<?xml version="1.0" encoding="UTF-8"?><rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>Forex Trading &#8211; Rede Neonatal</title>
	<atom:link href="https://redeneonatal.com.br/category/forex-trading/feed/" rel="self" type="application/rss+xml" />
	<link>https://redeneonatal.com.br</link>
	<description></description>
	<lastBuildDate>Thu, 27 Mar 2025 16:11:46 +0000</lastBuildDate>
	<language>pt-BR</language>
	<sy:updatePeriod>
	hourly	</sy:updatePeriod>
	<sy:updateFrequency>
	1	</sy:updateFrequency>
	<generator>https://wordpress.org/?v=6.5.3</generator>

<image>
	<url>https://redeneonatal.com.br/fms2024/wp-content/uploads/logo-rbpn-x1-1-100x100.png</url>
	<title>Forex Trading &#8211; Rede Neonatal</title>
	<link>https://redeneonatal.com.br</link>
	<width>32</width>
	<height>32</height>
</image> 
	<item>
		<title>Uber Technologies UBER Stock Forecast and Price Target 2025</title>
		<link>https://redeneonatal.com.br/forex-trading/uber-technologies-uber-stock-forecast-and-price/</link>
		
		<dc:creator><![CDATA[господар]]></dc:creator>
		<pubDate>Mon, 21 Oct 2024 08:59:50 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://redeneonatal.com.br/?p=1983</guid>

					<description><![CDATA[That&#8217;s because we believe the present value of its future stream of earnings is what determines the fair value for its stock. To trade Uber stock CFDs with us, just...]]></description>
										<content:encoded><![CDATA[<p>That&#8217;s because we believe the present value of its future stream of earnings is what determines the fair value for its stock. To trade Uber stock CFDs with us, just sign up for a Capital.com account, and once you’re verified, you can use our advanced web platform or download our intuitive yet easy-to-use app. It’ll take just a few minutes to get started and access the world’s most-traded markets. Uber Technologies (UBER) raised $8.5 billion in an initial public offering on Friday, May 10th 2019.</p>
<h2>Uber&#8217;s Best Days Are Yet To Come &#8211; Here&#8217;s Why It&#8217;s A Strong Buy (Rating Upgrade)</h2>
<p>Uber pioneered the ride-hailing industry and has expanded its ecosystem to include food delivery, freight, and micromobility solutions. As with any asset, the Uber share price is dynamic and liable to change at any time. It <a href="https://www.forex-reviews.org/fusion-markets/">fusion markets review</a> went public at $45 a share and initially struggled to make headway as concerns about profitability, as well as the poor performance of rival Lyft’s IPO earlier in the year, caused uncertainty about future prospects. Further issues surrounding ongoing regulatory challenges and leadership changes contributed to a rocky first few months as a listed company. Despite the controversies, Uber has committed to carbon neutrality globally by 2040, and by 2030, in most countries, rides will move exclusively to electric vehicles. The company has also formed various partnerships and acquisitions, such as with IT Taxi in Italy, Cornershop for grocery delivery and Postmates for alcohol delivery.</p>
<h2>Billionaire Bill Ackman Is Buying Uber Stock. Should You?</h2>
<ul>
<li>While earnings growth is arguably the most superior indicator of a company&#8217;s financial health, nothing happens as such if a business isn&#8217;t able to grow its revenues.</li>
<li>Whether you&#8217;re planning for future generations or seeking a reliable asset in turbulent times, this report is your essential guide to making informed decisions.</li>
<li>However, Uber Eats saw an uptick as demand increased for food deliveries.</li>
<li>Uber was founded in 2009 by Oscar Salazar Gaitan, Travis Kalanick and Garrett Camp and was initially named Ubercab Inc.</li>
<li>Uber stock has gained over 15% over the past six months, fueled by strategic partnerships in autonomous vehicle technology, including its collaboration with Nvidia (NVDA), consistent revenue growth, and strong financial performance.</li>
<li>Again, investors probably don&#8217;t want to bet the farm on an Uber stock split.</li>
</ul>
<p>However, its Zacks Rank #3 does suggest that it may perform in line with the broader market in the near term. Compared to the Zacks Consensus Estimate of $11.76 billion, the reported revenues represent a surprise of +1.69%. You can create a CFD account and start trading by clicking on the link below. Uber has been listed on the New York Stock Exchange since its IPO in 2019. In the 2023 fiscal year, the company’s revenue amounted to some $37.2bn.</p>
<h2>Uber Posts Robust Q4 Bookings: Analysts Weigh In On Autonomous Vehicle Threat</h2>
<ul>
<li>The longer-term plan will likely involve autonomous self-driving vehicles, meaning eliminating the cost of human drivers.</li>
<li>I believe the Uber Technologies, Inc. post-Q4 earnings selloff was overdone, as the slowdown in bookings growth was likely driven by external, one-off factors rather than a fundamental business declin&#8230;</li>
<li>Click to unlock major analysts&#8217; bullish and bearish positions by joining Benzinga Edge.</li>
