li>Foreign exchange trading—also commonly called forex trading or FX—is the global market for exchanging foreign currencies.</li>
</ul>
<p>
<p>The T1 Account is the online broker&#8217;s answer for dedicated forex traders. The account type gives you access to over 70 currency pairs with a standard account structure and no commission fees. The account also uses U.S. dollars as the base currency and has low minimum deposit requirements starting at $50. Trading.com offers a specialized forex trading account tailored to U.S. clients with over 70 currency pairs, no commission fees and a low minimum deposit. This online broker may be your best bet if you intend to trade forex exclusively.</p>
</p>
<p>
<h2>What is a Pip? Using Pips in Forex Trading</h2>
</p>
<p>
<p>You also need to have an appropriate risk strategy to allow for any unforeseen events and minimise your potential for losses due to any lapses of judgement or unexpected market movements. Forex scalping strategies consist of very short-term, low-margin trades that are opened and closed within the same day. The idea is to execute a high volume of trades seeking small but many profits.</p>
</p>
<p>
<div style='text-align:center'><iframe width='562' height='313' src='https://www.youtube.com/embed/kOzak-Wu6_c' frameborder='0' alt='tutorial forex trading' allowfullscreen></iframe></div>
</p>
<p>
<p>For deposits and withdrawals from your trading account, this broker supports a range of payment methods including debit cards (Visa and Mastercard), ACH bank transfers and wire transfers. The one good thing about entering into the forex market is that you can trade anytime as per your convenience. The forex market is enormous in size and is the largest market with millions of participants. Hundreds of thousands of individuals (like us), money exchangers, to banks, to hedge fund managers everybody participates in the forex market. The forex market is open 24 hours a day, five days a week, which gives traders in this market the opportunity to react to news that might not affect the stock market until much later. Because so much of currency trading focuses on speculation or hedging, it’s important for traders to be up to speed on the dynamics that could cause sharp spikes in currencies.</p>
</p>
<p>
<h2>Why Forex Trading Matters for Average Consumers</h2>
</p>
<p>
<p>Currency prices are constantly fluctuating, but at very small amounts, which means traders need to execute large trades (using leverage) to make money. To start investing in the currency market <a href="https://forex-world.net/cryptocurrency-pairs/bnb-usd/">https://forex-world.net/cryptocurrency-pairs/bnb-usd/</a> it is essential to know forex trading strategies. Having a plan allows you to trade responsibly by managing risk well and choosing investments that suit your risk profile and goals.</p>
</p>
<p><img 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" width="351px" alt="tutorial forex trading"/></p>
<p>
<p>With access to nine timeframes and over 50 pre-installed indicators, traders can precisely analyze market trends and movements. The platform&#8217;s user-friendly interface allows for trading directly from the charts, streamlining the process. If you choose to day trade, one strategy to consider is trend  following.</p>
</p>
<p>
<h2>Choose a Forex Broker</h2>
</p>
<p>
<p>Trading occurs in currency pairs such as the EUR/USD (the  euro versus the U.S. dollar) and the USD/CAD (the U.S. dollar versus the Canadian dollar). The foreign exchange market is the most actively traded market in the world. This ensures compliance with strict financial standards and offers protection to traders. Always verify a broker&#8217;s regulatory status before trading to ensure you&#8217;re protected under U.S. law. To complement the broker&#8217;s various educational resources, IG grants access to a demo account with $20,000 in virtual funds for training purposes. This feature allows beginners to safely navigate the real-world forex market, gaining trading experience without the high risk of losing real money.</p>
</p>
<p>
<p>The real-time activity in the spot market will impact the amount we pay for exports along with how much it costs to travel abroad. Be sure to conduct thorough due diligence prior to selecting a broker. Once you&#8217;ve made your selection, signing up for a forex account is similar to getting an equity account. Also, a forex broker should be registered as a Futures Commission Merchant (FCM) and regulated by the Commodity Futures Trading Commission (CFTC). This website is using a security service to protect itself from online attacks.</p>
</p>
<p>
<div style='text-align:center'><iframe width='566' height='318' src='https://www.youtube.com/embed/7SUZTzbyXsE' frameborder='0' alt='tutorial forex trading' allowfullscreen></iframe></div></p>
]]></content:encoded>
			<wfw:commentRss>http://www.tuncer.com.tr/the-best-forex-trading-strategies-fineco/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Jak zacząć inwestować na giełdzie? Krok po kroku</title>
		<link>http://www.tuncer.com.tr/jak-zaczac-inwestowac-na-gieldzie-krok-po-kroku/</link>
		<comments>http://www.tuncer.com.tr/jak-zaczac-inwestowac-na-gieldzie-krok-po-kroku/#comments</comments>
		<pubDate>Fri, 25 Aug 2023 16:18:06 +0000</pubDate>
		<dc:creator><![CDATA[TUNCER]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://www.tuncer.com.tr/?p=13274</guid>
		<description><![CDATA[Oczywiście zależnie od tego, jaki cel obrał sobie konkretny inwestor, odpowiedź na to pytanie może być inna. W wielu przypadkach wystarczy jednie kilkaset złotych miesięcznie, aby zacząć inwestowanie online. Co więcej, nie są one obarczone bardzo wysokim ryzykiem inwestycyjnym. Wszystkie formalności związane z założeniem konta inwestycyjnego można załatwić przez internet. Także transakcje dokonuje się obecnie [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Oczywiście zależnie od tego, jaki cel obrał sobie konkretny inwestor, odpowiedź na to pytanie może być  inna. W wielu przypadkach wystarczy jednie kilkaset złotych miesięcznie, aby zacząć inwestowanie online. Co więcej, nie są one obarczone bardzo wysokim ryzykiem inwestycyjnym. Wszystkie formalności związane z założeniem konta inwestycyjnego można załatwić przez internet. Także transakcje dokonuje się obecnie w całości w sposób elektroniczny.</p>
<ul>
<li>Zanim wpłacisz realne środki na konto maklerskie, może spróbuj najpierw giełdy wirtualnej?</li>
<li>Pamiętaj jednak, że dane historyczne nie gwarantują przyszłych wyników.</li>
<li>Drobni inwestorzy muszą zadowalać się kupowaniem małych serii i sprzedawaniem ich w odpowiednich momentach, aby zyskać.</li>
<li>Decydując się na zakup fizycznego złota, inwestor musi martwić się o przechowywanie kruszcu, które powinno być przechowywane w sejfie, jednak zakup sejfu może być bardzo drogi.</li>
<li>To duża wygoda, która sprawia, że coraz więcej osób jest zainteresowanych inwestycjami na giełdzie.</li>
<li>Giełda przez internet jest idealna dla osób, które chcą rozpocząć swoje przygody z inwestowaniem lub poszerzyć swoje portfolio o nowe instrumenty finansowe.</li>
</ul>
<p>Dzięki niemu można poznać tajniki inwestycji, nauczyć się podstaw, a potem bardziej zaawansowanych kwestii, zaznajomić się z terminologią inwestycyjną, itp. Istnieją jednak pewne kwestie, o których należy pamiętać, bez względu na to, w co gracz zdecyduje się inwestować. W szczególności trzeba wiedzieć, że inwestor musi  wykazać się dużą cierpliwością, a także analitycznym oraz racjonalnym podejściem do podejmowanych decyzji i działań. Oferują różne platformy inwestycyjne, za pośrednictwem których dokonuje się transakcje – mogą korzystać z zewnętrznych dostawców albo oferować własne, autorskie platformy transakcyjne.</p>
<h2>Czy podcasty i audiobooki pomagają odnaleźć się rynkach finansowych?</h2>
<p>Odpowiedzialne inwestowanie polega na identyfikowaniu ryzyka, jego rozumieniu i świadomej akceptacji bądź odrzuceniu. Tym samym zatoczyliśmy krąg i wróciliśmy do <a href="https://forexdata.info/wskaznik-hma-lepsza-srednia-ruchoma/">https://forexdata.info/wskaznik-hma-lepsza-srednia-ruchoma/</a> punktu pierwszego. Czasem słyszy się o osobach, które jako zupełne żółtodzioby kupiły akcje danej spółki i niemal od razu udało im się odnieść znaczny zysk.</p>
<ul>
<li>Jeśli chodzi o papierowe złoto, to inwestorzy, którzy zdecydują się na złoto w formie papierowej, nie muszą przejmować się jego przechowywaniem.</li>
<li>Alternatywnie, gdy akcje spadają o 7% lub 8% w stosunku do ceny zakupu, inwestorzy są zazwyczaj instruowani, aby ograniczyć swoje straty i akcje sprzedać.</li>
<li>Informacje na temat kosztów związanych z usługami bankowymi i inwestycyjnymi dostępne są w taryfach opłat i prowizji.</li>
