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		<title>How to Learn Stock Trading in 2025</title>
		<link>https://www.seafun.com.au/2025/05/17/how-to-learn-stock-trading-in-2025-5/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Fri, 16 May 2025 16:08:53 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://www.seafun.com.au/?p=20871</guid>

					<description><![CDATA[<p>If retirement is the top concern of your investing, check out our guide to the best online brokers who offer IRA accounts. An individual retirement account is a great way to invest in the market in a tax-advantaged way. Look for a platform with a clean interface, fast order execution, and strong charting tools. Some [&#8230;]</p>
<p>The post <a href="https://www.seafun.com.au/2025/05/17/how-to-learn-stock-trading-in-2025-5/">How to Learn Stock Trading in 2025</a> appeared first on <a href="https://www.seafun.com.au">SeaFun</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>If retirement is the top concern of your investing, check out our guide to the best online brokers who offer IRA accounts. An individual retirement account is a great way to invest in the market in a tax-advantaged way. Look for a platform with a clean interface, fast order execution, and strong charting tools. Some platforms also offer paper trading and educational resources, which are great for beginners. Beginners should look for stability, a strong track record, and the potential for steady growth. Resist the temptation to gamble on risky stocks, hoping for a quick windfall.</p>
<p>Ethical investing involves choosing companies that align with your values and contribute positively to society. Portfolio rebalancing involves adjusting the proportions of different assets in your portfolio to maintain a desired level of risk. This should be done periodically, especially when market conditions change.</p>
<ul>
<li>How to manage risk is an essential lesson when you start learning how to day trade.</li>
<li>Owning a diversified portfolio of stocks will help cushion the blow during a correction or bear market so that an investor doesn&#8217;t experience an irreversible loss of capital.</li>
<li>But with this quick-start guide, you can begin buying stock in minutes, even with just a little bit of money to invest.</li>
<li>Day trading strategies can be applied to most financial markets, though they are particularly prevalent in forex and stocks.</li>
<li>It involves understanding and managing investment risks to prevent significant losses.</li>
</ul>
<p>Before putting money on the line, you should have an approach to risk management. Most successful day traders don’t open and close positions all day. Instead, they focus their efforts on periods that present the most opportunity, generally offering significant volume and volatility. Day trading is risky for traders of all experience levels, but particularly for beginners. It requires a good understanding of how markets work and why strategies can turn a profit. You may want to refine your research methods and develop a more personalized approach to stock selection as you gain experience and knowledge.</p>
<h2>The Swing Report</h2>
<ul>
<li>Bear Bull Traders offers a learning platform that is as extensive as you’ll find.</li>
<li>That’s what I help my students do every day — scanning the market, outlining trading plans, and answering any questions that come up.</li>
<li>These are the best online stock trading courses for beginners in 2025 — and many of them also offer more advanced courses so you can stick with them as you become more adept in the market.</li>
<li>Members can also gain access to the paper trading simulator, a way to hone your trading skills with virtual money before putting your own cash on the line.</li>
<li>Thanks to many brokers now offering fractional stock shares, these days you can buy part of one share of a $300 stock with as little as $5.</li>
</ul>
<p>This strategy is particularly well-suited for beginners who are new to trading strategies, as it requires minimal time, expertise, and active management. Trading stocks <a href="https://traderoom.info/6-strategies-to-find-a-cheap-programmer-for-your/">how to find a programmer for your startup</a> can be a fascinating and lucrative way to grow your wealth, but the stock market can be daunting if you&#8217;re a beginner. It involves complex strategies and online brokers and trading platforms with many tools available. New traders enter the market daily, but many fail to achieve their full potential because of a lack of knowledge, preparation, and proper risk management.</p>
<h2>Questions Traders Should Ask Before Getting Started</h2>
<p>If you&#8217;re investing in stocks, your returns will <a href="https://forexanalytics.info/how-to-read-the-3-main-types-of-forex-charts/">how to read the 3 main types of forex charts</a> not be consistent from month to month, so it&#8217;s impossible to say for sure. There&#8217;s also the user-friendliness and functionality of the broker&#8217;s trading platform to consider. I&#8217;ve used quite a few of them and can tell you firsthand that some are far more clunky than others. Many will let you try a demo version before committing any money; if that&#8217;s the case, it can be well worth the time.</p>
<p>Practice and experience are essential for interpreting these charts swiftly and making informed decisions. Another way of capitalizing on stock price movements is through the use of derivative instruments, which differ from traditional stock trading. Derivatives are financial contracts whose value is derived from the performance of an underlying asset, such as stocks. Unlike buying stocks outright, derivatives allow traders to speculate on the rise or fall of stock prices without owning the actual shares. Scalping is a trading method in which traders benefit from tiny price fluctuations. Here, the traders benefit from tiny price swings and reselling quickly for a profit.</p>
<h2>What&#8217;s the difference between stock trading vs investing?</h2>
<p>Start your trading journey by bringing yourself up to speed on the financial markets. Then dive into company fundamentals, read charts, and watch the prices to see if they meet your expectations. Test these strategies with demo accounts to practice trading, then analyze the results and make adjustments. You can research stocks after that and pick a brokerage to begin your first trades. That brings you to the beginning, not the end, of your investing journey. If you&#8217;re new to investing, there&#8217;s no better way to get started than by checking out our guide to the best stock trading platforms for beginners.</p>
<h2>) Risk Management</h2>
<p>One of the biggest reasons why day traders fail is a lack of knowledge and skills. Successful day traders have a deep understanding of trading strategies, market analysis, and risk management. To avoid this pitfall, traders should invest time in learning about trading and practice their skills in a simulated trading environment before risking real money. Day trading typically involves a high volume of trades, with the day trader relying heavily on technical analysis, real-time news events, and market data to make informed decisions. The goal is to identify and execute trades that have the potential for quick gains. However, this trading style also comes with its share of risks, like market volatility.</p>
<h2>) Legal and Ethical Investing</h2>
<p>In contrast, a custodial wallet means a crypto exchange holds your private keys for you. This can be more convenient for beginners since it doesn’t require managing a seed phrase. But it also means you’re trusting the exchange to keep your crypto safe.</p>
<h2>How To Invest in Crypto With Just $100: A Guide To Getting Started on a Budget</h2>
<p>Bankrate.com is an independent, advertising-supported publisher and comparison service. We are compensated in exchange for placement of sponsored products and services, or by you clicking <a href="https://investmentsanalysis.info/dogs-of-the-dow-2023-time-to-unleash-the-dogs-of/">Dogs of the dow 2023</a> on certain links posted on our site. While we strive to provide a wide range of offers, Bankrate does not include information about every financial or credit product or service. If you’re investing actively, you’ll need to stay on top of the news to make the best decisions. If you can’t commit to keeping your money invested for at least three years without touching it, consider building an emergency fund first.</p>
<p>That means having the&nbsp;best trading platform&nbsp;for your Mac or PC laptop/desktop, having a fast and reliable asset scanner and live stream, and software that won’t crash at a pivotal moment. If you’re interested in stocks, concentrate on a particular industry, such as renewable energy, or even a particular company or two, such as JP Morgan. Let’s say the price of Tesla, which you bought for $1,050, is falling. A stop loss at $950 would automatically sell the share once the $950 price point is hit, capping your losses at $100, minus any fees. Scalping is particularly popular in forex markets, where there is usually substantial volume and volatility. However, due to the fast-paced nature of scalping, fast execution speeds and reliable trading software are required.</p>
<p>For example, investing $550 a month in an S&amp;P 500 index fund has historically grown into a $1 million nest egg in about 30 years. The worst market crash on record was the 1929 stock market crash, which occurred at the onset of the Great Depression. Concern about investing during an economic recession can trigger stock market sell-offs, although that&#8217;s not the only factor that can cause a big market slump. When stock market prices fluctuate very sharply, this is known as stock market volatility. Another aspect of the stock market is its auction-like pricing system. Unlike a retail store with a set price for each item, stock prices change constantly as buyers and sellers attempt to reach a market price for a company&#8217;s stock.</p>
<p>This process helps in identifying stocks that match your investment goals and risk profile. As an investor who has spent years analyzing stock charts and market trends, I can vouch for the importance of understanding the nuances of different stocks – from blue-chip to growth stocks. It’s about looking beyond the surface, examining financial statements, and understanding market dynamics.</p>
<p>The post <a href="https://www.seafun.com.au/2025/05/17/how-to-learn-stock-trading-in-2025-5/">How to Learn Stock Trading in 2025</a> appeared first on <a href="https://www.seafun.com.au">SeaFun</a>.</p>
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		<title>The 11 Best Books for Stock Technical Analysis Wisesheets Blog</title>
		<link>https://www.seafun.com.au/2024/07/05/the-11-best-books-for-stock-technical-analysis/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 04 Jul 2024 17:31:27 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://www.seafun.com.au/?p=46429</guid>

					<description><![CDATA[<p>The book’s author is also the creator of the&#160;Bloomberg Weekly Technical Strategy Report, an exclusive newsletter for Bloomberg customers, and the chair of the New York region for the Market Technicians Association. Keller knows markets, and teaches traders the mastery of the most advanced technical strategies. Bulkowski has studied thousands upon thousands of price charts [&#8230;]</p>
<p>The post <a href="https://www.seafun.com.au/2024/07/05/the-11-best-books-for-stock-technical-analysis/">The 11 Best Books for Stock Technical Analysis Wisesheets Blog</a> appeared first on <a href="https://www.seafun.com.au">SeaFun</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>The book’s author is also the creator of the&nbsp;Bloomberg Weekly Technical Strategy Report, an exclusive newsletter for Bloomberg customers, and the chair of the New York region for the Market Technicians Association. Keller knows markets, and teaches traders the mastery of the most advanced technical strategies. Bulkowski has studied thousands upon thousands of price charts and done extensive detailed statistical analysis of the performance of the chart patterns identified. The Encyclopedia of Technical Market Indicators by Robert W. Colby is a classic book on technical indicators.</p>
<h2>Markets</h2>
<p>The authors provide real-world examples to help illustrate how technical analysis can be used in practice. One of my favorite Technical Analysis reference books published by the New York Institute of Finance, this book is well presented and easy to understand. Inside the book, you will find explanations about how to find a brokerage firm and open a trading account, place an order, read stock price quotes, and more. As expected, there are many trading books out there that can help you expand your trading knowledge.</p>