<li>By the third quarter of 2024, net income had climbed to $2.6 billion (although $1.7 billion was attributed to adjustments in the company&#8217;s equity investments).</li>
<li>The web link between the two companies is not a solicitation or offer to invest in a particular security or type of security.</li>
</ul>
<p>Ride-hailing service provider Uber Technologies (UBER) will release its Q4 financials on  February 5. Uber stock has gained over 15% over the past six months, fueled by strategic partnerships in autonomous vehicle technology, including its collaboration with Nvidia (NVDA), consistent revenue growth, and strong financial performance. However, Wall Street analysts expect the company to report earnings of $1.13 per share, representing a 24% decrease year-over-year. Founded in 2009 by Garrett Camp and Travis Kalanick, Uber is a technology platform that connects taxi seekers with drivers for hire.</p>
<h2>Performance Overview: UBER</h2>
<div style='text-align:center'><iframe width='561' height='319' src='https://www.youtube.com/embed/JDf-MVXFlLQ' frameborder='0' alt='what is uber trading at' allowfullscreen></iframe></div>
<p>Only Zacks Rank stocks included in Zacks hypothetical portfolios at the beginning of each month are included in the return calculations. Certain Zacks Rank stocks for which no month-end price was available, pricing information was not collected, or for certain other reasons have been excluded from these return calculations. Zacks may license the Zacks Mutual Fund rating provided herein to third parties, including but not limited to the issuer. The size of the <a href="https://www.forex-reviews.org/">https://www.forex-reviews.org/</a> recent change in the consensus estimate, along with three other factors related to earnings estimates, has resulted in a Zacks Rank #3 (Hold) for Uber.</p>
<h2>What is the forecast, or price target, for Uber Technologies (UBER) stock?</h2>
<p>These returns cover a period from January 1, 1988 through December 30, 2024. Zacks Rank stock-rating system returns are computed monthly based on the beginning of the month and end of the month Zacks Rank stock prices plus any dividends received during that particular month. A <a href="https://www.forex-world.net/blog/how-to-hedge-stocks-how-to-hedge-against-a-stock/">How to hedge stocks</a> simple, equally-weighted average return of all Zacks Rank stocks is calculated to determine the monthly return. The monthly returns are then compounded to arrive at the annual return.</p>
<div style='text-align:center'><iframe width='563' height='318' src='https://www.youtube.com/embed/vgfQ9EzqG-Y' frameborder='0' alt='what is uber trading at' allowfullscreen></iframe></div>
<p>If you choose to trade CFDs, you can follow the Uber stock performance live in USD with the comprehensive Uber share price chart. However, Uber has partnered with companies like Waymo, Volvo, and Nuro to integrate autonomous vehicles into its network as they become available. Gross bookings  grew 18% in 2024 to $162.8 billion, driving a similar increase in revenue to $44 billion. GAAP (generally accepted accounting principles) operating income more than doubled to $2.8 billion, and it reported nearly $7 billion in free cash flow. In contrast to the situation just a few years ago, the numbers across the board indicate a healthy, growing business.</p>
<p>He believes Uber’s strategic partnerships in the Autonomous Vehicles (AV) sector will start to show results by 2025, along with potential regulatory changes that could help the company. Also, Uber’s growth in new business areas and improving profit margins add to the positive outlook. One such analyst is Jason Helfstein of Oppenheimer, who has reiterated an Outperform rating on the stock.</p>
<div style='text-align:center'><iframe width='564' height='315' src='https://www.youtube.com/embed/cTDYPep6KZ0' frameborder='0' alt='what is uber trading at' allowfullscreen></iframe></div>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Forex Lot Size Calculator</title>
		<link>https://redeneonatal.com.br/forex-trading/forex-lot-size-calculator/</link>
		
		<dc:creator><![CDATA[господар]]></dc:creator>
		<pubDate>Mon, 01 Jul 2024 11:07:23 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://redeneonatal.com.br/?p=2050</guid>

					<description><![CDATA[Utilising these small measurement units helps protect new traders from substantial losses. A &#8216;pipette&#8217;, or fractional pip, is 1/10th of a standard pip, offering tighter spreads and precise insights into...]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" src="data:image/jpg;base64,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" width="608px" alt="forex trading calculator"/></p>
<p><p>Utilising these small measurement units helps protect new traders from substantial losses. A &#8216;pipette&#8217;, or fractional pip, is 1/10th of a standard pip, offering tighter spreads and precise insights into currency price movements. Accurately calculate pip values and manage your trade risks with our intuitive FXTM pip calculator. It automatically closes when the price reaches a certain non-favourable level you can set in advance. You can use the calculator to manually choose the Stop Loss level for your order. Profit or loss is calculated based on the difference between the entry and exit prices of the trade, multiplied by the trade size.</p>