<li>Oferują różne platformy inwestycyjne, za pośrednictwem których dokonuje się transakcje – mogą korzystać z zewnętrznych dostawców albo oferować własne, autorskie platformy transakcyjne.</li>
<li>Zarówna zwykła giełda, jak i ta online to wirtualny rynek, na którym spotykają się ludzie, którzy chcą kupić lub/i sprzedać papiery wartościowe.</li>
</ul>
<p>Gdy ju ż masz odpwoiedni obraz sytuacji , mo ż esz podj ą ć decyzje o sprzeda ż y lub kupnie posiadanych aktywa . Wa Ŝ ne jest , ab y podejmowa ć decyzje oparte o logiczn ą analize sytuacji , a nie emocje . Warto być na bieżąco i czytać portale i blogi o inwestowaniu. Nieprawdopodobne historie ze świata finansów potrafią być naprawdę fascynujące. Doskonałym źródłem informacji poruszającym podstawy inwestowania będzie lektura „Sztuki spekulacji po latach” Zenona Komara czy „Najważniejszej Rzeczy” Howarda Marksa. Ta z kolei zmienia się tak dynamicznie, że wyceny instrumentów w portfelu inwestycyjnym gracza będą ulegać wahaniom.</p>
<h2>akcji</h2>
<p>Korzystając aplikacji mobilnej, można inwestować z dowolnego miejsca na świecie i o dowolnej porze dnia lub nocy. Aby móc dokonywać jakiekolwiek inwestycje, należy założyć rachunek inwestycyjny, za pośrednictwem którego można <a href="https://forexeconomic.net/goracy-perspektywy-dla-towarow/">https://forexeconomic.net/goracy-perspektywy-dla-towarow/</a> dokonywać transakcji i kontrolować swoje inwestycje. Poniżej instrukcja krok po kroku, jak założyć konto inwestycyjne. Aby zacząć inwestować na rynku Forex, nie trzeba posiadać specjalistycznej wiedzy ani dużego kapitału.</p>
<h2>Polskiego inwestora portret własny. Ma coraz więcej pieniędzy i chce oszczędzić na emeryturę</h2>
<p>Niemiecki inwestor potrzebuje zgody UOKiK, by spełnić ostatni warunek wezwania. Wysokie wciąż ceny żywności sprawią, że świąteczne posiłki będą Polaków drogo kosztowały. Ale dzięki umocnieniu złotego będzie szansa zaoszczędzić na kosztach prezentów pod choinkę.</p>
<h2>Zawał na Orlenie. Wartość rynkowa w dół o prawie 7 mld zł</h2>
<p>W praktyce, chodzi o poruszaną już w Nauce o inwestowaniu dywersyfikację. Gdy różnicujesz swoje inwestycje, zmniejszasz ryzyko portfela. Jeżeli któraś jego część zacznie tracić na wartości pozostałe mogą skompensować stratę.</p>
<p>Takie konto demo udostępniane jest przez większość popularnych brokerów za darmo. Analizuje trendy makroekonomiczne i bada ich przełożenie na rynki finansowe. Specjalizuje się w rynkach metali szlachetnych oraz monitoruje politykę najważniejszych banków centralnych. Jest trzykrotnym laureatem <a href="https://forexgenerator.net/blackrock-rozszerza-mozliwosci-handlu-obligacjami-aladdin-z-integracja-tradeweb/">https://forexgenerator.net/blackrock-rozszerza-mozliwosci-handlu-obligacjami-aladdin-z-integracja-tradeweb/</a> prestiżowego konkursu Narodowego Banku Polskiego dla dziennikarzy ekonomicznych. W 2016 roku otrzymał także tytuł Herosa Rynku Kapitałowego przyznawany przez Stowarzyszenie Inwestorów Indywidualnych. Na Warszawskiej Giełdzie<br />
Papierów Wartościowych obraca się akcjami zdematerializowanymi.</p>
<p>Pierwsze drobne kwoty, które chciałbyś przeznaczyć na inwestycje, wydaj na naukę. Aby wybrać najlepszego brokera do inwestowania na giełdzie przez internet, należy wziąć pod uwagę kilka czynników. Przede wszystkim, należy sprawdzić, jakie usługi oferuje broker i jakie są jego opłaty. Ważne jest również, aby zapoznać się z opiniami innych inwestorów na temat danego brokera oraz zobaczyć, czy ma on dobrą reputację.</p>
<p>W dzisiejszych czasach inwestowanie na giełdzie przez internet stało się nie tylko dostępne, ale także bardzo popularne. Jest to fascynujący sposób na pomnażanie swojego kapitału, ale wymaga odpowiedniej wiedzy i umiejętności. W niniejszym artykule pomożemy Ci zrozumieć, jak działa inwestowanie na giełdzie przez internet i jak możesz zacząć swoją przygodę z tym ekscytującym światem finansów. Do wykonania analizy technicznej inwestorzy mogą używać różnych narzędzi, takich jak wykresy cenowe, indeksy giełdowe i wskaźniki techniczne.</p>
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		<title>Boeing Stock Analysis and Breakdown</title>
		<link>http://www.tuncer.com.tr/boeing-stock-analysis-and-breakdown/</link>
		<comments>http://www.tuncer.com.tr/boeing-stock-analysis-and-breakdown/#comments</comments>
		<pubDate>Wed, 01 Mar 2023 13:56:21 +0000</pubDate>
		<dc:creator><![CDATA[TUNCER]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://www.tuncer.com.tr/?p=9890</guid>
		<description><![CDATA[Soon after he takes his first plane ride which leads him to build a hangar and begin construction of his first plane. The onset of WWI helped spur the company’s growth but business was cut drastically in its wake. The start of WWII was another milestone for the company and one that led to its [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Soon after he takes his first plane ride which leads him to build a hangar and begin construction of his first plane. The onset of WWI helped spur the company’s growth but business was cut drastically in its wake. The start of WWII was another milestone for the company and one that led to its current position of dominance. The company was incorporated in 1916 and is based in Chicago, Illinois.</p>
<p>It’s important to treat day trading stocks, options, futures, and swing trading like you would with getting a professional degree, a new trade, or starting any new career. Boeing might be worth looking into for value investors as a long-term investment. Shares are trading below the key 50-day and 200-day moving averages, which indicates a long-term downtrend. The company’s business is set to explode in the next year or two, and this could be a near-term bottom on the stock. This is not financial advice, but Boeing’s stock looks ripe for a rebound over the next few years.</p>
<ul>
<li>Boeing makes most of the world’s commercial airplanes and owns a near duopoly on the market with Airbus.</li>
<li>These delays resulted in escalating costs and abnormally low production rates for the 787 throughout Boeing&#8217;s third quarter, which ended Sept. 30, 2021.</li>
<li>High-growth stocks tend to represent the technology, healthcare, and communications sectors.</li>
<li>In fact, Boeing stock has nearly doubled since bottoming out at the end of September last year.</li>
<li>As for competition from China&#8217;s homegrown C919 jet produced by Comac, Calhoun said it will take a &#8220;pretty long time&#8221; before it becomes a serious competitor globally for Boeing or Airbus.</li>
</ul>
<p>We realize that everyone was once a new trader and needs help along the way on their trading journey and that’s what we’re here for. Also, we provide you with free options courses that teach you  how to implement our trades as well. This US Army <a href="https://forexhistory.info/brokers/brokers-capacity-and-experience/">brokers capacity and experience</a> model is the world’s most advanced and proven attack helicopter. Over 1.3 million have been to combat since its inception in 1984. Boeing owns the production contract until 2028 and is the chosen attack helicopter for the next few decades.</p>
<p>Boeing makes most of the world’s commercial airplanes and owns a near duopoly on the market with Airbus. So if you have traveled domestically or internationally, chances are you have flown on a Boeing aircraft. On the other <a href="https://bigbostrade.com/moving-average-indicator-moving-averages/">moving average indicator</a> hand, it hasn&#8217;t been a good year for Boeing, and there&#8217;s near-term risk around the stock. Second, while aircraft demand currently exceeds supply, Boeing&#8217;s management may be overconfident about how long that will last.</p>
<p>These delays resulted in escalating costs and abnormally low production rates for the 787 throughout Boeing&#8217;s third quarter, which ended Sept. 30, 2021. Boeing&#8217;s 787 Dreamliner aircraft has suffered a series of manufacturing quality issues over the past year. The problems began in September 2020 when the FAA said it was looking into manufacturing flaws in the aircraft. Eight 787s were removed from service by airlines in response to the FAA&#8217;s investigation. Boeing&#8217;s recent second-quarter earnings report showed that the company&#8217;s financial performance is stabilizing. Boeing generated $2.6 billion of free cash flow in the period and reiterated its full-year cash flow guidance.</p>
<h2>What is Boeing Co’s stock style?</h2>
<p>Boeing Capital provides customers financing for the products and services from the company&#8217;s other divisions. As a result, the company reported a core loss of $0.82 per share last quarter. In short, Boeing is in better shape than it was a couple of years ago, but it&#8217;s hardly a healthy business.</p>