<p>This book is an exhaustive guide that is prepared by an expert in stock market technical analysis and is easy to grasp, which makes it available to traders of all levels. This book covers a wide variety of subjects because traders who are interested in enhancing their knowledge of technical analysis will find this book to be an extremely helpful resource. Technical Analysis Using Multiple Timeframes is written by a trader and author for traders. The author developed a method called Squeeze Dynamics Theory, which uses technical analysis and multiple timeframes. This technical analysis book is a fascinating collection of top traders’ interviews that offer invaluable insights into some of the best minds in the industry.</p>
<p>On the other hand, John Magee was a journalist who wrote about money and was an expert in technical analysis. Together they bring a lot of knowledge and experience to their book to teach investors about technical analysis and help them understand the tools and methods used to analyze the stock market. For those who are interested in learning more about technical analysis, the book “Technical Analysis from A to Z” is an excellent resource that comes highly recommended.</p>
<p>It is also about using the right tools to apply your knowledge and skills to the real markets. It is also a book about fundamental analysis, market psychology, portfolio management, and trading philosophy. It teaches you how to use O’Neil’s famous CAN SLIM system to identify and buy the best growth stocks in any market condition.</p>
<ul>
<li>Financial markets are not simple, so it’s important to understand the subtleties of price movements and chart patterns.</li>
<li>We can&#8217;t recommend it as the first book on technical analysis, but it can be very helpful for a beginner in conjunction with the other books mentioned here.</li>
<li>Many fundamental traders rely on fundamental analysis to decide whether to enter a market, but once they’ve made that decision, they turn to technical analysis to identify optimal, low-risk entry points for buying.</li>
<li>Technical analysis can provide warnings of potential market downturns through patterns and indicators that suggest overbought or oversold conditions.</li>
</ul>
<h2>WisePriceFunction: Track Prices in Real-Time</h2>
<p>The book has been a cornerstone for value investors and is considered a must-read for anyone serious about stock analysis. While not a traditional technical analysis book, Michael W. Covel’s “The Complete TurtleTrader” offers valuable insights into the application of technical strategies. The book tells the story of a group of novice traders who were trained by legendary trader Richard Dennis using a set of simple rules. These “Turtles” went on to achieve incredible success, proving the effectiveness of systematic trading strategies. The technical analysis portion of the book is detailed yet accessible, making it suitable for beginners.</p>
<p>This informative book has been translated into different languages and used as a reference and textbook in universities and trading schools all over the world. “Market Wizards” was first published in 1989 and has since become a classic in the trading and financial sectors. This book has sold over a million copies worldwide and is widely regarded as a must-read for anyone in the trading and financial world. The book is available in both physical and digital formats and can be purchased from most bookshops and online merchants.</p>
<h2>BONUS: Additional Trading Books We Recommend</h2>
<p>The book covers a wide range of topics, from basic concepts such as support and resistance levels to more complex patterns like head and shoulders, triangles, and flags. What makes this work particularly valuable is its emphasis on the practical application of these patterns, offering readers strategies for interpreting and acting on market signals. Schwager&#8217;s work is meticulously structured to build a reader&#8217;s knowledge from the ground up, starting with the most fundamental principles of technical analysis and gradually introducing more sophisticated techniques.</p>
<h2>What is the difference between technical analysis and fundamental analysis?</h2>
<p>While not solely focused on technical analysis, this book provides a holistic approach to trading by combining technical analysis, money management, and trading psychology. Elder’s book emphasizes the importance of understanding the interplay between these three aspects to achieve consistent profitability in the forex market. It offers practical advice and strategies to help traders develop a comprehensive trading plan.</p>
<p>Technical analysis books are for more than just novices, no matter their degree of experience. Traders and investors can benefit from reading these books because they provide a foundation of information and tactics applicable to various markets and trading styles by understanding the basics of technical analysis. Traders and investors may make better-informed judgments, resulting in more profitable trades and investments. &#8220;Beyond Candlesticks&#8221; by Steve Nison is a comprehensive guide to the advanced use of candlestick charting in technical analysis. With clear explanations and real-world examples, this book makes it easy for traders of all levels to understand and implement advanced candlestick charting techniques in their own analysis. &#8220;Beyond Candlesticks&#8221; is widely considered a must-read for anyone interested in taking their understanding of candlestick charting to the next level.</p>
<ul>
<li>If you plan to focus on day and swing trading in the foreign exchange market, this book could certainly be helpful for you.</li>
<li>Most importantly, the book details the different strategies traders can use across multiple timeframes to get a better snapshot of the overall market.</li>
<li>The author offers revealing insights into the study of technical analysis as a practical and valuable tool for predicting price movements and how to invest with confidence in today’s increasingly complex markets.</li>
<li>P.S., Don&#8217;t forget that Wisesheets is here to make your stock analysis even more robust.</li>
<li>This book is highly recommended for traders who want to improve their ability to read and interpret price action.</li>
</ul>
<p>This book takes a very different approach to technical analysis in that it also combines fundamental analysis for growth investing. It explains how to choose stocks or companies with exceptional returns, and then watch for particular price patterns for signals of when to buy or sell. Traders looking for a book with a little more meat on its bones will learn a lot from author Steve Achelis. This reference guide features a vast array of chart patterns, technical tools, and much more that will appeal to both new traders and pros alike.</p>
<h2>What is the best book to learn Point &amp; Figure charting?</h2>
<p>It then discusses more advanced topics such as chart patterns, Elliott wave analysis, and Fibonacci retracements. The book includes numerous real-world examples to illustrate how technical analysis can be used to identify trading opportunities. To master stock market technical analysis, sentiment, <a href="https://trading-market.org/13-best-technical-analysis-books-stock-pros-use/">best technical analysis books</a> and stock charts, you must study the books used by professional technical analysts. These books help analysts land high-paying jobs with investment banks and advisory firms. This book has a wide appeal for technical traders because it can be helpful to traders regardless of the strategy that they use. The book highlights the value of applying technical analysis across multiple timeframes to identify trades with the highest probability of success.</p>
<p>This complete summary should be in every trader’s bookcase as a reference for even the most experienced of traders. The world of trading can be complex, but having the right resources can make all the difference. The best technical analysis books mentioned above offer a blend of foundational knowledge, advanced strategies, and practical insights. Whether you’re a beginner looking to build your skills or an experienced trader seeking to refine your approach, these books provide the tools and techniques needed for success.</p>
<h2>The Art of Currency Trading: A Professional’s Guide to the Foreign Exchange Market</h2>
<p>While experience plays a critical role in mastering trading, having the right resources is equally crucial. Numerous books offer insights into technical analysis, but some stand out for their depth, clarity, and practical value. Below, we explore the best technical analysis books every trader should read, from foundational texts to advanced strategy guides. In conclusion, understanding technical analysis is essential for successful forex trading. These recommended books offer a wealth of knowledge, strategies, and insights into various technical analysis tools and techniques. By studying these books and applying the concepts in real-world trading scenarios, traders can enhance their ability to analyze charts, identify trends, and make informed trading decisions.</p>
<p>The post <a href="https://www.seafun.com.au/2024/07/05/the-11-best-books-for-stock-technical-analysis/">The 11 Best Books for Stock Technical Analysis Wisesheets Blog</a> appeared first on <a href="https://www.seafun.com.au">SeaFun</a>.</p>
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		<title>US Dollar Forecast: Trade Tariffs and Fed Policy in Focus GBP USD and EUR USD</title>
		<link>https://www.seafun.com.au/2024/05/31/us-dollar-forecast-trade-tariffs-and-fed-policy-in-2/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 30 May 2024 18:04:05 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://www.seafun.com.au/?p=14944</guid>

					<description><![CDATA[<p>Simply put, if the USDX goes up, that means the U.S. dollar is getting stronger in value compared to the other currencies. An overvaluation of the USD led to concerns over exchange rates and their link to the way in which gold was priced. As part of the agreement, participating countries settled their balances in [&#8230;]</p>
<p>The post <a href="https://www.seafun.com.au/2024/05/31/us-dollar-forecast-trade-tariffs-and-fed-policy-in-2/">US Dollar Forecast: Trade Tariffs and Fed Policy in Focus GBP USD and EUR USD</a> appeared first on <a href="https://www.seafun.com.au">SeaFun</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Simply put, if the USDX goes up, that means the U.S. dollar is getting stronger in value compared to the other currencies. An overvaluation of the USD led to concerns over exchange rates and their link to the way in which gold was priced. As part of the agreement, participating countries settled their balances in U.S. dollars (which was established as the reserve currency), while the USD was fully convertible to gold at a rate of $35/ounce.</p>
<h2>Best brokers to trade Gold: Everything you need to know</h2>
<p>Meanwhile, Trump confirmed that new tariffs on steel, aluminum, and automobiles will take effect on April 2 with no exemptions. These trade restrictions could fuel market volatility and slow global economic growth, adding another layer of uncertainty to the USD’s trajectory. In 2022, Bukele, with the support of lawmakers, declared a state of emergency which allowed the government to temporarily suspend constitutional rights, including the right to legal defense provided by the state. The measure was intended to last 30 days but has been extended dozens of times and continues to this day.</p>
<p>If not otherwise explicitly mentioned in the body of the article, at the time of writing, the author has no position in any stock mentioned in this article and no business relationship with any company mentioned. The author has not received compensation for writing this article, other than from FXStreet. The USDX uses a fixed weighting scheme based on exchange rates from 1973 that heavily weights the euro. As a result, the biggest movements tend to happen in response to fluctuations of the euro.</p>
<h2>What we know about the El Salvador ‘mega prison’ where Trump is sending alleged Venezuelan gang members</h2>
<p>It is a non-standard policy measure used when credit has dried up because banks will not lend to each other (out of the fear of counterparty default). It is a last resort when simply lowering interest rates is unlikely to achieve the necessary result. It was the Fed’s weapon of choice to combat the credit crunch that occurred during the Great Financial Crisis in 2008. It involves the Fed printing more Dollars and using them to buy US government bonds predominantly from financial institutions.</p>
<ul>
<li>Arslan is a finance MBA and also holds an MPhil degree in behavioral finance.</li>
<li>It also allows them to hedge their bets against any risks with respect to the dollar.</li>
<li>The index is also available to investors indirectly as part of exchange-traded funds (ETFs) and mutual funds.</li>
<li>It is a non-standard policy measure used when credit has dried up because banks will not lend to each other (out of the fear of counterparty default).</li>