</p>
<p><h2>Diverse liquidity providers ensure our spreads are tight around</h2>
</p>
<p><p>They provide a quantitative foundation for your trading decisions, enabling a more disciplined, analytical approach to the markets. By consistently using these tools, traders can more effectively manage their portfolios, understand market dynamics, and refine their trading tactics. It offers features like compatibility with a wide range of currency pairs, real-time calculations based on current market data, and a user-friendly interface. Whether you’re a beginner or an experienced trader, our calculator is a must-have tool in your trading arsenal. Forex profit calculators enable traders to make faster decisions by providing an instant calculation of potential profits or losses.</p>
</p>
<p><p>It takes into account the specific characteristics and value per pip of the chosen pair to calculate the lot size accurately. It not only aids in protecting your account from significant losses but also helps in maximizing the efficiency of your capital. By using the calculator, you can ensure that each trade is sized correctly according to your risk tolerance and trading strategy, which is crucial for long-term success in the Forex market. You can use the calculator to choose the Stop Loss and Take Profit levels for your order.</p>
</p>
<p><h2>Forex Calculators</h2>
</p>
<p><p>Trading calculators help streamline complex calculations involved in trading, reducing the risk of human error and saving valuable time. By utilizing these tools, traders can focus more on market analysis and strategy development rather than on manual computations. Tools like margin calculators, pip calculators, and profit calculators are just a few examples that facilitate smarter, more informed trading decisions.</p>
</p>
<p><p>It helps your investment objectives and predict your trade direction when using a trading platform. IC Trading&#8217;s mission is to create the best trading experience for retail and institutional clients alike, allowing traders to focus more on their trading. Built by traders for traders, IC Trading is dedicated to offering superior spreads, execution and service. We introduce people to the world of trading currencies, both fiat and crypto, through our non-drowsy educational content and tools. We&#8217;re also a community of traders that support each other on our daily trading journey.</p>
</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>How much does 1 pip cost?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Forex currency pairs are quoted in terms of pips, short for percentage in points. In practical terms, a pip is one-hundredth of 1% (1/100 &#xd7; 0.01) and appears in the fourth decimal place (0.0001). It is the smallest price change increment for most forex pairs.</p>
</div></div>
</div>
<p><p>For the EUR/USD pair, the value per pip for 1 standard lot (100,000 units) is approximately $10. Check out all our trading calculators.Stay ahead of the game by analyzing your trades with precision, ensuring accurate and long-term profitable trading decisions. Forex trading involves buying and selling currencies in the foreign exchange market, a decentralized global market for currency trading. The last decade hasseen a rise of online currency trading platforms, helping individuals trade currencies with the aim of trying to make a profit.</p>
</p>
<p><h2>Features of Our Forex Lot Size Calculator</h2>
</p>
<p><p>Our position sizing calculator will suggest position sizes based on the information you provide. Use the LiteFinance Trader&#8217;s Calculator to calculate eventual profits or losses for a current or projected position. Enter your account type, currency, trading instrument, lot size, and leverage size.</p>
</p>
<p><img decoding="async" src="data:image/jpeg;base64,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" width="607px" alt="forex trading calculator"/></p>
<p><p>The Trading calculator is a tool for informing traders about probable parameters of their future transactions and expenses required to maintain their positions. The data obtained in the leverage trading calculator can not be considered as a suggestion or recommendation to invest funds or an incentive for making transactions. Yes, the Forex Lot Size Calculator is versatile and can be used for any currency pair.</p>
</p>
<p><p>You should consider whether you understand how CFDs work and whether you can afford to take the high risk of losing your money. Use our Profit Calculator to calculate your expected profit or loss in money and pips based on your entry and exit prices, lot size and trade direction. The forex profit calculator will show you the potential profit or loss of your trade before your execute the deal. Using a forex profit calculator when trading is essential for several reasons.</p>