<p>As it stands, Boeing’s stock is grasping for a bottom on its recent downtrend. The recent quarterly earnings weren’t great; the company reported a year-over-year revenue decline. One positive for Boeing is that the worst COVID-19 pandemic is behind us. In addition, global travel has opened up in a major way which should help Boeing work through some of its order backlogs.</p>
<h2>Air Canada to Refresh Fleet With 18 New 787-10 Dreamliner Aircraft From Boeing</h2>
<p>Boeing also has aerospace rivals based in Russia, China, and Japan. Boeing traces its origins to 1916 with the founding of Aero Products Co. by William E. Boeing, who had recently co-developed a single-engine, two-seat seaplane with Conrad Westervelt. Boeing Airplane spent a brief period in the airline business in the late 1920s and early 1930s, but new antitrust legislation in 1934 required the separation of airplane manufacturing from air transport. The company&#8217;s expansion into military aircraft and weapons systems began during World War II. Boeing went public through an initial public offering (IPO) on Jan. 2, 1962.</p>
<h2>Commercial Air Stocks Face Numerous ESG Risks, but Current Prices Still Offer Attractive Upside</h2>
<p>16 Wall Street equities research analysts have issued &#8220;buy,&#8221; &#8220;hold,&#8221; and &#8220;sell&#8221; ratings for Boeing in the  last year. There are currently 6 hold ratings and 10 buy ratings for the stock. The consensus among Wall Street equities research analysts is that investors should &#8220;moderate buy&#8221; BA shares. Boeing got its start in 1910 when William E. Boeing developed a love for aircraft.</p>
<h2>How Boeing Makes Money</h2>
<p>You have the option to trade stocks instead of going the options trading route if you wish. People come here to learn, hang out, practice, trade stocks, and more. Our trade rooms are a great place to get live group mentoring and training. Our chat rooms will&nbsp;provide you with an opportunity to learn how to trade stocks, options, and futures.</p>
<p>Some of the most powerful militaries in the world use the AH-64 Apache, including the US, Japan, the UK, and Israel. We’d like to share more about how we work and what drives our day-to-day business. BA’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.</p>
<p>Our live streams are a great way to learn in a real-world environment, without the pressure and noise of trying to do it all yourself or listening to “Talking Heads” on social media or tv. Boeing’s general stock weakness is a culmination of several headwinds for the company. First, the COVID-19 pandemic was detrimental to global air travel and seriously impacted the company’s revenues. Second, Boeing already had bearish sentiment due to its ongoing issues with the 737-Max model. Third, recalls and malfunctions are one thing, but investors do not soon forget multiple fatal crashes.</p>
<p>Some of its main competitors include Europe-based Airbus SE (AIR), Lockheed Martin Corp. (LMT), and Northrop Grumman Corp. (NOC). Boeing reported a net loss of $11.9 billion on $58.2 billion in annual revenue in its 2020 fiscal year (FY). Furthermore, strong aircraft demand will enable Boeing to boost commercial jet production, supporting that segment&#8217;s margin recovery.</p>
<p>The Boeing Company is the world’s largest manufacturer of airplanes and commands more than 50% of the market in some channels and categories. The company operates through four segments including Commercial Airplanes; Defense, Space &amp; Security; Global Services; and Boeing Capital providing products and services to end-users in 150 countries. Boeing Co. (BA), one of the world&#8217;s leading aerospace companies, develops <a href="https://trading-market.org/value-investing-growth-vs-value-investing/">value investing</a> and manufactures commercial jets, military aircraft, weapons systems, and strategic defense and intelligence systems. The company offers services and support to customers globally and provides financing for orders and deliveries. Boeing&#8217;s commercial airplane segment develops, produces, and markets commercial jet aircraft and provides fleet support services, primarily for the global airline industry.</p>
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		<title>5 Strategies for Trading Volatility With Options</title>
		<link>http://www.tuncer.com.tr/5-strategies-for-trading-volatility-with-options/</link>
		<comments>http://www.tuncer.com.tr/5-strategies-for-trading-volatility-with-options/#comments</comments>
		<pubDate>Thu, 17 Nov 2022 09:21:58 +0000</pubDate>
		<dc:creator><![CDATA[TUNCER]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://www.tuncer.com.tr/?p=7940</guid>
		<description><![CDATA[Once the stock begins to move lower, the stop price freezes at the highest level it reaches. While these numbers are on the lower end of possible implied volatility, there is still a 16% chance that the stock price moves further than the implied volatility range over the course of a year. The strangle can [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexhero.info/wp-content/uploads/2021/04/image-JyB2qYxls1wheMik.png" width="354px" alt="volatility trading strategies"/></p>
<p>Once the stock begins to move lower, the stop price freezes at the highest level it reaches. While these numbers are on the lower end of possible implied volatility, there is still a 16% chance that the stock price moves further than the implied volatility range over the course of a year. The strangle can be a useful variation of the straddle strategy for those stocks you think will make a big move and you think there’s a greater chance of it moving in a certain direction. In the above example, you could simultaneously sell to close the call for $6.40, and sell to close the put for $0.05, for proceeds of $645 ([$6.40 + $0.05] x 100). Your total profit would be $220 (the proceeds of $645 less your initial investment of $425), minus any commission costs. In this situation, you may want to consider a short strangle which gives you the opportunity to effectively “sell the volatility” in the options and potentially profit on any inflated premiums.</p>
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<h3>Which indicator is best for volatility?</h3>
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<ul>
<li>Bollinger Bands.</li>
<li>ATR <img src="http://s.w.org/images/core/emoji/72x72/2013.png" alt="–" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Average True Range Indicator.</li>
<li>VIX <img src="http://s.w.org/images/core/emoji/72x72/2013.png" alt="–" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Volatility Index.</li>
<li>Keltner Channel Indicator.</li>
<li>Donchian Channel Indicator.</li>
<li>Chaikin Volatility Indicator.</li>
<li>Twiggs Volatility Indicator.</li>
<li>RVI <img src="http://s.w.org/images/core/emoji/72x72/2013.png" alt="–" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Relative Volatility Index.</li>
</ul>
</div></div>
</div>
<p>Stock is trading at $50, and the implied volatility of the option contract is 20%. This implies there’s a consensus in the marketplace that a one SD move over the next 12 months will be plus or minus $10 (since 20% of the $50 stock price equals $10). In the below implied volatility example, you’ll see that by&nbsp;factoring in IV, you only take a 16% risk and have an 84% chance of success, which is great for probability traders. Conversely, high IV products offer higher extrinsic value premiums than low IV products, which is why short premium options traders tend to be drawn to it. Low IV environments equate to lower priced options due to a lack of extrinsic value; and high IV environments equate to higher priced options due to the abundance of extrinsic value. Please ensure you understand how this product works and whether you can afford to take the high risk of losing money.</p>
<h2>Broken bonds in the “balanced” portfolio</h2>
<p>Volatile macro conditions can increase security dispersion—or the divergence between the best and worst performing assets. Figure 4 shows how the current macro backdrop has translated into a trend towards greater underlying security dispersion. Implied volatility is primarily derived from the Black-Scholes model, which is quick in its calculation of option prices. This model requires to have all other inputs (stock price, expiration, etc.) to solve for IV%. One of the common misconceptions is that implied volatility drives options prices, but it’s actually the other way around; changes in options prices allows us to find a new value for IV. In this case, we’re trading volatility in the sense of selling high overpriced implied volatility early in the expiration cycle.</p>