<li>The Company’s registered office is at #3 Bayside Executive Park, Blake Road and West Bay Street, P. O. Box CB 13012, Nassau, The Bahamas.</li>
</ul>
<p>Bukele has admitted that some innocent people have been detained by mistake but says several thousand of them have already been released. He argues that the tough measures have been necessary to transform the country from being dubbed the “murder capital of the world” to what he now considers one of the safest on Earth. The government insists the crackdown <a href="https://forexbroker-listing.com/avatrade/">avatrade review</a> has made the country safer, but critics say it has violated people’s rights and resulted in countless cases of wrongful detentions.</p>
<p>At this moment of writing the weighting is 57.6% Euro, 13.6% Yen, 11.9% GBP, 9.1% CAD, 4.2% SEK and 3.6% CHF. The Dollar Index (DXY) is trading around $103.47, holding steady with a slight upward bias. The pivot point at $103.21 is a critical level—staying above it suggests potential upside momentum, while a drop below could accelerate losses toward $102.47 and $101.84. In extreme situations, the Federal Reserve can also print more Dollars and enact quantitative easing (QE). QE is the process by which the Fed substantially increases the flow of credit in a stuck financial system.</p>
<h2>Related Articles</h2>
<p>The USDX can be a proxy for the health of the U.S. economy and traders can use it to speculate on the dollar&#8217;s change in value or as a hedge against currency exposure. Traders use the U.S. dollar index to track the value of the USD against&nbsp;a basket of select currencies in a single transaction. They can also protect against currency risks using tradable derivatives of the index, such as USDX futures and options.</p>
<p>At the end of 2019, the DXY traded at 96.5, meaning that the US dollar has slightly depreciated versus the basket of currencies since its establishment in 1973. The US Dollar Index spot price increases when the USD exchange rate strengthens its position in comparison to other currencies. The US dollar index of February 2025 was higher than it was in 2024, although below the peak in late 2022. This reveals itself in a historical graphic on the past 50 years, measuring the relative strength of the U.S. dollar. This metric is different from other FX graphics that compare the U.S. dollar against other currencies. The author and FXStreet are not registered investment advisors and nothing in this article is intended to be investment advice.</p>
<h2>US Dollar Index Price Forecast: Bearish outlook remains in play near 103.50</h2>
<p>In the years since then, the U.S. dollar index has been relatively range bound, fluctuating between 90 and 110. The six currencies included in the USDX are often referred to as America&#8217;s most significant trading partners. Solana meme coin generator Pumpfun announced on Thursday the launch of its own native decentralized exchange (DEX), PumpSwap, to facilitate the trading of meme coins and other SOL-based crypto tokens. The US Dollar Index was introduced by the US Federal Reserve in 1973 after the dismantling of the Bretton Woods Agreement.</p>
<div style='text-align:center'><iframe width='568' height='314' src='https://www.youtube.com/embed/oADB5uz2roE' frameborder='0' alt='what is the dollar index today' allowfullscreen></iframe></div>
<h2>FOREX CHARTS</h2>
<p>With the Federal Reserve decision, trade tensions, and geopolitical risks in focus, investors will be watching closely for clearer direction in the coming days. Investors are closely watching the Federal Reserve’s updated economic projections for clues on the future of interest rates. Any hawkish shift from policymakers could provide some support for the dollar, but recent economic data paints a mixed picture. The U.S. dollar index is a measure of the value of the U.S. dollar relative to a basket of foreign <a href="https://g-markets.net/helpful-articles/what-does-hawkish-mean-definition-meaning-and/">hawkish meaning</a> currencies. Federal Reserve in 1973 after the dissolution of the Bretton Woods Agreement. It is now maintained by ICE Data Indices, a subsidiary of the Intercontinental Exchange (ICE).</p>
<p>The index was created in 1973, after the arrival of the petrodollar and the dissolution of the Bretton Woods Agreement. Today, most of these currencies remain connected to the United States&#8217; largest trade partners. The index is affected by macroeconomic factors, including inflation/deflation in the dollar and foreign currencies in the basket, as well as recessions and economic growth in those countries.</p>
<ul>
<li>Read on for the latest analysis of the commodity&#8217;s price and potential outlook.</li>
<li>This reveals itself in a historical graphic on the past 50 years, measuring the relative strength of the U.S. dollar.</li>
<li>The index calculation is simply the weighted average of the U.S. dollar exchange rate against these currencies, normalized by an indexing factor (which is ~50.1435).</li>
<li>It less on inflation or devaluation, which is measured in alternative metrics like the Big Mac Index.</li>
<li>The US Dollar Index was introduced by the US Federal Reserve in 1973 after the dismantling of the Bretton Woods Agreement.</li>
</ul>
<p>Our list features brokers with competitive spreads, fast execution, and powerful platforms. Whether you&#8217;re a beginner or an expert, find the right partner to navigate the dynamic Forex market. It is likely that the currencies in the index will change again, as the index adapts to better represent those countries that the U.S. buys from and sells to most.</p>
<p>The author makes no representations as to the accuracy, completeness, or suitability of this information. FXStreet and the author will not be liable for any errors, omissions or any losses, injuries or damages arising from this information and its display or use. The index is also available to investors indirectly as part of exchange-traded funds (ETFs) and mutual funds. The index has only been updated once, in 1999, when the newly-created euro replaced the German mark, French franc, Italian lira, Dutch guilder, and Belgian franc. Thomas J Catalano is a CFP and Registered Investment Adviser with the state of South Carolina, where he launched his own financial advisory firm in 2018. Thomas&#8217; experience gives him expertise in a variety of areas including investments, retirement, insurance, and financial planning.</p>
<p>Meanwhile, analysts at Bank of America recently said they see a risk of outflows from the US dollar and into the euro and emerging market currencies due to November&#8217;s strong equity performance and weak bond returns. The index is widely used by traders, investors, and policymakers to gauge the dollar&#8217;s performance in response to economic trends, geopolitical events, and monetary policy decisions. A rising DXY indicates a strengthening dollar, while a declining DXY reflects a weaker dollar. The DXY Index is often used by traders to monitor the value of the USD in comparison to a basket of select currencies in a single transaction. It also allows them to hedge their bets against any risks with respect to the dollar. The euro holds the most weight versus the dollar in the index, making up about 57.6 per cent of the weighting, followed by the yen with around 13.6 per cent.</p>
<p>The index began in 1973 with a base of 100, and all subsequent values are relative to this base. The euro is, by far, the largest component of the index, making up 57.6% of the basket. The weights of the rest of the currencies in the index are JPY (13.6%), GBP (11.9%), CAD (9.1%), SEK (4.2%), and CHF (3.6%). After hitting a record high above $3,050 early Thursday, Gold retraced to the&nbsp;$3,030 region amid the stronger Dollar and diminishing&nbsp;US yields, all amid investors&#8217; repricing of the latest FOMC event.</p>
<p>An expert in financial analysis and investor psychology, Arslan uses his academic background to bring valuable insights about market sentiment and whether instruments are likely to be overbought or oversold. On the upside, immediate resistance is at $1.0954, with a breakout potentially pushing EUR/USD toward $1.1016. In the three years since it was declared, security forces have arrested nearly 87,000 people nationwide, or more than 1% of the Salvadoran population, according to authorities. Images published by the government in 2023 showed some of the first prisoners being transferred to the facility, stripped down to white boxer shorts, with their heads shaved, as they were forced to run into their cells. Such brutal introductions have been a hallmark of the prison since it started housing inmates a few years ago. Those deported by the US got a taste of the prison’s uncompromising policies as soon as they arrived Sunday morning.</p>
<p>The US Dollar Index (DXY) serves as a benchmark for measuring the relative value of the American dollar to a basket of currencies of the US&#8217;s key trading partners. The DXY’s movements are shaped by a variety of macroeconomic and geopolitical factors, including interest rates, inflation, trade balances, and global risk sentiment. As you can <a href="https://bigbostrade.com/martingale-strategy-forex-martingale-strategy/">martingale strategy forex</a> see from the DXY price chart, it has ranged since the beginning of 2023 after a dip in 2022. More recently, it threatened to break higher out of the range before pulling back once again.</p>
<div style='text-align:center'><iframe width='563' height='318' src='https://www.youtube.com/embed/xjXWr41h70c' frameborder='0' alt='what is the dollar index today' allowfullscreen></iframe></div>
<p>The post <a href="https://www.seafun.com.au/2024/05/31/us-dollar-forecast-trade-tariffs-and-fed-policy-in-2/">US Dollar Forecast: Trade Tariffs and Fed Policy in Focus GBP USD and EUR USD</a> appeared first on <a href="https://www.seafun.com.au">SeaFun</a>.</p>
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		<title>Właściciel Netto po przejęciu Tesco rozważa dalsze akwizycje  Powstaną nowe sklepy</title>
		<link>https://www.seafun.com.au/2024/03/28/wlasciciel-netto-po-przejeciu-tesco-rozwaza-dalsze/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Wed, 27 Mar 2024 14:32:30 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://www.seafun.com.au/?p=12353</guid>

					<description><![CDATA[<p>Obecnie w Danii znajdziemy 88 sklepy Føtex. Netto przejmuje Tesco &#8211; to najważniejsza wiadomość w branży handlowej w tym roku. Tesco to marka znana w całym kraju z dużych hipermarketów i supermarketów, a Netto obecne jest tylko w zachodniej i centralnej Polsce. Obie firmy pojawiły się w naszym kraju w tym samym roku. 25 lat [&#8230;]</p>
<p>The post <a href="https://www.seafun.com.au/2024/03/28/wlasciciel-netto-po-przejeciu-tesco-rozwaza-dalsze/">Właściciel Netto po przejęciu Tesco rozważa dalsze akwizycje  Powstaną nowe sklepy</a> appeared first on <a href="https://www.seafun.com.au">SeaFun</a>.</p>
]]></description>
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" width="602px" alt="sklep netto wlasciciel"/></p>
<p><p>Obecnie w Danii znajdziemy 88 sklepy Føtex. Netto przejmuje Tesco &#8211; to najważniejsza wiadomość w branży handlowej w tym roku. Tesco to marka znana w całym kraju z dużych hipermarketów i supermarketów, a Netto obecne jest tylko w zachodniej i centralnej Polsce. Obie firmy pojawiły się w naszym  kraju w tym samym roku. 25 lat temu Netto przyjęło jednak inną strategię rozwoju niż Tesco, Biedronka czy Lidl.</p>
</p>
<p><h2>W tym kraju nie mogą się doczekać Biedronki. &#8220;Kaczka nie dała rady&#8221;</h2>
</p>
<p><p>Salling Group to duńska grupa detaliczna, która jest właścicielem sieci sklepów Netto. Poza Polską Pod marką Netto działa w Danii, gdzie ma 520 dyskontów i w Niemczech, gdzie ma ich 340. Dodał, że organicznie sieć Netto w naszym kraju ma zwiększyć się w tym roku o 15 nowych sklepów. Salling Group, duńska grupa detaliczna, która jest właścicielem kilkuset sklepów Netto w Polsce, właśnie dograła transakcję zakupu kolejnych 35 sklepów w Danii. Teraz inspiruje się polskimi rozwiązaniami.</p>
</p>
<p><h2>Netto wprowadza znaczące zmiany kadrowe. &#8220;Cel to 1000 sklepów&#8221;</h2>
</p>
<p><p>Z kolei Auchan GO działa w Polsce od czerwca 2023 roku. W ciągu najbliższych kilka lat sieć chce stworzyć ponad 40 tego typu sklepów. W 1990 roku Netto weszło też do Wielkiej Brytanii. Jednak po 20 latach sklepy sprzedano brytyjskiej sieci supermarketów Asda, należącej do amerykańskiego giganta Walmart.</p>
</p>
<p><h2>Netto działa w Polsce od ćwierćwiecza tak jak Tesco. Oto historia duńskiej sieci i jej właściciela</h2>
</p>
<p><div style='text-align:center'><iframe width='564' height='317' src='https://www.youtube.com/embed/OXq5sxSgRzE' frameborder='0' alt='sklep netto wlasciciel' allowfullscreen></iframe></div>
</p>
<p><p>Spółka złożyła wniosek do UOKiK i zgodę na przejęcie sieci, teraz firma otrzymała zielone światło i może sfinalizować transakcję. Warunków jej finalizacji jest <a href="https://www.forexpamm.info/usd-jpy-rozpoczeto-powstawanie-trzeciej-fali-impulsu/">USD/JPY. Rozpoczęto powstawanie trzeciej fali impulsu.</a> jednak więcej. Można nawet powiedzieć, że firmy mają za sobą ten najprostszy etap do zamknięcia transakcji, teraz czekają firmę kluczowe negocjacje, od których będzie zależeć wszystko.</p>