</p>
<ol>
<li>Like a mechanic with the right tools, a professional trader should have valuable tools like a trading calculator as part of their setup.</li>
<li>A loss is an unfavourable outcome from a trade which occurs when the price fluctuation of a currency works against the trader.</li>
<li>A &#8216;Pip&#8217;, short for &#8216;point in percentage&#8217;, quantifies exchange rate movements between two currencies in Forex trading.</li>
<li>These calculators allow traders to analyze the performance of their trades and understand the profitability of different strategies.</li>
<li>Accurate pip calculation is crucial for determining potential profit and loss.</li>
</ol>
<p><p>Take the guesswork out of setting up your trades with our calculator tools and determine the exact margin, pip value, and swaps required. If the calculated lot size doesn’t align with your expectations or seems too risky, consider adjusting your risk percentage, stop-loss settings, or both. This recalibration can help achieve a lot size that better fits your risk tolerance. Use our simple yet powerful Forex Lot Size Calculator to calculate the exact position size for each trade and manage your risk per trade like a pro. Trade confidently at every step — use our calculators to estimate profits and losses from any trade. The information on market-bulls.com is provided for general information purposes only.</p>
</p>
<p><p>Using the Trading calculator, traders have an opportunity to make online calculations of transaction parameters, choose more efficient trading strategies before opening positions. This calculator allows you to make the best possible decisions using the initial data on the transaction. To use the trade calculator, enter the available parameters and click &#8220;Calculate&#8221;. Forex Calculators are vital for traders needing to make quick, accurate conversions and calculations on the go. This section includes a variety of calculators such as margin calculators, and pip calculators that are essential for daily trading activities. These tools help traders understand exactly how market changes and currency fluctuations can impact their trades and financial outcomes.</p>
</p>
<p><p>By inputting basic trade details, traders can receive insights into the potential risk and reward, helping them to make informed decisions about their trades. Whether you’re a novice learning the ropes or a seasoned trader refining your approach, these calculators serve as crucial aids in developing a balanced and strategic trading plan. A trading calculator is an essential tool for traders in financial markets, helping them make better decisions and earn more. Trading calculators offer the necessary calculations for traders to manage risks and identify profitable opportunities. Like  a mechanic with the right tools, a professional trader should have valuable tools like a trading calculator as part of their setup.</p>
</p>
<p><p>These calculators allow traders to analyze the performance of their trades and understand the profitability of different strategies. Tools in this section include equity calculators, monte carlo calculators, and more. They provide critical data that helps traders refine their approaches and optimize their returns, ensuring that every trade is steered towards achieving maximum profitability. Forex/CFDs are complex instruments and come with a high risk of losing money rapidly due to leverage. 91.13% of retail investor accounts lose money when trading Online Forex/CFDs with this provider.</p>
</p>
<ol>
<li>The most advanced lot calculator can be found as part of the Forex trading calculator at ePlanet Brokers.</li>
<li>This section provides tools to calculate important technical indicators such as Fibonacci retracement levels, pivot points, and other relevant metrics.</li>
<li>A profit-and-loss calculator helps traders calculate whether a trading position will potentially result in profits or losses.</li>
<li>Profit in trading is calculated based upon the difference between your open price and close price.</li>
</ol>
<p><p>In the fast-paced world of financial trading, precision and preparedness are key. Trading calculators are indispensable tools that empower traders by providing quick, accurate computations that inform trading decisions and strategies. Whether you are engaged in forex, stocks, commodities, or cryptocurrency trading, these calculators can significantly  enhance your market performance. To use the position size calculator, enter the currency pair you are trading, your account size, and the percentage of <a href="https://g-markets.net/calculators/">forex trading calculator</a> your account you wish to risk.</p>
</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>How many pips is 1 dollar?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>A standard lot refers to 100,000 units of base currency and equates to &#x24;10 per pip movement. A mini lot is 10,000 units of base currency and equates to &#x24;1 per pip movement.</p>