<p>Throughout this options trading guide, our expert options traders will explain what volatility trading is, how to trade volatility via options, and reveal the best volatile stocks to trade in 2020. This is done by using the Greeks to assess the exposure the trading strategy has to all the variables which drive option prices. To bene t from a change in actual volatility of the market, the trader will want to establish a gamma positive or negative position. To benefit from a change in implied volatility, the trader will focus on her kappa (vega) exposures. For the other derivatives such as delta, theta, and rho, she will try to minimize her exposure to these Greeks by driving their level to zero.</p>
<h2>Trading platforms</h2>
<p>Since XYZ didn’t perform as expected, you might decide to cut your losses and close both legs of the option for $145 ([$1.35 + $0.10] x 100). Your loss for this trade would be $280 (the $145 proceeds, minus the <a href="https://forexhero.info/what-is-amana-capital/">https://forexhero.info/what-is-amana-capital/</a> $425 cost of entering into the strangle), plus commissions. You might also consider selling the call, which still has value, and monitor the put for appreciation in value in the event of a market decline.</p>
<p>To reiterate, strategies of this type  should only be used when you are expecting an underlying security to move significantly in price. The Straddle Strategy is one of the most popular strategies that aim to take advantage of increased volatility in any price direction. This strategy returns a profit when the price goes strongly in one direction, whether up or down. That’s why this strategy works best when used during periods when a high increase in volatility is expected, such as before important market reports.</p>
<h2>What Is the Difference Between Historical and Implied Volatility?</h2>
<p>Providing true portfolio diversification requires a durable return stream that’s disconnected from the ups and downs of the overall market. Alternative strategies with a low correlation to broad asset classes can act as a buffer when other assets in the portfolio are under pressure—the missing component in 60/40 portfolios today. We’ve entered a new regime where volatility from inflation and policy tightening is reverberating through financial markets.</p>
<div style='border: black dashed 1px;padding: 13px;'>
<h3>Accounting for Vega in Trading: An Oracle Trade Example &#8211; tastylive </h3>
<p>Accounting for Vega in Trading: An Oracle Trade Example.</p>
<p>Posted: Tue, 13 Jun 2023 15:04:29 GMT [<a href='https://news.google.com/rss/articles/CBMiiAFodHRwczovL3d3dy50YXN0eWxpdmUuY29tL3Nob3dzL29wdGlvbnMtdHJhZGluZy1jb25jZXB0cy1saXZlL2VwaXNvZGVzL2FjY291bnRpbmctZm9yLXZlZ2EtaW4tdHJhZGluZy1hbi1vcmFjbGUtdHJhZGUtZXhhbXBsZS0wNi0xMy0yMDIz0gEA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>Seeking out lower volatility stocks opens up opportunities for stable returns by losing less capital, rather than earning higher profits. High IV environments allow traders to collect more premium, or move strikes further away from the stock price and still collect a decent premium for short options strategies. Implied volatility is an annualized expected move in the underlying stocks price, adjusted for the expiration duration. The tastytrade platform displays IV in several useful areas on its interface. One of them is to simply view volatility by expiration in the trade tab.</p>
<h2>Day Trading in the UK: How to Get Started</h2>
<p>The most popular volatility market is the Volatility Index (VIX), which is an index compiled by Chicago Board Options Exchange (CBOE) to reflect the expected volatility in the US S&amp;P 500 market. This code will plot the performance of both the long/flat strategy based on volatility and the S&amp;P 500 benchmark, as well as display the annualized returns and maximum drawdown for each. Some traders find themselves wondering how the long call diagonal works. This particular diagonal can often trigger a trader to either open or close a new position. As you can see, these volatilities are correlated but do experience some differences.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
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<h3>What are the four 4 types of volatility?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<ul>
<li>historical volatility;</li>
<li>implied volatility;</li>
<li>the volatility index; and.</li>
<li>intraday volatility.</li>
</ul>
</div></div>
</div>
<p>A good way of highlighting the usefulness of the ATR comes when looking at two similar markets. The Dow and the DAX are both typically chosen for their oversized market moves, yet we are seeing a significant shift during Trump’s reign, as highlighted by the ATR. Back in 2014, the DAX was seeing a weekly ATR high of 390, while the Dow ATR peaked at 420. So, while the Dow volatility was marginally higher, it was not a particularly significant amount to dictate which you would trade. Fast-forward to the present day, and we have a Dow ATR of over 1000, while the DAX figure is closer to 450.</p>
<p>In some cases, the implied volatility is higher, and in other cases, the historic volatility is higher. On the other hand, buying put strategies benefit from rising implied volatility. If the underlying instrument experiences a large price-move, either the put or call option will become in-the-money and return a profit. A rise in the price would make the call option in-the-money, while a fall in the price would make the put option  in-the-money.</p>
<p>Another example is a “multi-strategy” alternative which encompasses multiple uncorrelated underlying strategies in a single solution. When choosing an alternative, investors can consider incorporating a combination of complementary strategies with a low correlation to one another as an added layer of portfolio resiliency. Investors should also consider the inherent investment risks of investing in market neutral and multi-strategy alternatives, including potential volatility and losses across both long and short positions. According to the volatility index (VIX), 2020 has been the most volatile trading year to date.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>What is the rule of 16 implied volatility?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>According to the rule of 16, if the VIX is trading at 16, then the SPX is estimated to see average daily moves up or down of 1% (because 16/16 = 1). If the VIX is at 24, the daily moves might be around 1.5%, and at 32, the rule of 16 says the SPX might see 2% daily moves.</p>
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</div>
]]></content:encoded>
			<wfw:commentRss>http://www.tuncer.com.tr/5-strategies-for-trading-volatility-with-options/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>маркетс60 Форекс Брокер, Рейтинг 2023 и Информация маркетс60: лицензия, отзывы клиентов о маркетс60, преимущества и недостатки</title>
		<link>http://www.tuncer.com.tr/markets60-foreks-broker-rejting-2023-i-informacija/</link>
		<comments>http://www.tuncer.com.tr/markets60-foreks-broker-rejting-2023-i-informacija/#comments</comments>
		<pubDate>Mon, 14 Nov 2022 10:42:55 +0000</pubDate>
		<dc:creator><![CDATA[TUNCER]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://www.tuncer.com.tr/?p=9043</guid>
		<description><![CDATA[Я&#160;понимаю, что отзывы&#160;— материя слишком субъективная, чтобы делать по&#160;ним окончательные выводы. Я&#160;нашел эту компанию в&#160;реестре «Руспрофайл». Она зарегистрирована в&#160;2014&#160;году со&#160;скромным уставным капиталом в&#160;20&#160;тысяч рублей. Если&#160;верить отчетности, с&#160;тех пор она ничем особенно не&#160;занималась&#160;— в&#160;доходах и&#160;расходах в&#160;основном нули. При&#160;этом основной вид деятельности компании&#160;— розничная торговля компьютерами, периферийными устройствами к&#160;компьютерам и&#160;программным обеспечением. В&#160;шести дополнительных видах деятельности также не&#160;нашлось [&#8230;]]]></description>
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" width="450px" alt="маркетс60 кухня"/></p>
<p>
<p>Я&nbsp;понимаю, что отзывы&nbsp;— материя слишком субъективная, чтобы делать по&nbsp;ним окончательные выводы. Я&nbsp;нашел эту компанию в&nbsp;реестре «Руспрофайл». Она зарегистрирована в&nbsp;2014&nbsp;году со&nbsp;скромным уставным капиталом в&nbsp;20&nbsp;тысяч рублей. Если&nbsp;верить отчетности, с&nbsp;тех пор она ничем особенно не&nbsp;занималась&nbsp;— в&nbsp;доходах и&nbsp;расходах в&nbsp;основном нули. При&nbsp;этом основной вид деятельности компании&nbsp;— розничная торговля компьютерами, периферийными устройствами к&nbsp;компьютерам и&nbsp;программным обеспечением. В&nbsp;шести дополнительных видах деятельности также не&nbsp;нашлось ничего о&nbsp;финансах.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="453px" alt="маркетс60 кухня"/></p>