</p>
<p><img decoding="async" 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width="601px" alt="sklep netto wlasciciel"/></p>
<p><p>Wyjątek stanowią sytuacje, w których treści, dane lub informacje są wykorzystywane w celu ułatwienia ich wyszukiwania przez wyszukiwarki internetowe. Teraz przed duńską firmą stoi wyzwanie przejęcia 301 sklepów Tesco i ich integracji do sieci Netto. Ma to nastąpić w ciągu 18 miesięcy od finalizacji transakcji, <a href="https://www.forexformula.net/euro-eur-usd-eurx-major-support-at-1-16-live-trading-news/">Euro: EUR/USD (EUR=X) Major Support At 1.16</a> która przewidziana jest na czwarty kwartał tego roku.</p>
</p>
<p><p>Są wśród nich właściciele 195 fortun <a href="https://www.forexrobotron.info/globalny-fx-forex-broker-recenzja-forex/">Globalny FX Forex Broker Recenzja Forex</a> o wartości co najmniej miliarda euro. Na czele zestawienia znalazł się Dieter Schwarz, twórca Grupy Schwarz, zarządzającej sieciami Lidl i Kaufland. Strategicznym celem Grupy Salling jest osiągnięcie rocznego obrotu w wysokości ponad 57 mld zł (ponad 100 mld DKK).</p>
</p>
<p><p>Powstanie ACTION Piotr Bieliński, prezes zarządu i główny założyciel firmy, przygodę z biznesem rozpoczyna w latach 90. Oferta sklepu jest niezwykle bogata. Kupisz tam mnóstwo świeżych produktów, takich jak pieczywo, warzywa, owoce czy mięso, a także różnego rodzaju półprodukty, przekąski czy napoje.</p>
</p>
<p><p>Są to stoiska piekarnicze oraz mięsne ponad 100 lokalnych firm, które są mocno rozpoznawalne w danym regionie. Na liście państw, w których Netto działało i się wycofało, jest też Szwecja. Pierwszy sklep sieci otwarto tam w 2002 roku, ale w 2019 roku firma sprzedała wszystkie swoje 163 placówki szwedzkiej sieci Coop. Duńczycy postanowili skupić się na pozostałych rynkach, na których są obecni.</p>
</p>
<ol>
<li>Obecnie w Danii działa 18 sklepów Bilka.</li>
<li>25 lat temu Netto przyjęło jednak inną strategię rozwoju niż Tesco, Biedronka czy Lidl.</li>
<li>Jest jedną z sieci należących do niemieckiej grupy Schwarz, do której należy także sieć sklepów Lidl.</li>
<li>Sklepy COOP zostaną zamienione m.in.</li>
<li>Siedziba spółki znajduje się w Maxhütte-Haidhof w Bawarii.</li>
</ol>
<p><p>Wartość transakcji pomiędzy Salling Group a COOP nie została ujawniona. Netto to&nbsp;sklepy&nbsp;obecnie na ten moment w Polsce, w Niemczech i w Danii. Osób i obsługuje nawet 12 mln klientów tygodniowo. Lidl Polska należy do międzynarodowej grupy przedsiębiorstw Lidl, w której skład wchodzą niezależne spółki prowadzące aktywną działalność na terenie całej Europy. XX wieku, a pierwsze sieci pod szyldem tej marki powstały w Niemczech w latach 70. Nowa strategia zakłada zwiększenie liczby sklepów, przejęć i fuzji na istniejących oraz nowych rynkach.</p>
</p>
<p><p>Pierwsza z takich placówek ruszy najprawdopodobniej w pierwszej połowie przyszłego roku. Netto Marken-Discount Stiftung  &amp; Co. KG – niemiecka sieć dyskontów spożywczych i spółka zależna od Edeka Zentrale Stiftung &amp; Co. Siedziba spółki znajduje się w Maxhütte-Haidhof w Bawarii.</p>
</p>
<p><div style='text-align:center'><iframe width='568' height='311' src='https://www.youtube.com/embed/XEeJn5YN-Io' frameborder='0' alt='sklep netto wlasciciel' allowfullscreen></iframe></div></p>
<p>The post <a href="https://www.seafun.com.au/2024/03/28/wlasciciel-netto-po-przejeciu-tesco-rozwaza-dalsze/">Właściciel Netto po przejęciu Tesco rozważa dalsze akwizycje  Powstaną nowe sklepy</a> appeared first on <a href="https://www.seafun.com.au">SeaFun</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Heineken i UEFA</title>
		<link>https://www.seafun.com.au/2024/01/29/heineken-i-uefa-3/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 29 Jan 2024 10:11:01 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://www.seafun.com.au/?p=20791</guid>

					<description><![CDATA[<p>W tym roku mecze Ligi Mistrzów trwające tradycyjnie przez całą wiosnę zostały wstrzymane przez pandemię Dolar amerykański wzmocnił wzrost po wydawaniu protokołów karmionych w marcu, ale dla wszystkich ważne było, by zawodnicy mogli powrócić na murawę i dokończyć rywalizację tak szybko jak to będzie możliwe. Efektem tych starań jest wznowienie rozgrywek w sierpniu, kiedy w [&#8230;]</p>
<p>The post <a href="https://www.seafun.com.au/2024/01/29/heineken-i-uefa-3/">Heineken i UEFA</a> appeared first on <a href="https://www.seafun.com.au">SeaFun</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>W tym roku mecze Ligi Mistrzów trwające tradycyjnie przez całą wiosnę zostały wstrzymane przez pandemię <a href="https://www.forexrobotron.info/dolar-amerykanski-wzmocnil-wzrost-po-wydawaniu-protokolow-karmionych/">Dolar amerykański wzmocnił wzrost po wydawaniu protokołów karmionych</a> w marcu, ale dla wszystkich ważne było, by zawodnicy mogli powrócić na murawę i dokończyć rywalizację tak szybko jak to będzie możliwe. Efektem tych starań jest wznowienie rozgrywek w sierpniu, kiedy w ciągu 3 tygodni rozegrano zaległe mecze 1/8 finału, wszystkie mecze ćwierćfinałowe, półfinałowe oraz finał zakończony triumfem Bayern Monachium. Ze względów bezpieczeństwa mecze odbyły się bez udziału publiczności, a my wspieramy odpowiedzialne kibicowanie.</p>
<div style='text-align:center'><iframe width='568' height='314' src='https://www.youtube.com/embed/9QBBgnIE8og' frameborder='0' alt='heineken euro 2020' allowfullscreen></iframe></div>
<h2>Heineken wprowadza limitowaną edycję butelek na UEFA Euro 2020</h2>
<ul>
<li>Chociaż sportowe emocje celebrować będziemy głównie w domowym zaciszu, to mam nadzieję, że z Heinekenem w dłoni.</li>
<li>Dzięki temu Heineken ma wyłączne prawo do sprzedaży swojego piwa na stadionach, w strefach i wioskach kibiców w czasie rozgrywek, a także do ekspozycji LED na boiskach, do praw cyfrowych oraz pokazów meczów.</li>
<li>Efektem tych starań jest wznowienie rozgrywek w sierpniu, kiedy w ciągu 3 tygodni rozegrano zaległe mecze 1/8 finału, wszystkie mecze ćwierćfinałowe, półfinałowe oraz finał zakończony triumfem Bayern Monachium.</li>
<li>W tym roku mecze Ligi Mistrzów trwające tradycyjnie przez całą wiosnę zostały wstrzymane przez pandemię w marcu, ale dla wszystkich ważne było, by zawodnicy mogli powrócić na murawę i dokończyć rywalizację tak szybko jak to będzie możliwe.</li>
</ul>
<p>Wiemy, że w tym roku nie możemy już liczyć na Euro 2020, ale w ramach partnerstwa z UEFA Heineken uzyskał status wyłącznego piwnego partnera przesuniętego na czerwiec i lipiec 2021 roku <a href="https://www.forexgenerator.net/firmy-kupna-moga-stawic-czola-wiekszej-kontroli-swoich-praktyk-handlowych-zgodnie-z-nowymi-wytycznymi-nadzorcze/">Firmy kupna mogą stawić czoła większej kontroli swoich praktyk handlowych zgodnie z nowymi wytycznymi nadzorcze</a> pucharu. Dzięki temu Heineken ma wyłączne prawo do sprzedaży swojego piwa na stadionach, w strefach i wioskach kibiców w czasie rozgrywek, a także do ekspozycji LED na boiskach, do praw cyfrowych oraz pokazów meczów. Z kolei Liga Europy, która wznowiła mecze 5 sierpnia zyskała nowego sponsora – Heineken 0.0%. To doskonała okazja dla marki aby dotrzeć do ogromnej rzeszy fanów futbolu na starym kontynencie oraz wspierać <a href="https://www.forexpulse.info/finforce-forex-broker-przeglad-i-finforceinformacje/">FinForce Forex Broker-przegląd i FinForceinformacje</a> odpowiedzialną konsumpcję w czasach, gdy mecze odbywają się niemal codziennie. Sam jestem oddanym fanem tego sportu, dlatego kontynuacja współpracy marki Heineken z UEFA cieszy mnie podwójnie. Chociaż sportowe emocje celebrować będziemy głównie w domowym zaciszu, to mam nadzieję, że z Heinekenem w dłoni.</p>
<div style='text-align:center'><iframe width='567' height='314' src='https://www.youtube.com/embed/JvbYmEV2QgY' frameborder='0' alt='heineken euro 2020' allowfullscreen></iframe></div>
<div style='text-align:center'><iframe width='566' height='318' src='https://www.youtube.com/embed/5x3OvjTu4b8' frameborder='0' alt='heineken euro 2020' allowfullscreen></iframe></div>
<p>The post <a href="https://www.seafun.com.au/2024/01/29/heineken-i-uefa-3/">Heineken i UEFA</a> appeared first on <a href="https://www.seafun.com.au">SeaFun</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>LunarCapital Products Forex, Indices, Gold and Silver Trading</title>
		<link>https://www.seafun.com.au/2023/10/04/lunarcapital-products-forex-indices-gold-and-2/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Wed, 04 Oct 2023 10:48:38 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://www.seafun.com.au/?p=27859</guid>

					<description><![CDATA[<p>The broker teases customers with decent customer support that we get through live chat, email, and phone calls. The global trader can easily communicate and get qualified help from the broker due to multilingual support, which in turn helps to improve the ratings of LunarCapital. LunarCapital comes with MetaTrader 4 (MT4), which is well-known and [&#8230;]</p>
<p>The post <a href="https://www.seafun.com.au/2023/10/04/lunarcapital-products-forex-indices-gold-and-2/">LunarCapital Products Forex, Indices, Gold and Silver Trading</a> appeared first on <a href="https://www.seafun.com.au">SeaFun</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>The broker teases customers with decent customer support that we get through live chat, email, and phone calls. The global trader can easily communicate and get qualified help from the broker due to multilingual support, which in turn helps to improve the ratings of LunarCapital. LunarCapital comes with MetaTrader 4 (MT4), which is well-known and liked by a majority of global traders. It is equipped with useful tools such as advanced charting, and trading strategies, and a nice user-friendly interface. This step is counted as one of the very important factors for traders and thus their ratings go higher.</p>
<p>I always like to check an economic calendar before take a decision on the trade. LunarCapital are never charged any commission or fee for trading from their traders. However if we see its service like compatative spread and $0 commission for trading then we can forget fee.</p>
<h2>Trading Forex</h2>
<p>Overall, the asset selection is both impressive and more than ample for new and intermediate traders. Quotes remain sourced from multiple liquidity providers and matched for the best possible execution. Using an ECN broker has several advantages; in fact, a large number of traders are looking forward to ECN brokers, and for a viable reason. ECN brokers offer a range of major benefits, which may help them get ahead of their leading counterparts.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="605px" alt="LunarCapital forex" 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<p>You are often an open book when you are dealing with typical Forex trading. Nevertheless, privacy and confidentiality assume high importance when you opt to go down the path of an ECN broker. The high level of confidentiality and secrecy indeed has to do with the fact that the broker would only serve as a middleman in the market instead of a market maker. Your trading plan forms the bedrock of your trading career, it has to contain critical elements that will support your trading endeavours and ambitions.</p>
<p>The European branch is licensed by the CySEC, a reputable regulator, and the brokerage has earned a good reputation with over 10 years in the business. The online broker covers a range of important topics including guides on foundational information for the forex market that all beginners should read. Clients can also download a range of ebook PDFs for free that go into further detail on strategizing and online trading. Our team rates LunarCapital’s execution model, which combines straight-through processing (STP) and electronic communication network (ECN) to ensure fast and high-quality execution with low pricing.</p>
<p>I was a bit cautious when I saw that XL account is the only option; but the conditions are quite enticing, so I ended up opening one (Thankfully, they made is swap free on my request). Your trading opportunities and potential success is automatically enhanced by using our straight through processing order fulfilment, in an ECN (electronic communication network) environment. The platform allows orders to be placed in a variety of ways, including 				trading directly from charts. Embedded tick charts are an extremely useful way 				to determine accurate entry and exit points.</p>
<h2>Forex Accounts</h2>
<p>It is the security and speed of transaction processing that also contributes to high ratings of brokerage services. LunarCapital provides unparalleled account choices such as zero-fee ECN and competitive spreads, a subset with incredibly low costs. It is the feature of honesty in terms of pricing and execution that makes the customers interested and votes with plentiful positive reviews and <a href="https://lunarcapital.team/">https://lunarcapital.team/</a> ratings. Start trading with No commissions, No swaps, and tight interbank spreads starting from as low as zero.</p>