</div></div>
</div>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>A Newbie&#8217;s Guide to Reading an Options Chain</title>
		<link>https://redeneonatal.com.br/forex-trading/a-newbie-s-guide-to-reading-an-options-chain/</link>
		
		<dc:creator><![CDATA[господар]]></dc:creator>
		<pubDate>Fri, 17 May 2024 09:35:38 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://redeneonatal.com.br/?p=2151</guid>

					<description><![CDATA[After a few months, the stock experiences a significant surge due to a successful product launch. At this point, technical indicators might suggest the stock is overbought, which could be...]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" src="data:image/jpeg;base64,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" width="705px" alt="option chain analysis books"/></p>
<p><p>After a few months, the stock experiences a significant surge due to a successful product launch. At this point, technical indicators might suggest the stock is overbought, which could be a signal to exit at least part of your position and lock in profits. While the volume column shows how many options traded in a particular day, the open interest column shows how many options are outstanding. Open interest is the number of options that exist for a stock and include options that were opened in days prior.</p>
</p>
<p><h2>Best Options Trading Books</h2>
</p>
<div style='text-align:center'><iframe width='562' height='316' src='https://www.youtube.com/embed/q80lLpIRhEY' frameborder='0' alt='option chain analysis books' allowfullscreen></iframe></div>
<p><p>Options trading is particularly popular with traders who regularly trade the commodity futures markets. Widely recognized as an authority on derivatives, futures and risk management, Hull has served as a consultant to many of the best-known investment banking firms. Consequently, his book contains actionable information on swaps and other derivative instruments, trading interest rate futures and strategies for estimating the time value of options. Options are categorised as in-the-money (ITM), at-the-money (ATM), or out-of-the-money (OTM) based on how their strike price compares to the current price of the underlying asset. Ultimately, the goal should be to develop a robust risk management strategy and stay informed of recent market trends, economic events, and news. Here, using analytical tools and software to assess IV and perform scenario analysis can complement your endeavours.</p>
</p>
<ol>
<li>A high number of open interest means that investors are interested in that stock for that particular strike price and expiration date.</li>
<li>Traders must consider various factors and perspectives to draw accurate conclusions from the complex tapestry of data that option chains present.</li>
<li>A significant increase in OI may indicate that a trend is likely to continue, while a decrease might suggest a weakening trend or a potential reversal.</li>
<li>By analyzing these Greeks, traders can construct a leap option portfolio that aligns with their market outlook and risk tolerance.</li>
</ol>
<p><h2>In- or&nbsp;Out-of-the-Money Options</h2>
</p>
<ol>
<li>Option chain analysis is a fundamental tool for traders and investors looking to gain market insights, optimize tactics, and capitalize on opportunities in volatile and complicated financial markets.</li>
<li>To cater to the experienced traders, the emphasis is laid on Implied volatility with a detailed section on the Option Greeks, which will help understand how option pricing gets impacted by market conditions.</li>
<li>Author Michael Sincere has divided this book into four comprehensive sections to make it an engaging read covering from fundamentals to buy/sell strategies to advanced concepts to practical tips.</li>
<li>The Governor of Rajasthan, the Honourable Sri Kalraj Mishra, presented Dr. Vinay Prakash Tiwari with an appreciation for creating the LTP Calculator.</li>
<li>Stock Brokers can accept securities as margin from clients only by way of pledge in the depository system w.e.f. September 1, 2020.</li>
<li>This extended duration allows investors to gain long-term exposure to the price movements of the underlying asset, be it a stock or an index, without the need to invest in the asset directly.</li>
<li>Represents the last price at which an option was traded, the LTP indicates the market value of an option.</li>
</ol>
<p><p>Its 1,000-plus pages contain information on specific options strategies and market conditions in which they tend to work best. By analyzing these Greeks, traders can construct a leap option portfolio that aligns with their market outlook and risk tolerance. For instance, a trader expecting a gradual increase in a stock&#8217;s price over several years might opt for leap call options with a high delta and low theta, ensuring substantial price movement with minimal time decay.</p>
</p>