<p>
<p>Кроме того данный, холдинг работает согласно нормам MiFID. Все средства клиентов застрахованы в FSCS и ICF и хранятся на сегрегированных счетах в международных банках. Официальных представительств в России нет.</p>
</p>
<p>
<p>Из⁠-⁠за этого возникает ощущение, что компания и&nbsp;ее&nbsp;клиенты зарабатывают в&nbsp;основном на&nbsp;этой программе, а&nbsp;не&nbsp;на&nbsp;использовании робота. Т⁠—⁠Ж&nbsp;уже писал о&nbsp;торговле на&nbsp;форексе и&nbsp;прищуривался к&nbsp;ПАММ⁠-⁠счетам. Авторы <a href="https://markets60.online/">https://markets60.online/</a> пришли к&nbsp;выводу, что это скорее лотерея, чем&nbsp;инвестиции и&nbsp;что риск потерять деньги на&nbsp;форексе крайне высок. Неудивительно, что трейдеры ищут способы снизить этот риск. Далее со мной связался аналитик компании.</p>
</p>
<p>
<h2>О каком брокере хотите написать отзыв?</h2>
</p>
<p>
<p>Он звонил мне регулярно и говорил, какие сделки стоит открывать. Я, к сожалению, не помню его имени, номер телефона тоже не сохранил. Первое <a href="https://fxinvest.info/otzyvy-o-brokere-markets60-obzor-kompanii/">markets60 форекс брокер</a> время сделки и правда приносили прибыль. Но вскоре я потерял все деньги и решил попрощаться с торговлей на бирже и с маркетс60.</p>
</p>
<p>
<p>Терминал предоставляется трейдерам, которые открывают одноименный торговый счет R Trader. Для этого вас перенаправят на специальную веб-страницу. ROI &#8211; прибыльность стратегий &#8211; система показывает колоссальную. Проверить правдивость данных не представляется возможным, поскольку на это понадобится хотя бы месяц. На вскидку скажем, что цифры в более 2000% не должны сводить трейдеров с ума, поскольку выглядят уж очень нереалистичными. Наиболее прибыльных алгоритмический фонд США с лучшими математиками мира в команде показывает не более 60% годовых.</p>
</p>
<p>
<ul>
<li>Данный сервис позволяет зарабатывать без самостоятельной торговли.</li>
<li>Дмитрий, так вы определитесь, вы компания, или частный трейдер, которому робот 50%нарисовал.</li>
<li>В шести дополнительных видах деятельности также не нашлось ничего о финансах.</li>
<li>Клиент может вывести не саму сумму бонуса, а полученную от торговли прибыль.</li>
<li>Надежность торговли на рынке Forex &#8211; высший приоритет.</li>
</ul>
<p>
<p>Брокер зарегистрирован на территории Новой Зеландии. Центральный офис компании, однако, расположен на Кипре, в городе Лимассол. Имеются также представительства и офисы продаж в нескольких крупных городах по всему&#8230;</p>
</p>
<p>
<h2>Рейтинг Форекс Брокеров</h2>
</p>
<p>
<p>Основное строгое условие &#8211; не оказывать услуги гражданам Белиза. С какими неторговыми комиссиями можно столкнуться, работая с маркетс60? Зачисление средств для всех доступных методов бесплатное. В то же время за вывод средств некоторыми способами начисляется комиссия. В таблице мы приведем лишь способы вывода средств, за которые взимается комиссия. Первая группа &#8211; это комиссии, связанные непосредственно с процессом совершения сделок на международных рынках.</p>
</p>
<p>
<p>На новостях вообще невозможно торговать. Главным недостатком маркетс60 является регистрация в Белизе, который известен как оффшор со слабым контролем за деятельностью иностранных финансовых компаний. Чтобы оставить отзыв о деятельности брокера, нужно просто зарегистрироваться — это может сделать любой желающий. Форекс брокер маркетс60 был основан в 2009 году и входит в группу компаний маркетс60.</p>
</p>
<p>
<p>Как можно заметить, торговые планы с  околонулевыми спредами имеют дополнительную комиссию с оборота. В тех торговых планах, где спреды выше, дополнительная комиссия за сделку отсутствует. Этот нюанс обязательно нужно принимать во внимание при выборе счета. Компания не работает с гражданами США, Австралии, Канады и Японии. Также в дисклеймере на сайте указано, что компания не нацелена на предоставление услуг гражданам ЕС и Европейской экономической зоны &#8211; Швейцария, Норвегия, Великобритания.</p>
</p>
<p>
<p>Все, что нужно для&nbsp;работы с&nbsp;программой,&nbsp;— купить так называемую лицензию на&nbsp;ее&nbsp;использование, пополнить счет и&nbsp;начать торговлю. Брокер предлагает инвестиционную программу на специальной платформе SuperTrader, которая предполагает инвестиции в CFD. Таким образом, инвестор может формировать собственные портфели, просто копируя контракты и распределяя инвестиции в стратегии разных управляющих.</p>
</p>
<p>
<ul>
<li>Лицензия Белиза не дает 100%-гарантии, что брокер действительно надежный.</li>
<li>Для новичков в компании создана Академия трейдинга в специальном разделе сайта.</li>
<li>Мультиязычная поддержка маркетс60 работает на 13 языках мира.</li>
<li>маркетс60 предлагает широкий спектр достаточно интересных и разнообразных учебных материалов, также тренировочный демо-счет для всех торговых типов аккаунтов.</li>
<li>маркетс60 предлагает для любителей ботов и торговых советников счет R-Trader со специальными условиями.</li>
</ul>
<p>
<p>На платформе Робо освоить советников можно без навыков программирования. Читаю отзывы о маркетс60 и удивляюсь, по моему хорошие отзывы они сами себе пишут или те кто пока не столкнулся с ними. Ответы будут в общих фразах и ни о чём. У них и тейк-профит может закрыться в минус и трейлинг-стоп не сработать и снова минус. Хотя с вводом и выводом проблем не было не разу и вводили и выводили в течении 5 минут. Работаю ещё с двумя брокерами и у них подобного не было ни разу!</p>
</p>
<p>
<h2>Сравнение комиссий маркетс60 для различных счетов</h2>
</p>
<p>
<p>В главе посвященной комиссиям мы установили, что в среднем издержки по этому счету ниже, чем по счету Standard. Все управление личными средствами и общение с брокером происходит через личный кабинет. В целом процедуру регистрации на маркетс60 можно назвать простой и клиенто-ориентированной.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="451px" alt="маркетс60 кухня"/></p>
<p>
<p>Для того, чтобы стать Forex трейдером не требуется много специальных знаний. Достаточно понимать основы спекуляции, а все остальное – уже второстепенные «инструменты», при освоении которых Вы будете получать доход. При этом важно осознавать риски, которые несет в себе торговля на Финансовых рынках. Именно по данной причине мы рекомендуем всем трейдерам начинать с Демо счета и только после – переходить на Реальный. Уважаемый менеджер, вы пишите одно, а по телефону личные менеджера говорят другое, например, что все заявки на данный момент финансовый отдел обрабатывает в ручную, и как быть? В том то и дело что уже обращались в платежный отдел.</p>
</p>
<p>
<h2>РЕКОМЕНДОВАННЫЕ ФОРЕКС БРОКЕРЫ</h2>
</p>
<p>
<p>Выяснилось, что львиная доля клиентов приходится на Германию, Россию, Украину, Малайзию и Индонезию. Отрабатываю скальпинг в маркетс60, получается вполне неплохо. Мне нравится эта компания, они уверенно работают уже много лет.</p>
</p>
<p>
<p>После создания учетной записи система перенаправит вас к открытию счета. Для этого также нужно заполнить простую форму, в которой указать торговый терминал, тип выбранного счета, валюту счета и пароль. В сравнении с другими форекс-брокерами выбор рынков и инструментов можно считать средним. Однако при сравнении с мировыми брокерами из США и ЕС, маркетс60 сильно уступает. Приведем сравнительную таблицу, в которую включим помимо маркетс60, маркетс60 и Forex4You , американского брокера Interactive Brokers.</p>
</p>
<p>
<p>При использовании демо-счета реальное пополнение «маркетс60» — депозита в личном кабинете — не требуется. Тип счета, где в качестве единицы базовой валюты используются центы (Gold, EUR или USD — в зависимости от выбора пользователя). Предназначен для новичков, поскольку для открытия позиции нужно меньше средств. Отдельно нужно сказать, что маркетс60 поддерживает международные стандарты KYC/AML по борьбе с отмыванием денег, полученных незаконным путем. Поэтому полноценно начать торговать вы сможете после верификации ваших паспортных данных, на что обычно уходить до двух рабочих дней.</p>
</p>
<p>
<p>Такой способ  оформления отношений выглядит не&nbsp;особенно надежным. Использовать данный сервис могут только клиенты компании Fx Pro Financial Services Limited. Чтобы оставить или прочитать отзывы, щелкните по ссылке-картинке, или пролистайте вниз (мнения о брокере находятся под обзором). Однако, с трейдерами из России брокер всё же работает. Официально компания не зарегистрирована на территории России. У неё нет представительства и лицензии Центрального Банка.</p>
</p>
<p>