<h2>What is ECN Forex Trading?</h2>
<ul>
<li>The high level of confidentiality and secrecy indeed has to do with the fact that the broker would only serve as a middleman in the market instead of a market maker.</li>
<li>ECNs enable their clients to trade against each other by sending bids and offers onto the system platform.</li>
<li>This means LunarCapital never come into conflict with its client&#8217;s trades.</li>
<li>The FAQ section answers many of the most common questions, and LunarCapital is transparent about its products and services.</li>
<li>I am satisfied with LunarCapital’s forex research offering, which includes a blog with regular articles and posts highlighting promising opportunities as well as general tips on trading.</li>
</ul>
<p>Also known as alternative trading systems (ATS), ECN is essentially a computerized network enabling trading of currencies and stocks outside traditional exchanges. The FX market tends to have unpredictable movements and one needs to have proper controls in place so as to prevent the possibility of a single trade to lead towards ruining their trading experience. Learn how to limit and control your losses through the effective use of stop orders. The retail forex market has evolved over the recent years and several broker types have emerged.</p>
<h2>We champion verified reviews</h2>
<p>Our research focuses heavily on the broker’s custody of client deposits and the breadth of its client offering. Safety is <a href="https://lunarcapital.vip/">scammed by LunarCapital</a> evaluated by quality and length of the broker&#8217;s track record, plus the scope of regulatory standing. Major factors in determining the quality of a broker’s offer include the cost of trading, the range of instruments available to trade, and general ease of use regarding execution and market information. With MetaTrader 4 and MetaTrader 5, traders gain access to two of the most popular and powerful forex trading platforms in the world. LunarCapital is an excellent low-cost choice for beginners due to its decent range of educational resources and free demo account – a great way to build up experience before trading with real capital.</p>
<ul>
<li>It fully supports automated trading and is one of the most versatile trading platforms available.</li>
<li>At this point, the forex broker will begin to close your positions until the margin level of your account is above the threshold again.</li>
<li>By providing a unique suite of resources, a VIP level of services, combined with world-class support 24/5, our low cost trading environment provides the ideal base to succeed.</li>
<li>This different method really does let anyone enjoy improved trade execution.</li>
</ul>
<p>Another bonus for us is the $0 minimum deposit and 0.01 minimum lot size, which makes LunarCapital more accessible than forex brokers such as Plus500 and AvaTrade, both requiring a minimum deposit of $100. Customer support is available 24/5 via e-mail, webform, phone, fax, and live chat. The FAQ section answers many of the most common questions, and LunarCapital is transparent about its products and services.</p>
<p>LunarCapital responsibly maintains a solid regulatory framework and comply fully with financial laws as an authorised and regulated broker.</p>
<p>Live Averaged Spreads and Commissions of LunarCapital Trading Broker Accounts. The company providing very good spread conditions with Commission $0. The above live prices are provided solely for informational purposes, not for trading purposes, and may be delayed. However, no forex broker or strategy can guarantee positive returns so you should never invest more than what you would be comfortable losing. I find LunarCapital’s in-house forex market hours tool a handy way to check holidays and other events that could impact trading hours. I am satisfied with LunarCapital’s forex research offering, which includes a blog with regular articles and posts highlighting promising opportunities as well as general tips on trading.</p>
<p>One significant advantage is that LunarCapital offers a more in-depth introduction to MT4, which many brokers fail to do, and which can truly set traders up for longer-term success. DailyForex.com adheres to strict guidelines to preserve editorial integrity to help you make decisions with confidence. Some of the reviews and content we feature on this site are supported by affiliate partnerships from which this website may receive money. This may impact how, where and which companies / services we review and write about. Our team of experts work to continually re-evaluate the reviews and information we provide on all the top Forex / CFD brokerages featured here.</p>
<p>LunarCapital&#8217;s live, neutral, executable market data includes the most competitive bid and ask prices available at any given time in the market. As a consequence the trading process remains reliable and consistent when either back testing trading models, or for live trading. ECN agents operate on a model that lets any and all the opportunity to trade within an international liquidity pool of viable, controlled, and competent financial institutions. Additionally, due to how connected information is transmitted, transparency is yet another key benefit of an ECN broker. All ECN agents are granted access to the same market data and trade; therefore, transparency of fundamental market prices from numerous liquidity providers is guaranteed. Through ECNs, traders get better prices and cheaper trading conditions as an ECN broker is able to allow prices from different liquidity providers.</p>
<p>We are also disappointed with LunarCapital’s monthly inactivity fee of $5, imposed when your account is not funded or you execute no trades over a period of 120 days. While this type of fee is not unusual, LunarCapital imposes it after a relatively short period of time, especially compared with OANDA, which only charges its $10 inactivity penalty after 12 months. The secure back office of LunarCapital handles all financial transactions. LunarCapital maintains a nice balance of traditional payment processors like bank wires or credit/debit cards, modern e-wallets like Skrill or UnionPay, and cryptocurrencies. The Foreign Exchange market (Forex or FX for short) is the largest and most liquid financial market in the world. According to the Bank for International Settlements, the Forex market accounts for daily tunrovers of around four trillion dollars and the market has been growing year on year.</p>
<p>Clients can find the provision in the Investment Services General Conditions PDF. LunarCapital has a clean regulatory track record and established itself as a secure and trustworthy broker. LunarCapital&#8217;s ECN model provides individual traders with direct access to &#8216;interbank level&#8217; bid/offer spreads on leading currency pairs. Market prices fluctuate reflecting the supply, demand, volatility and other market conditions. The LunarCapital-ECN model enables clients to trade on tight bid/offer spreads, which can be lower than one pip on some majors in certain market conditions.</p>
<p>These mobile applications allow traders to connect to their LunarCapital’s trading accounts, analyze charts, manage trades, and apply technical indicators — all from smartphones or tablets. The apps are intuitive, fast, and offer full trading capability on the go. The MetaTrader 4 and MetaTrader 5 mobile apps offer complete, fully featured trading platforms for Android and iOS devices. Whether you prefer MT4’s trusted simplicity or MT5’s extended functionality, both apps deliver the power of desktop trading in a mobile-optimized experience. LunarCapital is committed to providing its users with educational resources through webinars, trading guides, and market analysis.</p>
<p>The post <a href="https://www.seafun.com.au/2023/10/04/lunarcapital-products-forex-indices-gold-and-2/">LunarCapital Products Forex, Indices, Gold and Silver Trading</a> appeared first on <a href="https://www.seafun.com.au">SeaFun</a>.</p>
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		<item>
		<title>How to choose the best trading platform for forex: A practical guide for beginners</title>
		<link>https://www.seafun.com.au/2023/09/06/how-to-choose-the-best-trading-platform-for-forex-2/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 05 Sep 2023 17:14:41 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://www.seafun.com.au/?p=20805</guid>

					<description><![CDATA[<p>Examples of the most commonly traded crosses include EURGBP, EURCHF, and EURJPY. Cross currency pairs, known as crosses, do not include the US Dollar. Historically, these pairs were converted first into USD and then into the desired currency – but are now offered for direct exchange. News and Economic Data Investors and banks look for [&#8230;]</p>
<p>The post <a href="https://www.seafun.com.au/2023/09/06/how-to-choose-the-best-trading-platform-for-forex-2/">How to choose the best trading platform for forex: A practical guide for beginners</a> appeared first on <a href="https://www.seafun.com.au">SeaFun</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Examples of the most commonly traded crosses include EURGBP, EURCHF, and EURJPY. Cross currency pairs, known as crosses, do not include the US Dollar. Historically, these pairs were converted first into USD and then into the desired currency – but are now offered for direct exchange. News and Economic Data Investors and banks look for strong economies to place their funds, in the expectation that their capital will appreciate.</p>
<p>Open an account or try our demo account to get started while you build your skills. A forex trader will tend to use one or a combination of these to determine a trading style that best fits their personality. The information on market-bulls.com is provided for general information purposes only. Market-bulls.com does not accept responsibility for any loss or damage arising from reliance on the site&#8217;s content.</p>
<p>Forex trading on a mobile device may seem foreign to traders who are accustomed to doing business on a computer. The good news is that trading foreign exchange (Forex) on your smartphone is not only as easy as trading on your desktop computer, but it’s also far more convenient. In the next section, you can view and analyze different price charts in various timeframes from one minute to a month. From the above, you can select from various trading indicators and other technical tools to enhance your analysis. Additionally, you can place different trading orders in this field, including market and pending orders.</p>
<p>And trust us when we are saying you don’t need a whole bag of money to get started. Some brokers will allow you to start trading with as little as 50 bucks. But a little heads up to you will be to start with the amount you can afford to lose. When the mobile option is combined with regular online activity, everyone in the audience benefits. If you’re interested in taking advantage of this offer, you and other traders of varying experience levels and from all over the world can do so whenever it’s convenient for you.</p>
<h2>Essential components of currency pair trading</h2>
<p>The forex market is the largest and most liquid financial market in the world, with a daily trading volume exceeding $6 trillion. This market is open 24 hours a day, five days a <a href="https://traderoom.info/definition-of-gunn-fan-trading-strategy/">gann fan</a> week, allowing traders to participate at any time. Forex trading can be done through various platforms, with mobile trading becoming increasingly popular due to its convenience. Mobile trading apps provide a seamless experience, allowing you to execute trades, analyze markets, and manage your portfolio directly from your phone. These brokers offer mobile apps that allow you to trade on your phone. Forex trading has become increasingly popular over the years as more people seek to diversify their investment portfolio.</p>
<p>Once you know how, use the right tools and are prepared mentally, you can take part in financial opportunities for your future. Successful online trading depends on being patient, continuing to learn and making sensible decisions. You can also trade crosses, which do not involve the USD, and exotic currency pairs which are historically less commonly traded (and relatively illiquid). In order to make a profit in foreign exchange trading, you’ll want the market price to rise above the bid price if you are long, or fall below the ask price if you are short. Forex trading, while offering substantial profit opportunities, does come with risks.</p>
<h2>Step 3: Learn the Basics of Forex Trading</h2>
<ul>
<li>Cross currency pairs, known as crosses, do not include the US Dollar.</li>
<li>You can also go long (buy) or short (sell) depending on whether you think a forex pair’s value will rise or fall.</li>
<li>Additionally, Forex trading on a mobile device is a testament to its ease of use.</li>
<li>This begins with engaging in well-known currency pairs that often come with the advantage of high liquidity and narrower spreads—characteristics that can play to a novitiate’s favor.</li>
</ul>
<p>Forex trading involves risks, and it is crucial to manage your risk exposure effectively. It is advisable to start with small trade sizes and gradually increase your position as you gain experience and confidence. The first step to start forex trading on your phone is to select a reliable forex trading app. There are numerous trading apps available for both Android and iOS devices.</p>
<ul>
<li>Forex trading, while offering substantial profit opportunities, does come with risks.</li>
<li>There are many brokers available, so it is important to do your research and find one that suits your needs.</li>
<li>Whether on a train, in a café, or during a lunch break, the global forex market is just a few taps away on your mobile phone.</li>
<li>However, it is important to start with a small amount of capital that you can afford to lose.</li>
</ul>
<h2>How to Forex Trade for Beginners on Phone</h2>
<p>Before you start trading forex through your smartphone, make sure you have sufficiently researched the markets and can assess your risks and chances of success. Once your account is created, you will need to fund it before you can start trading. Most forex brokers accept a variety of payment methods, including credit/debit cards, bank transfers, and e-wallets. Today, many individuals use online trading to invest and build up their wealth without having to go anywhere. If you want to trade stocks, forex, cryptocurrencies or commodities, online services give you quick access to world financial markets.</p>
<h2>What is Forex trading? A beginner&#8217;s guide</h2>
<p>You can even build strategies to execute your trades using algorithms. You can read more and download the trading platforms from our trading platforms page. An online forex broker acts as an intermediary, enabling retail traders to access online trading platforms to speculate on currencies and their price movements.</p>
<p>Once you have chosen a <a href="https://investmentsanalysis.info/forex-atr-average-true-range-atr-definition/">Forex atr</a> broker, you need to download their mobile trading app. The app is usually available for both iOS and Android devices and can be downloaded from the app store. Once you have downloaded the app, log in using your account details. Our SureShotFX forex trading signals allow copy trading with the mentioned mobile trading platform as well.</p>
<p>Start small – It’s always a good idea to start with small trades when you’re new to forex trading. This will help you gain experience without risking too much money. Most trades happen on an institutional level (by banks and other large financial organizations) through the “interbank” system.</p>
<p>You can choose to trade a full lot, a mini lot, or a micro lot depending on your risk tolerance and account size. However, many brokers offer mini and micro lots, which are smaller in size and better suited for beginners. To protect your account, make sure to set up two-factor authentication (2FA) and choose a strong password. This adds an extra layer of security to prevent unauthorized access to your trading account. An investor is an individual, who invests money in an asset with the expectation that its value would appreciate in the future.</p>
<p>Download the app from the Google Play Store or Apple App Store, depending on your device. Once the app is installed, create an account by providing personal information such as your name, email address, phone number, and country of residence. Some apps may require you to verify your identity by uploading documents such as a passport or utility bill. Look for apps <a href="https://forexanalytics.info/soft4fx-mt4-forex-simulator-full-version/">soft4fx mt4 forex simulator full version</a> that offer responsive customer support through multiple channels, such as live chat, email, and phone support.</p>
<p>The post <a href="https://www.seafun.com.au/2023/09/06/how-to-choose-the-best-trading-platform-for-forex-2/">How to choose the best trading platform for forex: A practical guide for beginners</a> appeared first on <a href="https://www.seafun.com.au">SeaFun</a>.</p>
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		<title>Kredyty hipoteczne 2025: Raty znacząco spadną w czerwcu nawet bez obniżki stóp procentowych NBP  Co dalej?</title>
		<link>https://www.seafun.com.au/2023/08/24/kredyty-hipoteczne-2025-raty-znaczaco-spadna-w/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 24 Aug 2023 07:21:26 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://www.seafun.com.au/?p=20797</guid>

					<description><![CDATA[<p>Inni eksperci ostatnią z tez potwierdzają. Według ekonomisty ING BSK Adama Antoniaka Rada Polityki Pieniężnej podczas czerwcowego posiedzenia utrzyma stopy procentowe na obecnym poziomie. Antoniak przewiduje, że pierwsze cięcie stóp o 25 punktów bazowych nastąpi w lipcu, a przy korzystnych danych RPP może zdecydować się nawet na obniżkę o 50 punktów bazowych. Zł dałoby to [&#8230;]</p>
<p>The post <a href="https://www.seafun.com.au/2023/08/24/kredyty-hipoteczne-2025-raty-znaczaco-spadna-w/">Kredyty hipoteczne 2025: Raty znacząco spadną w czerwcu nawet bez obniżki stóp procentowych NBP  Co dalej?</a> appeared first on <a href="https://www.seafun.com.au">SeaFun</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Inni eksperci ostatnią z tez potwierdzają. Według ekonomisty ING BSK Adama Antoniaka Rada Polityki Pieniężnej podczas czerwcowego posiedzenia utrzyma stopy procentowe na obecnym poziomie. Antoniak przewiduje, że pierwsze cięcie stóp o 25 punktów bazowych nastąpi w lipcu, a przy korzystnych danych RPP może zdecydować się nawet na obniżkę o 50 punktów bazowych.</p>
<p>Zł dałoby to około 325 zł oszczędności miesięcznie. Możemy to zobrazować na poglądowym wyliczeniu. Przyjmijmy, że chodzi o kredyt na 30 lat, w wysokości 500 tysięcy złotych, z marżą 2 proc. I prowizją zerową, do tego WIBOR równy wysokości stopy referencyjnej.</p>
<h2>Kto się cieszy z&nbsp;obniżek?</h2>
<p>W takiej sytuacji oszczędności w tym roku na jednej racie (w porównaniu do stanu sprzed obniżek WIBOR, czyli przed marcem 2025 r.) w kredytach na 300 tys. Zł wyniosłyby odpowiednio 195 zł i 325 zł, tzn. Raty w tych hipotekach wynosiłyby kolejno 2090 zł i 3485 zł.</p>
<h2>Donald Trump trzęsie rynkiem. Tym razem po jego słowach na giełdach zapanowały wzrosty</h2>
<p>Po roku, we wrześniu 2023 r., rozpoczął się cykl obniżek stóp. Pierwsza decyzja zapadła 6 września &#8211; RPP zdecydowała się obniżyć stopy aż o 75 punktów – do 6 proc. Tym razem Rada zdecydowała o obniżce 25 punktów &#8211; do poziomu 5,75 proc. Inną korzyść z niższych stóp procentowych odniosą osoby, które dopiero chcą zaciągnąć kredyt, nie tylko mieszkaniowy. Niższy koszt pieniądza <a href="https://www.forexeconomic.net/omicron-rynek-koncentruje-sie-na-jednej-forexlive/">Omicron: Rynek koncentruje się na jednej</a> oznacza bowiem wzrost zdolności kredytowej. Szacunki pokazują, że obniżka oprocentowania o 1 pkt proc.</p>
<ul>
<li>Między Polską a głównymi rynkami rozwiniętymi.</li>
<li>To dwukrotność stopy referencyjnej powiększonej wcześniej o 3,5 pkt proc.</li>
<li>Przy czym, szanse na taki ruch wciąż nie są duże.</li>
<li>Tak zasugerował niedawno w mediach Ludwik Kotecki, jeden z członków RPP.</li>
<li>Średnia wartość wnioskowanego kredytu mieszkaniowego w kwietniu 2025 r.</li>
</ul>
<p>Dzięki temu możliwe będzie ograniczenie kosztów obsługi długu. Szacuje się, że&nbsp;nie powinny one w&nbsp;tym roku przekroczyć prognozowanych 75,5 mld zł. Zdaniem ekspertów to&nbsp;sygnał ostrożności i&nbsp;reakcji na&nbsp;wciąż niepewne otoczenie inflacyjne. Ekonomiści największych banków komentują w&nbsp;mediach społecznościowych decyzję i&nbsp;wskazują, kiedy możemy spodziewać się pierwszych obniżek. Wśród prognoz pojawia się lipiec, ale&nbsp;nie brakuje też bardziej ostrożnych scenariuszy.</p>
<p>Dwa największe banki komercyjne spodziewają się cięć stóp na wrześniowym posiedzeniu RPP, a prezes NBP wspominał niecały miesiąc temu, że na łagodzenie polityki monetarnej poczekamy nawet do 2026 roku. Jak więc widać, kontrakty terminowe zakładają znacznie bardziej optymistyczny rozwój wydarzeń. Nawet jednak, jeśli nie dojdzie do łagodzenia polityki monetarnej przed nastaniem wiosny, to potem z każdym mijającym miesiącem prawdopodobieństwo cięć wydaje się większe – podkreśla. Na nadchodzące niższe stopy procentowe już zareagowało Ministerstwo Finansów, obniżając oprocentowanie niektórych serii obligacji detalicznych Skarbu Państwa.</p>
<p>Dodatkowym czynnikiem, który może wpłynąć na ruchy RPP, jest niedawna decyzja Urzędu Regulacji Energetyki dotycząca obniżki taryfy PGNiG. Zgodnie z tą decyzją cena gazu zostanie zmniejszona z 239,65 zł za MWh do 204,26 zł za MWh netto. Nowa taryfa wejdzie w życie 1 lipca, a jej wprowadzenie przełoży się na spadek rachunków za gaz o 8-11 proc., w zależności od poziomu zużycia. Według ekspertów Santandera wygrana Karola Nawrockiego może zmniejszyć skłonność RPP pod przewodnictwem Adama Glapińskiego do obniżania stóp procentowych nawet na całe miesiące. Zdaniem Litwniuka, w&nbsp;dalszej części roku –&nbsp;w&nbsp;zależności od&nbsp;danych –&nbsp;możliwe są 2-3 obniżki z&nbsp;rzędu po&nbsp;25 punktów bazowych lub&nbsp;jedno większe dostosowanie. — Zrobiliśmy to&nbsp;cięcie stóp ani późno, ani wcześnie, a&nbsp;wtedy, kiedy należało.</p>
<h2>Dalsze obniżki stóp procentowych pod znakiem zapytania. Wynik wyborów prezydenckich może mieć wpływ na decyzje RPP</h2>
<p>Analitycy Commerzbanku w swoim raporcie przedstawiają jeszcze bardziej pesymistyczną wizję konsekwencji wyborczego rozstrzygnięcia. Czy to&nbsp;znaczy, że&nbsp;na kolejną obniżkę stóp procentowych trzeba będzie poczekać miesiąc? Z&nbsp;publicznych wypowiedzi członków RPP wynika, że&nbsp;lipcowe cięcia to&nbsp;możliwe rozwiazanie. Zdaniem Majtkowskiego, polityczna niestabilność po wyborach może jednak ciążyć warszawskiej giełdzie jeszcze przez dłuższy czas. Wydaje się również, że RPP może być mniej skłonna do obniżek stóp procentowych w obliczu rosnącej niepewności &#8211; dlatego w środę najprawdopodobniej stopy pozostaną bez zmian. Według prognozy Antonika pierwszy możliwy ruch w kierunku łagodzenia polityki monetarnej miałby miejsce we wrześniu, kiedy RPP zdecydowałaby się na redukcję stóp procentowych, być może od razu o 50 pb.</p>
<h2>Tyle naprawdę zarabia przeciętny Polak. Są nowe dane</h2>
<p>Wywiad odbył się w środę przed decyzją Fed. Poprzednie projekcje również przeszacowywały faktyczną ścieżkę inflacji bazowej” – dodał. W ocenie Dąbrowskiego, ścieżka inflacji w lipcowej projekcji NBP jest konserwatywna w tym sensie, że może zmaterializować się niżej. Jakiekolwiek użycie lub wykorzystanie utworów w całości lub w części z naruszeniem prawa, tzn. Bez właściwej zgody, jest zabronione pod groźbą kary i może być ścigane prawnie.</p>
<p>– Skala cięć stóp procentowych powinna być niewielka. Jeśli RPP nie będzie zbyt długo zwlekała z takimi decyzjami, to należy spodziewać się systematycznych cięć o 0,25 pkt. Im jednak dłużej będziemy czekać na pierwszą decyzję o łagodzeniu polityki monetarnej, tym większa szansa na solidniejsze cięcie rozpoczynające cykl – dodaje Bartosz Turek. Znaczenie dla notowań w najbliższym czasie będą miały wydarzenia na rynkach międzynarodowych i ewentualnie odmienna od oczekiwań rynku retoryka i sygnały z RPP w zakresie kolejnych zmian stóp.</p>
<p>W środę Rada Polityki Pieniężnej (RPP) ogłosi decyzję w sprawie stóp procentowych. Mało kto spodziewa się, że już teraz RPP obniży stopy po tym, jak w maju ścięła je o 50 punktów bazowych (z 5,75 do 5,25 proc.). Więcej niepewności budzi jednak to, czy Adam Glapiński i RPP zmienią swoje ogólne nastawienie w sprawie kolejnych obniżek.</p>
<div style='text-align:center'><iframe width='563' height='311' src='https://www.youtube.com/embed/4cczUMMbHWk' frameborder='0' alt='obnizki stop procentowych' allowfullscreen></iframe></div>
<p>Oprocentowanie lokat w polskich bankach od dawna nie zachwyca (ze względu na dużą nadpłynność, banki mają więcej depozytów, niż potrzebują, nie muszą walczyć o nowy pieniądz, więc nie podnoszą oprocentowania). Średnie stawki lokat, zakładanych w marcu przez gospodarstwa domowe, to według NBP około 4,1 proc. W skali roku, choć w niektórych bankach można było znaleźć promocyjne oferty na 5-6 proc. (najczęściej jednak limitowane pod względem wartości lokaty lub przeznaczone tylko dla nowych środków).</p>