<p>И там регулярно сексились, ибо денег особо не было, так развлекались. Потом взяли ипотеку на двушку, и она забеременела. Во время беременности тоже все было норм. Вот когда родила, был перерыв пару месяцев, а потом все как раньше, старший рос спокойным, я помогал и супруга была горяча как прежде. Занимались любовью в ней пока мелочь спит дома с радионяней. Дмитрий, мартингейл это изначально стратегия с отрицательным матожиданием, а если ещё добавить комиссий брокера и начальную покупку &#8211; прям вообще неплохой минус должен быть.</p></p>
]]></content:encoded>
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		</item>
		<item>
		<title>MCD Stock Price McDonald&#8217;s Corp  Stock Quote U.S.: NYSE</title>
		<link>http://www.tuncer.com.tr/mcd-stock-price-mcdonald-s-corp-stock-quote-u-s/</link>
		<comments>http://www.tuncer.com.tr/mcd-stock-price-mcdonald-s-corp-stock-quote-u-s/#comments</comments>
		<pubDate>Fri, 14 Oct 2022 14:51:28 +0000</pubDate>
		<dc:creator><![CDATA[TUNCER]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://www.tuncer.com.tr/?p=8417</guid>
		<description><![CDATA[Content Tesla Analyst Opinions Recent News Invest like Wall Street with TIKR Terminal Wall Street Analysts Think McDonald&#8217;s (MCD) Is a Good Investment: Is It? Krispy Kreme stock rises on Q1 beat, fueled by Insomnia Cookies and e-commerce That means leveraging 80+ years of Porsche manufacturing expertise and over 600+ professionals to set up a [&#8230;]]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Tesla Analyst Opinions</a></li>
<li><a href="#toc-1">Recent News</a></li>
<li><a href="#toc-2">Invest like Wall Street with TIKR Terminal</a></li>
<li><a href="#toc-3">Wall Street Analysts Think McDonald&#8217;s (MCD) Is a Good Investment: Is It?</a></li>
<li><a href="#toc-5">Krispy Kreme stock rises on Q1 beat, fueled by Insomnia Cookies and e-commerce</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://g-markets.net/wp-content/uploads/2020/02/png-transparent-fedex.png" width="456px" alt="cuanto cuesta las acciones de tesla"/></p>
<p>That means leveraging 80+ years of Porsche manufacturing expertise and over 600+ professionals to set up a Boxabl factory using automation, robotics, and assembly line principles. Porsche reviewed all our factory plans, made recommendations on our labor needs, factory layouts, timed processes down to the minute and more. They are our trusted advisors to guide Boxabl and all future Boxabl factory partners. Tesla wasn&#8217;t considered very good car manufacturer in the traditional sense, consistently missing its deliveries guidance, and investors began to figure this out.</p>
<p>Beyond the ADU market, is general building construction. The planned Boxabl building system should be able to construct almost any building type. This means in the future our potential total attainable market size is very large. Today most buildings are built by hand, one at a time, in the field, we hope that our building system can change this and bring building construction into the factory. Our first product is a 20&#8242; x 20&#8242; pre-fab studio apartment that unfolds from a shipping container size.</p>
<h2 id="toc-0">Tesla Analyst Opinions</h2>
<p>Separate the signal from the noise with stock market news that can be customized across hundreds of topics. TIKR goes beyond just the US 13F filings and tracks any stocks that the investor has disclosed globally, including in Europe, Asia, Australia, and more. Get an inside look at the portfolios of 10,000+ investors, including company insiders, hedge funds and other multi-billion dollar firms globally. Find the best stocks, follow top investors, quickly analyze businesses, and monitor your portfolio with TIKR. See here for a complete list of exchanges and delays. We have received interest from customers for Casitas that will far exceed our ability to supply product for the next several years.</p>
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<p>Backyard accessory dwelling units (ADU) are increasing in popularity, demand for these types of buildings is skyrocketing in California and other places. This is due to new laws that make the permitting process easier and faster, and allows these buildings to be built in more places. The Boxabl Casita should be more durable, energy efficient, higher quality and more upscale than traditional buildings.</p>
<h2 id="toc-1">Recent News</h2>
<p>It is fully finished in the factory, this means kitchen, bathroom, electric, HVAC and everything else. We can install it in any customer&#8217;s backyard in about an hour. Save time and speed up your investment analysis with accurate financial data powered by S&amp;P Global CapitalIQ on 100,000+ stocks across 92 countries and 136 exchanges. The Casita can be set up in someone&#8217;s backyard in less than a day. It can also be used to make multi story apartments, workforce housing, affordable housing, military housing and more.</p>
<ul>
<li>Get an inside look at the portfolios of 10,000+ investors, including company insiders, hedge funds and other multi-billion dollar firms globally.</li>
<li>If you can&#8217;t ship a product easily and affordably then it doesn&#8217;t make sense to build it in a factory.</li>
<li>See here for a complete list of exchanges and delays.</li>
</ul>
<p>Boxabl is selling private shares in our company today. In the future we intend to go public through IPO, SPAC, or direct listing. We are now seeking to raise <a href="https://g-markets.net/helpful-articles/top-15-trading-education-blogs-news-websites-to/">https://g-markets.net/helpful-articles/top-15-trading-education-blogs-news-websites-to/</a> $1 billion dollars to make upscale housing affordable for everyone. Get this delivered to your inbox, and more info about our products and services.</p>
<h2 id="toc-2">Invest like Wall Street with TIKR Terminal</h2>
<p>The product includes washer, dryer, fridge, stove, bathroom, kitchen, electric, HVAC and more. It is turnkey, ready to go, just add your bed and couch. Tesla has had a highly volatile stock price that has at times baffled investors.</p>
<p>Stock analysts fixated on the pace of deliveries as the best indicator of how Tesla’s stock price was performing. Wondering if there was sufficient demand for Tesla electric cars, in a market that otherwise didn&#8217;t seem to want them, to justify the monumental valuation. Eventually, Tesla began reporting quarterly sales, mainly to give the Wall Street analysts and stock investors something to go on. At one point, Musk himself said that the company’s stock price was overvalued.</p>
<h2 id="toc-3">Wall Street Analysts Think McDonald&#8217;s (MCD) Is a Good Investment: Is It?</h2>
<p>Our first innovation was solving the shipping problem. If you can&#8217;t ship a product easily and affordably then it doesn&#8217;t make sense to build it in a factory. This is one reason why modular construction has failed to gain market share and why 90% of buildings are still built one at a time, by hand, in the field.</p>
<p>It&#8217;s a great time for our 20&#215;20 product because California laws have recently changed to create a booming market for accessory dwelling units. Stay on top of your companies with our watchlist news feed that highlights upcoming events, company news, earnings &amp; conference transcripts, and company filings. Easily analyze and chart detailed financial data, ratios, valuation multiples, and Wall Street analyst forecasts to help you buy and sell stocks with confidence. Apply thousands of filters including by country, industry, financials, ratios, Wall Street analyst forecasts, valuation multiples, capital structure, growth rates, and margins. Boxabl is a new way to build housing that&#8217;s better, faster, lower cost and can help solve the housing crisis.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://g-markets.net/wp-content/uploads/2021/09/image-wrmck8a5hQZNIbeX.jpeg" width="459px" alt="cuanto cuesta las acciones de tesla"/></p>
<p>We have solved a massive amount of problems from manufacturing all the way to installation of the buildings. What we have created are not simply finished buildings. Although  our rooms are fully finished in the factory. We have created a system where we mass produce standardized room modules that stack and connect in the field.</p>
<p>Tesla’s stock price was essentially flat for several years after the 2010 IPO. In 2008, the carmaker had endured a near-death experience, and in the lead-up to the IPO and afterwards, it was selling only one car, the original Roadster. The business plan at this point was for CEO Elon Musk and his team to keep the lights on long enough in order to roll out Tesla&#8217;s first built-from-scratch car, the Model S sedan.</p>
<h2 id="toc-4">Elon Musk launches new company xAI, which proclaims a lofty mission to &#8216;understand the true nature of the universe&#8217;</h2>