<p>Ze względu na wejście w życie nowych przepisów RODO zmieniliśmy sposób logowania do produktu i sklepu internetowego, w taki sposób aby chronić dane osobowe zgodnie z najwyższymi standardami. Ekonomiści mBanku pokazują także różnice w&nbsp;komunikatach RPP –&nbsp;analizując punkt po&nbsp;punkcie. Zmiany w&nbsp;treści są kosmetyczne i&nbsp;raczej odzwierciedlają bieżącą sytuację niż&nbsp;sygnalizują nowy kierunek. Dla&nbsp;rynku –&nbsp;to&nbsp;sygnał stabilizacji, nie&nbsp;zwrotu. „ Bez niespodzianki –&nbsp;Rada utrzymała wszystkie stopy bez zmian” –&nbsp;stwierdza w&nbsp;poście zamieszczonym na&nbsp;platformie X mBank Research. <a href="https://www.forexpamm.info/eur-usd-zmniejszone-w-przekatnej/">EUR/USD. Zmniejszone w przekątnej.</a> Ekonomiści i&nbsp;analitycy PKO Banku Polskiego, przypominają o&nbsp;wcześniejszych sygnałach ze&nbsp;strony RPP, wskazujących, że&nbsp;obniżenia możemy spodziewać się najwcześniej w&nbsp;lipcu.</p>
<ul>
<li>Aktualnie (dane z 4 czerwca 2025 r.) WIBOR 6M wynosi 5,01%.</li>
<li>Szczególnie istotne są kompetencje prezydenta dotyczące wyboru trzech członków Rady Polityki Pieniężnej oraz wskazywania kandydata na prezesa NBP.</li>
<li>Jednak później, gdy gospodarkę zaczęła trawić inflacja, NBP zdecydował się na ostre hamowanie i terapię szokową dla kredytobiorców.</li>
<li>Na początku maja RPP obniżyła stopy procentowe NBP o 50 pkt.</li>
</ul>
<p>„Wierzę, że sytuacja inflacyjna ustabilizuje się już na początku 2025 r. Jednoznaczne informacje w tej kwestii będziemy jednak posiadać dopiero na początku przyszłego roku. Tak jak widać było, że szczyt poprzedniej fali inflacji to nie będzie więcej niż 19 proc., to obecnie kierując się intuicją ekonomiczną wiele wskazuje, że wszystko będzie się ważyło w okolicach drugiego kwartału, będzie on kluczowy. Po kwietniowym posiedzeniu Rady Polityki Pieniężnej jej przewodniczący Adam Glapiński poinformował, że choć na razie stopy procentowe pozostają bez zmian, to wkrótce może się to zmienić.</p>
<h2>Bon turystyczny od 1 czerwca. Zainteresowanie przerosło oczekiwania</h2>
<p>Im bliżej wyborów parlamentarnych w 2027 roku,&#8230; To czyniło z polskiej giełdy jeden ze światowych parkietów o najwyższych wzrostach. Jednak wybór Karola Nawrockiego wprowadza nową warstwę niepewności politycznej, która może mieć wpływ na rynki. Od początku roku trzymiesięczny WIBOR obniżył się o&nbsp;0,63 pp. (z 5,82 proc. na 5,19 proc.), a&nbsp;sześciomiesięczny &#8211;&nbsp;o&nbsp;0,79 pp. (z 5,80 proc. na 5,01 proc.). Z&nbsp;kolei w&nbsp;porównaniu do notowania z&nbsp;2&nbsp;maja 2025 r.</p>
<h2>Kiedy kolejne obniżki stóp procentowych? Członek RPP zabrał głos w sprawie</h2>
<p>Szczególnie istotne są kompetencje prezydenta dotyczące wyboru trzech członków Rady Polityki Pieniężnej oraz wskazywania kandydata na prezesa NBP. Już w grudniu bieżącego roku nowy prezydent będzie miał okazję zgłosić pierwszą nominację do RPP w związku z wygaśnięciem kadencji Cezarego Kochalskiego. Kadencje pozostałych członków RPP oraz prezesa NBP wygasają dopiero w 2028 roku. Agencja ratingowa S&amp;P Global <a href="https://www.forexformula.net/british-pound-gbp-usd-gbpx-outlook-will-us-gdp-plummet-more-than-30-live-trading-news/">British Pound: GBP/USD (GBP=X) Outlook: Will US GDP Plummet More Than -30%</a> Ratings ocenia, że polityczny impas w Polsce ogranicza szanse na reformy fiskalne.</p>
<div style='text-align:center'><iframe width='569' height='312' src='https://www.youtube.com/embed/7KVpqol743Q' frameborder='0' alt='obnizki stop procentowych' allowfullscreen></iframe></div>
<p>The post <a href="https://www.seafun.com.au/2023/08/24/kredyty-hipoteczne-2025-raty-znaczaco-spadna-w/">Kredyty hipoteczne 2025: Raty znacząco spadną w czerwcu nawet bez obniżki stóp procentowych NBP  Co dalej?</a> appeared first on <a href="https://www.seafun.com.au">SeaFun</a>.</p>
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		<title>How to Become a Successful Forex Trader</title>
		<link>https://www.seafun.com.au/2023/08/23/how-to-become-a-successful-forex-trader-44/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 22 Aug 2023 16:23:26 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://www.seafun.com.au/?p=20835</guid>

					<description><![CDATA[<p>Forex trading involves simultaneously buying one currency while selling another in hopes of profiting from changes in their relative values. For example, if you think the euro will strengthen against the U.S. dollar, you might buy euros and sell dollars, aiming to sell those euros later at a higher price. Thus, forex trading is about [&#8230;]</p>
<p>The post <a href="https://www.seafun.com.au/2023/08/23/how-to-become-a-successful-forex-trader-44/">How to Become a Successful Forex Trader</a> appeared first on <a href="https://www.seafun.com.au">SeaFun</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Forex trading involves simultaneously buying one currency while selling another in hopes of profiting from changes in their relative values. For example, if you think the euro will strengthen against the U.S. dollar, you might buy euros and sell dollars, aiming to sell those euros later at a higher price. Thus, forex trading is about anticipating and capitalizing on these currency value shifts.</p>
<h2>Cross currency pairs</h2>
<p>The world forex markets have no physical buildings that serve as trading venues. Instead, markets operate via connected trading terminals and computer networks. Market participants are institutions, financial product banks, commercial banks, and retail investors worldwide. The main markets are open 24 hours a day, five days a week (from Sunday, 5 p.m. ET until Friday, 4 p.m. ET). Currencies are traded worldwide, but a lot of the action happens in the major financial centers. A 24-hour trading day begins in the Asia-Pacific region, then moves to major centers in Europe and then to North America, where it ends with the U.S. trading session.</p>
<h2>CURRENCIES</h2>
<p>Historically, these pairs were converted first into USD and then into the desired currency – but are now offered for direct exchange. In order to make a profit in foreign exchange trading, you’ll want the market price to rise above the bid price if you are long, or fall below the ask price if you are short. As a forex trader, you’ll notice that the bid price is always higher than the ask price. By following these steps with focus and dedication, you&#8217;re setting the stage for a potentially rewarding trading experience. Stay committed, keep learning, and adapt your strategies as you gain more insight into the market dynamics.</p>
<p>If the price of the dollar does go up as predicted, the trader can sell their dollars for a profit. Alternatively, if the price of the dollar goes down, the trader will incur a loss. Trading profitably may be worthless if you’re unable to withdraw your trading gains. Some unregulated and disreputable online forex brokers scam their unsuspecting clients by unfairly restricting them from accessing their margin account funds, so be sure to choose a reputable broker.</p>
<h2>Forex analysis explained</h2>
<p>While it is possible to make money trading, it requires a strategic approach that combines knowledge, discipline, and careful planning. WR Trading highlights the realities of earning in forex and shares tips to improve profitability. The answer lies in capturing price differences through buying low and selling high (or vice versa). Professional traders focus on consistency rather than occasional big wins. Traders can choose from a diverse selection of over 80 currency pairs including major, minor, emerging, and exotic combinations.</p>
<p>Currency pairs are categorized as majors, minors and exotics depending on the volume traded. When the U.S. dollar is not part of a currency pair, it is known as a cross. Majors typically have the largest trading volume, tighter dealing spreads, higher liquidity and lower volatility compared to other forex pairs.</p>
<h2>Why Trade Forex?</h2>
<ul>
<li>The key point is that you may still be profitable with a 20% win percentage if you prioritize your risk-reward ratio rather than having a high win ratio.</li>
<li>Overtrading and skipping the knowledge of the trade are other common pitfalls.</li>
<li>These large organizations will coordinate price drops or rises to where they anticipate retail traders will have set their stop-loss orders.</li>
<li>The &#8220;long&#8221; position involves buying the base currency and selling the quote currency in a currency pair.</li>
</ul>
<p>Sticking to a well-defined trading plan can help you cope with the psychological challenges of trading. Never mind the big talkers and online bravado－take your losses and your wins with equanimity. If you realize that you’re struggling not <a href="https://investmentsanalysis.info/bottom-up-investing/">Bottom up investing</a> to trade excessively or recklessly, using a trading bot can help mitigate the risk of your emotions corrupting your trading plan.</p>
<p>These brokers will offer you peace of mind as they will always prioritise the protection of your funds. Once you open an active account, you can start trading forex — and you will be required to make a deposit to cover the costs of your trades. This is called a margin account which uses financial derivatives like CFDs to buy and sell currencies.</p>
<ul>
<li>Currency trading used to be complicated for individual investors until it made its way onto the internet.</li>
<li>Forex trading is commonly used by speculative traders and as a hedging strategy.</li>
<li>Opening a long position in a forex pair means that you believe the base currency will rise versus the quote currency.</li>
<li>Fortunately, the way that currency pairs are quoted in the forex market is standardized.</li>
<li>You might decide to trade the most popular currency pair EUR/USD because it tends to display the tightest dealing spreads and a relatively smooth market.</li>
<li>If you’re long on a currency pair, then your stop-loss sell order needs to be placed at a lower exchange rate than the current spot market rate.</li>
</ul>
<p>One of the main risks in forex trading is the change in exchange rates, which is constantly changing. Other risks include interest rate risk, geopolitical risk, and transaction risk. It&#8217;s best to start using little or no leverage and gradually increase it as profits and experience grow. Below, we take you through the main aspects of forex trading, the pitfalls to watch out for, terms to know, and strategies often used by successful traders.</p>
<p>Even though traders using leverage do not need to post the full amount in margin, it is important to remember that profits and losses are based on the full trade size. Using EUR/USD as an example, you might be bullish on the pair and believe the euro will strengthen against the dollar. You’ll therefore want to open a long position in the EUR/USD pair at the lowest possible exchange rate. You might decide to trade the most popular currency pair EUR/USD because it tends to display the tightest dealing spreads and a relatively smooth market.</p>
<p>Forex trading is far more common due to the market&#8217;s high degree of leverage, liquidity, and 24-hour accessibility. Forex traders typically use shorter-term strategies to capitalize on frequent price fluctuations in currency pairs. Meanwhile, trading involves a shorter-term approach, seeking to profit from the frequent buying and selling of assets. Traders seek to capitalize on short-term price trends and may hold positions for a few seconds (scalping), minutes, hours (day trading), or days to weeks (swing trading). They often rely on technical analysis, studying charts and patterns to identify trading prospects.</p>
<h2>Fundamental and Technical Analysis:</h2>
<p>Interest rates, trade, political stability, economic strength, and geopolitical risk all affect the supply and demand for currencies. This creates prospects to profit from any situation that may increase or reduce one currency’s value relative to another. In the futures market, futures contracts are bought and sold based on a <a href="https://traderoom.info/ic-markets-forex-broker/">ic markets forex broker review</a> standard size and settlement date on public commodities markets, such as the Chicago Mercantile Exchange (CME). Futures contracts have specific details, including the number of units being traded, delivery and settlement dates, and minimum price increments that can&#8217;t be customized.</p>
<p>From there, new traders may feel more confident to open another live account, experience more success, break even, or turn a profit. That is why it&#8217;s important to build a framework for trading in the forex markets, which we outline below. To increase your chances of success, you need a good understanding of trading strategies, patience and discipline, and a decent understanding of the currencies being traded.</p>
<h2>Building a Sustainable Forex Income</h2>
<p>In conclusion, forex traders make money by buying and selling currency pairs at a profit. There are several ways to make money in the forex market, including capital appreciation, carry trades, scalping, swing trading, and position trading. Traders can also use technical analysis and fundamental analysis to make trading decisions. However, forex trading involves a high level of risk and traders should only risk money that they can afford to lose. In conclusion, forex traders make money by speculating on the fluctuations in currency pairs. They use leverage to control larger positions in the market, buy and sell currency pairs to profit from price movements, and manage risks through proper risk management techniques.</p>