<p>We think we have proven our ability to execute, and now want to take things to the next level by building a “Boxzilla Factory” the world&#8217;s largest and most advanced housing factory. In 2020 we started raising money from investors to build a new type of house factory, we did just that. We turned on Factory-1 and Factory-2 in record time… and now we have shipped hundreds of houses. Closely monitor your portfolio to protect your downside.</p>
<p>There was only one period of smooth price growth, and it gave way to a reliable pattern of volatility that preceded a massive drop. However since then Tesla’s stock price has continued toward its all-time highs and broken $300 a share for the first time in the company&#8217;s history. At first, it looked like a massive short squeeze — Tesla has always been a popular stock to short. Galiano is a serial entrepreneur who has founded several  successful startups. Notably, a cryptocurrency exchange and bitcoin ATM network that was founded in 2014 and later sold. He also operated a large marijuana cultivation and processing facility in Northern California before moving to Las Vegas to pursue Boxabl full time.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://g-markets.net/wp-content/uploads/2020/02/aurora-cannabis-vector-logo.png" width="459px" alt="cuanto cuesta las acciones de tesla"/></p>
<p>Now that we have proven the basics in our first factory we seek to SCALE. Boxabl makes sense because our shipping solution enables scaled factory mass production. We are now planning to build the worlds largest and most advanced factory. If we get our way, this factory will be millions of square feet and produce tens of thousands of room modules. This goes far beyond Casita and includes a full building system that can build most residential building types.</p>
<h2 id="toc-5">Krispy Kreme stock rises on Q1 beat, fueled by Insomnia Cookies and e-commerce</h2>
<p>Tesla&#8217;s stock price volatility had briefly faded, only to return. And until the tail end of 2016, Tesla was enduring a slow stock price slide. Fortunately for Musk, the company had executed a capital raise before the skepticism set it.</p>
<p>Their build time would be dramatically shortened and costs lowered. After we solved the shipping problem, we moved on to the building materials used and the manufacturing processes. Since we are building in a factory, we don&#8217;t have to do it using old stick frame methods.</p>
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		<title>What is Pink Slip ? Meaning &amp; Definition</title>
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		<pubDate>Tue, 04 Oct 2022 12:46:13 +0000</pubDate>
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				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[Contents: Public sector banks faces shortage of 56,000 employees What to do When you get a Pink Slip? More From: Human Resource Management Disengaged employees After all, losing a job ranks fifth in life’s most traumatic events and occupies an undisputed first place in work-related trauma. Pick your 5 favourite companies, get a daily email [&#8230;]]]></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">Public sector banks faces shortage of 56,000 employees</a></li>
<li><a href="#toc-1">What to do When you get a Pink Slip?</a></li>
<li><a href="#toc-2">More From: Human Resource Management</a></li>
<li><a href="#toc-3">Disengaged employees</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2019/04/balance-sheet-definition-and-examples_1.jpg" width="304px" alt="magazine articles published"/><br />
<img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2019/08/how-bonds-affect-the-stock-market_4.jpg" width="308px" alt="person"/></p>
<div style='text-align:center'><iframe width='568' height='315' src='https://www.youtube.com/embed/sIXYtZ4Tji4' frameborder='0' alt='pink slip meaning' allowfullscreen></iframe></div>
<p>After all, losing a job ranks fifth in life’s most traumatic events and occupies an undisputed first place in work-related trauma. Pick your 5 favourite companies, get a daily email with all news updates on them. Enter your mobile number or email address below and we&#8217;ll send you a link to download the free Kindle App.</p>
<ul>
<li>Employees are removed from services and services are not any longer available as per note.</li>
<li>You are higher off having your inspection carried out early as it provides you with time to rectify any problems that may arise during your inspection.</li>
<li>Pareek said companies have teams set up when they investigate complaints, but they must be careful and ensure not to take the moral high ground when it comes to the private lives of the employees.</li>
<li>They will be able to renew your automobile’s registration and problem you new stickers and registration card on the spot.</li>
<li>At this moment, there are probably laid-off dotcommers writing angry novels about how the Pink Slip Generation was betrayed.</li>
<li>For example, if an employee has been caught stealing from the company, that information may be included on their pink slip.</li>
</ul>
<p>Prior to computerisation, the title doc was the ‘log guide’, and this term is sometimes still used to explain the V5C. The V5 doc records who the Registered Keeper of the automobile is; it does not set up authorized possession of the automobile. This will permit you to undertake a specific journey or set of journeys over a interval of as much as 28 days.</p>
<h2 id="toc-0">Public sector banks faces shortage of 56,000 employees</h2>
<p>This narrative of ‘pink slip parties’ revolves around the era of 2001 when the excitement for the Internet vanished, startup financing comprised and eventually dried up, and the market and the equities collapsed. Back then, as now, many tech professionals face the turbulent effect of layoffs in their life. Before the drive into the emergence of ‘pink slip parties’, let’s decode what is known as ‘pink slip’. It explains the act of ‘dismissal from the current employment’.</p>
<div style='text-align:center'><iframe width='563' height='311' src='https://www.youtube.com/embed/Lb9SnNDagv8' frameborder='0' alt='pink slip meaning' allowfullscreen></iframe></div>
<p>The term “pink slip” can refer to the actual physical document, or it can be used as a metaphor for getting fired from one’s job. A pink slip informs an employee that they have been terminated or laid off. The expression “I was pink-slipped yesterday and no longer have a career” can even be used as a sentence.</p>
<h2 id="toc-1">What to do When you get a Pink Slip?</h2>
<p>It can also be considered as an informal term for a termination letter. This lack of knowledge of pink slips is part of a wider problem. The study of the history of work has as yet paid little attention to the history of sackings or &#8216;termination practices&#8217; as scholars refer to it. One of the few interesting bits of information is that different countries have used different colours.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2019/05/governor-signs-bill-extending-the-life-of-building_4.jpg" width="303px" alt="select"/></p>
<p>HR consultants say networking and making new connections are no longer limited to in-person cocktail events; so building a good online profile could be your new calling card. Also, in The Price Is Right, the pricing sport Gas Money features contestants making an attempt to keep away from the precise retail price of the automotive; that value is marked with a pink slip. An eSafety inspection report verifies your car is safe and prepared for the street. The information, product and services provided on this website are provided on an “as is” and “as available” basis without any warranty or representation, express or implied. Khatabook Blogs are meant purely for educational discussion of financial products and services.</p>
<h2 id="toc-2">More From: Human Resource Management</h2>
<p>They laughed and joked, drank, and discussed business in a pub in Manhattan’s Chelsea area. Pareek said companies have teams set up when they investigate complaints, but they must be careful and ensure not to take the moral high ground when it comes to the private lives of the employees. (pink-slip) Pink Slip (n.) An official document, which is given to employees to inform that they are fired from the job.</p>
<ul>
<li>The social media company was recently taken over by Elon Musk.</li>
<li>Khatabook Blogs are meant purely for educational discussion of financial products and services.</li>
<li>It’s potential you may be able to apply for a replica title online and even by phone.</li>
<li>Even if you are someone who has never been rewarded with a pink slip, you also may find this party interesting from the point of enhancing your skills and learning the art of career cushioning.</li>
</ul>
<p>That reference suggests it was established slang, and sometime back Liebhold thought he had nailed down its origin. He came across a story tracing the term to the Ford Motor Company, where shop floor supervisors had a crude system of recording employee performance. Those they thought were worth keeping got a slip of white paper in the pigeonhole for their work card; those who saw a pink slip instead knew they might as well leave.</p>
<p>The origin of the term “pink slip” is unclear, but it is thought to derive from the custom of employers using pink paper when issuing notices of termination. In some cases, the pink slip may also contain information about why the person is being fired. For example, if an employee has been caught stealing from the company, that information may be included on their pink slip. No, pink slips are issued when the employer wishes to terminate his employees’ services, whereas an offer letter is issued to hire a new employee. Will the recent tech layoffs reignite the concept of pink slip parties?</p>
<div style='border: grey dotted 1px;padding: 14px;'>
<h3>How AI Will Affect Your Job: 10 Industries on the Verge of Major Change &#8211; AOL</h3>
<p>How AI Will Affect Your Job: 10 Industries on the Verge of Major Change.</p>
<p>Posted: Thu, 04 May 2023 21:00:50 GMT [<a href='https://news.google.com/rss/articles/CBMiRmh0dHBzOi8vd3d3LmFvbC5jb20vZmluYW5jZS9haS1hZmZlY3Qtam9iLTEwLWluZHVzdHJpZXMtMjEwMDUwNzM4Lmh0bWzSAUZodHRwczovL3d3dy5hb2wuY29tL2FtcGh0bWwvYWktYWZmZWN0LWpvYi0xMC1pbmR1c3RyaWVzLTIxMDA1MDczOC5odG1s?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>Pink slip is just an informal term used to talk about termination notice. It is clearly not  welcomed by the employee but something that an employer does only when they have no other option left. The Pink slip in HR acts as a termination period for the employee it has been given to. No one, not even the CEO is safe from being handed the much-dreaded pink slip. Even if you have had glowing performance reviews, enjoyed a great equation with your team and your subordinates have genuine goodwill towards you, tomorrow can be your last day at the office. Don’t let the teambuilding meetings fool you, every employee is expendable.</p>
<p>However, we goal to supply information to allow shoppers to grasp these issues. However, your car is required to move inspection earlier than a pink slip may be issued for registration. Should your vehicle not cross an inspection, your mechanic will concern you a Repairs Needed report. Racing for pinks will scare off any reasonable opponent, so you would not suggest it. And if the opponent would so something so rash, you would feel that you had misjudged the situation and you would probably decline.</p>
<p>In any case, the office, specially the one which is asking you to leave, is not the best place to express your disappointment or anger as it’s a zero-sum game. And going by the gloomy mood in human resource departments, India Inc is revisiting the heavy lay-off policies of 2008, apart from limiting their hiring to only niche, specialised positions. Quite a few technology companies such as IBM and Cisco have also announced ‘global restructuring plans’ under which jobs may be cut in several countries including India.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2019/10/acids-and-bases-eight-84_4.jpg" width="308px" alt="word"/></p>
<p>In addition to the vehicle title, lenders usually also require the borrower to offer a set of keys for the car and/or purchase a roadside service plan. Car title loans regularly contain high rates of interest, a short while to repay the mortgage , and a loan quantity less than the automobile’s financial value. The borrower also risks losing the automobile to the lender if the mortgage is not paid back. In the United States, the certificate of title for a automobile is a authorized form, establishing a person or business because the authorized operator of a vehicle. If you fail inspection for a pink slip, you will need to make all required repairs and then have your automobile inspected once more.</p>
<p>Getting terminated from your job can sometimes open up new perspectives. You must focus on yourself and dedicate some time to your mental well-being. Being terminated from a job can harm your confidence and self-worth. At this period, it is important to keep a positive attitude and not let yourself get trapped in the emotional turmoil of self-blame. The focus should rather be on taking it as constructive criticism and improving yourself through feedback. There are innumerable reasons for an employer to issue a pink slip to his employee, but we have listed an inclusive list of the common reasons an employee can get a pink slip.</p>
<div style='border: grey dotted 1px;padding: 15px;'>
<h3>The 6 Coolest Drops This Week, From Away to Vitamix &#8211; VICE</h3>
<p>The 6 Coolest Drops This Week, From Away to Vitamix.</p>
<p>Posted: Thu, 04 May 2023 19:22:50 GMT [<a href='https://news.google.com/rss/articles/CBMiS2h0dHBzOi8vd3d3LnZpY2UuY29tL2VuL2FydGljbGUvYWszdjRiL2Nvb2xlc3QtbmV3LWRyb3BzLWNvbGxhYnMtbWF5LTQtMjAyM9IBAA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>Select the most appropriate meaning of the underlined idiom. Option 3,An informal slang is the meaning which is used for the phrase &#8220;Pink slip.&#8221; So it cannot be the right answer. Purple patch means &#8220;A period marked by much success or good luck.&#8221; Hence, option 1 is the only possibility. That would hardly help since you are the best person to start thinking about your marketability.</p>
<p>The certificates of title, additionally known as a pink slip because of the authentic color, establishes the ownership of a automobile. Whenever you buy or are given a car you need to get the automobile title in your identify to prove that you’re the legal owner and not simply out for a pleasure journey. Those are query drivers ask themselves after they go to sell their vehicle, resolve to race for a pink slip or want prove possession for some other purpose.</p>
<p>At this <a href="https://1investing.in/pink-slip-definition/">pink slip meaning</a>, you should surround yourself with positive energies and motivate people. It is important to not lose hope and keep looking for new and better opportunities. Employees who don’t respond to feedback, complain to management, and do not perform their duties well could lose their jobs. Being intoxicated at work is a severe ground for termination. You can use workforce management software to trigger the termination process digitally. Musk reportedly is on a mission to downsize the staff and cut costs so as to make the $44 billion acquisition viable.</p>
<p>Even though pink slips are widely common in the United States, they are also recognised in other countries. Most people get attached to their jobs in the long run, and getting laid off can be humiliating and disappointing. A person needs to take some time to grieve and wash off the embarrassment, doubt and sense of pride, purpose and loss so that they can bounce back. After receiving a pink slip, an employee must assess the  reason for his layoff. Suppose it is due to any reason not being the employee’s fault. Certain companies even pay an entire year’s salary to the laid-off employee.</p>
<p>The workers of Ford’s assembly line had lockers where they kept their belongings, and at the end of the day, they would find slips from the management. A white slip meant that their day’s work was acceptable, whereas the pink one indicated that they weren’t required to return the next day and were terminated. Pink slip refers to the American practice, by a human resources department, of including a discharge notice in an employee’s pay envelope to notify the worker of their termination of employment or layoff.</p>
<p>Some say their families can&#8217;t deal with their work hours &#8211; things are rocky both at home and work. The colours of the slip also held significance, with the white slip used to collect amounts ranging from ₹3 to 5 lakhs, while the pink slip was used to collect amounts over ₹5 lakhs. &#8220;Losing a job is not the end of life. Life has many things in store and they could easily try various options to rise again,&#8221; added Srihari. &#8220;We&#8217;re getting two types of IT professionals seeking our help. First are those who have already lost their jobs and second are those who&#8217;re fighting the fear that they might lose their jobs soon,&#8221; said M. Srihari, a psychiatrist with the state government-run Bangalore Medical College. &#8220;These are bad times. Recently two of my colleagues, who are also close friends, were fired. I am feeling terrible after the episode,&#8221; said Sundar Gopal working with a reputed Indian IT company.</p>
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