<p>Forex/CFDs are complex instruments and come with a high risk of losing money rapidly due to leverage. 83% of retail investor accounts lose money when trading Online Forex/CFDs with this provider. You should consider whether you understand how CFDs work and whether you can afford to take the high risk of losing your money.</p>
<p>The base currency is the first currency that appears in a forex pair and is always quoted on the left. This currency is bought or sold in exchange for the quote currency and is always worth 1. Forex trading offers constant opportunities across a wide range of FX pairs.</p>
<p>It&#8217;s advisable to start with a demo account to practice your <a href="https://forexarena.net/axi-a-complete-exchange-brokerage-platform-review/">axi review</a> skills before trading with real money and to only invest what you can afford to lose. The ultimate goal of forex trading is to build a sustainable income, which may be attained with a well-crafted trading plan. This strategy should include accurate risk management procedures, realistic revenue projections, and well-defined entry and exit plans. FXTM firmly believes that developing a sound understanding of the markets is your best chance at success as a forex trader.</p>
<p>The post <a href="https://www.seafun.com.au/2023/08/23/how-to-become-a-successful-forex-trader-44/">How to Become a Successful Forex Trader</a> appeared first on <a href="https://www.seafun.com.au">SeaFun</a>.</p>
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		<title>CFD Trading: A Beginner&#8217;s Guide to Contracts for Difference</title>
		<link>https://www.seafun.com.au/2023/08/04/cfd-trading-a-beginner-s-guide-to-contracts-for-2/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Fri, 04 Aug 2023 07:19:27 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://www.seafun.com.au/?p=20869</guid>

					<description><![CDATA[<p>Cryptocurrency CFDs offer traders the ability to trade the volatile crypto markets with leverage, without having to own the underlying asset. Meanwhile, the maintenance margin (required margin) needs to be covered by equity, which is the account&#8217;s balance that includes unrealised profits and losses. The maintenance margin goes up and down depending on the prices [&#8230;]</p>
<p>The post <a href="https://www.seafun.com.au/2023/08/04/cfd-trading-a-beginner-s-guide-to-contracts-for-2/">CFD Trading: A Beginner&#8217;s Guide to Contracts for Difference</a> appeared first on <a href="https://www.seafun.com.au">SeaFun</a>.</p>
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										<content:encoded><![CDATA[<p>Cryptocurrency CFDs offer traders the ability to trade the volatile crypto markets with leverage, without having to own the underlying asset. Meanwhile, the maintenance margin (required margin) needs to be covered by equity, which is the account&#8217;s balance that includes unrealised profits and losses. The maintenance margin goes up and down depending on the prices of assets you are trading. Your account’s equity must always cover the maintenance margin to keep the positions open, especially in case of running losses.</p>
<p>In order to keep positions open, a trader must meet the maintenance margin requirement – the maintenance margin must be covered by the account’s overall equity. For example, if you expect the price of gold to increase you may want to open a position with a CFD on&nbsp;gold. The size of the position taken (the contract value) is illustrated below. You should know that leverage trading can amplify your profits, but can also boost your losses.</p>
<h2>Ability to go long and short</h2>
<ul>
<li>These losses occur when the market starts moving against their desired prediction.</li>
<li>If this is done correctly, performance insights can be obtained quickly that will result ultimately in a better performing and more efficient final product.</li>
<li>The spread on the bid and ask prices can be significant if the underlying asset experiences extreme volatility or price fluctuations.</li>
<li>As the turbulent length scale exceeds the grid dimension, the regions are solved using the LES mode.</li>
</ul>
<p>That’s because your initial margin would only be 20% of the total $40,000 trade value ($8000). But remember, your profits or losses will be calculated on the full $40,000 value of the position, not the $8000 margin. CFDs can be traded on a variety of assets, including stocks, indices, commodities, forex, cryptocurrencies, and more.</p>
<h2>You’re in!</h2>
<p>Lower margin requirements mean less capital outlay and greater potential returns for the trader. The broker allows investors to borrow money to increase leverage or the size of the position. Brokers will require traders to maintain specific account balances before they allow this type of transaction. CFDs allow investors to trade the price movements <a href="https://forexanalytics.info/currency-prediction/">currency prediction</a> of futures but they&#8217;re not futures contracts by themselves. An opening sell position can be placed if a trader believes that a security&#8217;s price will decline.</p>
<h2>Vorticity confinement method</h2>
<ul>
<li>They will profit for every point the market moves in their predicted direction.</li>
<li>For beginners, you can set up and start using a demo account to test trading strategies and build your skills with virtual funds.</li>
<li>We do not aim to profit if a client loses, and our business model is based on providing a fair experience to all traders.</li>
<li>CFD trading offers a versatile and potentially profitable way to engage with various financial markets.</li>
<li>It has been used in the development of a number of submarines, surface ships, automobiles, helicopters, aircraft, and more recently wind turbines.</li>
</ul>
<p>Confidence is key to successful CFD trading, and CMC Markets has the tools and resources to help traders at all levels build it. Whether you’re a beginner or an expert trader, our user-friendly platform will support your growth and decision-making. CFD trading enables you to sell (short) an instrument if you believe it will fall in value, with the aim of profiting from the predicted downward price move. If your prediction turns out to be correct, you can buy the instrument back at a lower price to make a profit. Although CFD trading can provide investors with a range of opportunities to make profits, it also poses significant risks, which investors should be mindful of before entering the market.</p>
<p>With CFD trading, a contract of agreement is established between a trader and the CFD broker to settle the difference in price for the underlying asset from when the trade is opened to when it’s closed. Contract for Difference (CFD) trading has transformed the financial markets landscape by providing traders with flexible ways to participate in market movements. This comprehensive analysis explores the mechanisms, strategies, and essential components of CFD trading, helping you understand its practical applications in today&#8217;s financial environment. 61% of retail investor accounts lose money when trading CFDs with this provider. You should consider whether you understand how CFDs work, and whether you can afford to take the high risk of losing your money. The additional functionality offered by CFDs will not help you to make more accurate calls regarding the direction of the market.</p>
<h2>Applications of Computational Fluid Dynamics</h2>
<p>If the market rises, then you will lose on your hedge but gain on your main position. Exercise caution when trading CFDs on assets that have a history of being highly volatile. Consider whether you understand how CFDs work and whether you can afford the risks that come with CFD trading.</p>
<p>If investing in CFDs over a longer period of time, the fees incurred could negate any potential profits or exacerbate any losses. Using CFDs can allow an individual to trade the price moves of a wide range of financial assets. Novice traders may find it challenging to navigate these complexities, and sudden market movements can result in unexpected losses. While it amplifies potential profits, it also magnifies the impact of losses, and traders can lose more than their initial investment. CFDs allow traders to use leverage, meaning they can control larger positions with a smaller amount of capital.</p>
<h2>What is the contract length of CFDs?</h2>
<p>Fluid-implicit particle81 and lattice-Boltzmann methods82 are typical examples of codes that scale well on GPUs. Discretization in the space produces a system of ordinary differential equations for unsteady problems and algebraic equations for steady problems. Implicit or semi-implicit methods are generally used to integrate the ordinary differential equations, producing a system of (usually) nonlinear algebraic equations.</p>
<p>While you might be familiar with investing and trading shares, contracts for difference (CFDs) offer a number of advantages that may be attractive for your ambitions to grow your wealth over the long term. At the same <a href="https://forexhero.info/is-oanda-a-brokerage-we-can-truly-trust/">oanda broker</a> time, there are risks involved when trading a complex instrument, so it’s important to do your due diligence and plenty of research. Currency CFDs allow traders to speculate on the price movements of currency pairs, such as the EUR/USD or GBP/USD.</p>
<p>Contracts for difference are an advanced trading strategy used by experienced traders and they&#8217;re not allowed in the United States. Unlike spread betting, options, and forwards, most CFDs don’t have a fixed expiry date. However, if a trader decides to keep their trades open overnight, they might have to pay overnight fees, which the CFD broker issues. This is just a short breakdown, as there are many more factors to consider when constructing a trading and risk management strategy. Before a trader starts trading with CFDs, there are a couple of factors they might want to consider first, such as deciding which markets they wish to trade.</p>
<p>You may also consider guaranteed stop-losses, which provide greater security in more volatile markets, but also require a fee to use. For instance, if you are looking for slow and steady growth, asset classes with higher volatility should form a proportionally small part of your portfolio. While diversification can help balance risk across asset classes, it’s important to manage the number of open positions carefully to avoid negatively impacting your margin level.</p>
<p>CFDs are an excellent tool for hedging existing positions in an investment portfolio. For example, if you hold a significant number of shares in a particular company and anticipate a short-term decline in its stock price, you can open a short CFD position on the same stock to offset potential losses. If, for example, you own stocks and expect their value to drop temporarily, you can use CFDs to offset potential losses. CFDs also cover a wide range of markets, including indices, forex, commodities and cryptocurrencies, which are all accessible from a single trading account. Moreover, CFDs offer leverage, which means you can control a larger position with a smaller capital outlay, unlike stocks, where you need to pay the full value upfront.</p>
<p>While volatility can create opportunities for profit, it also increases the likelihood of sudden and substantial losses. Traders need to be prepared for this unpredictability and manage their positions accordingly. One of the benefits of CFD trading is that you can use margin trading, which lets you open larger positions with a smaller capital outlay.</p>
<p>Traders can also incorporate certain tools, such as the VIX (volatility index), into their trading strategy, allowing them to gain insights into market sentiment and potential volatility. As previously mentioned, CFD trading, as with any form of trading, presents some risks that might need to be considered. For this reason, having a solid risk management strategy plays a crucial part in any <a href="https://traderoom.info/crossing-3-sliding-averages-simple-forex-strategy/">3 moving average crossover strategy</a> trading strategy, as it could help limit any potential losses a trader might sustain. A CFD account allows you to trade over various financial instruments by speculating on the price movements of various financial assets to potentially make a profit. When considering shares, indices, forex (foreign exchange) and commodities for trading and price predictions, remember that trading CFDs involves a significant degree of risk and could result in capital loss.</p>
<p>The post <a href="https://www.seafun.com.au/2023/08/04/cfd-trading-a-beginner-s-guide-to-contracts-for-2/">CFD Trading: A Beginner&#8217;s Guide to Contracts for Difference</a> appeared first on <a href="https://www.seafun.com.au">SeaFun</a>.</p>
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