<p><p>If an option is out of the money, it means the strike price hasn&#8217;t yet crossed the market price. You are wagering the stock will go up in price (for a call) or down in price (for a put) before the option expires. Open interest is important because investors want to see liquidity, meaning there&#8217;s enough demand for that option so that they can easily enter and exit a position.</p>
</p>
<p><p>This book has long been read by options market professionals and has been called the &#8220;bible&#8221; by options traders. Understanding how market volatility relates to options pricing is key to helping traders evaluate fair values in the options market. By integrating these strategies, traders can navigate the complexities of long-term options trading. It&#8217;s important to remember that risk management is not about eliminating risks but about understanding and controlling them to achieve long-term success in the options market.</p>
</p>
<p><img decoding="async" src="data:image/jpeg;base64,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" width="709px" alt="option chain analysis books"/></p>
<p><p>The book entails topics as basic as using objectivity in all investment decisions, improving trade selection, and creating market prediction techniques. The future of option chain analysis and  rolling strategies is one of increased complexity but also greater opportunity. By embracing new technologies and methodologies, traders can stay ahead of the curve and continue to find success in the ever-changing options market. Leap options, often simply referred to as &#8220;LEAPS,&#8221; are publicly traded options contracts with expiration dates that are longer than one year. In essence, LEAPS are akin to standard short-term options but with the added benefit of a much longer time horizon.</p>
</p>
<div style='text-align:center'><iframe width='563' height='310' src='https://www.youtube.com/embed/ERowlja_bYE' frameborder='0' alt='option chain analysis books' allowfullscreen></iframe></div>
<p><h2>Understanding the Basics of Leap Options</h2>
</p>
<p><p>So, without wasting any time, crack open the below-compiled list of best books on options trading so you will develop the skills options traders swear by. Rolling is a multifaceted tool in the options trader&#8217;s arsenal, offering a way to navigate the complexities of the market while striving for optimal outcomes. Whether it&#8217;s to hedge against losses, capture additional gains, or simply buy more time, rolling can be a pivotal element in the strategic planning of any options trading endeavor. It embodies the essence of flexibility and foresight, qualities that are indispensable in the pursuit of trading excellence. As the expiration date nears, the underlying stock price has risen, and the call is now in the money. These fluctuations are called volatility and impact the likelihood of an option being profitable.</p>
</p>
<p><p>So, shrug off all the fear about options trading, pick your favorite, and start studying with your heart and soul. Sincere does not disappoint when it comes to boiling down the complex and confusing options trading. If you want to start with options trading or brush up your skills, “Understanding Options” is a clear beginner pick.</p>
</p>
<div style='text-align:center'><iframe width='561' height='312' src='https://www.youtube.com/embed/aYw1jbuMvBs' frameborder='0' alt='option chain analysis books' allowfullscreen></iframe></div>
<p><p>Other factors impact the price of an option, including the time remaining on an options contract as well as how far into the future the expiration date is for the contract. For example, the premium will decrease as the options contract draws closer to&nbsp;its expiration since there&#8217;s less time for an investor to make a profit. Call options with higher strike prices are almost always less expensive than lower striked calls. The reverse is true for put options—lower strike prices also translate into lower option prices. For example, if a stock is currently trading at $30.00  per share and you buy a call option for $45, the option is not worth anything until the market price crosses above $45. For example, consider a scenario where a retail investor uses a machine learning model to analyze the option chain of a high-volatility stock.</p>
</p>
<p><p>J.B. Maverick is an active trader, commodity futures broker, and stock market analyst 17+ years of experience, in addition to 10+ years of experience as a finance writer and book editor. In the realm of <a href="https://www.1investing.in/option-chain-and-open-interest-for-choices-trading/">option chain analysis books</a> entrepreneurship, risk analysis is not merely a precaution; it&#8217;s a strategic tool&#8230; The last price is the most recent posted trade, and the change column shows how much the last trade varied from the previous day&#8217;s closing price. Bid and ask show the prices that buyers and sellers, respectively, are willing to trade at&nbsp;right now. Options contracts on the same stock with different expiry dates have different options symbols.</p>
</p>
<div style='text-align:center'><iframe width='567' height='316' src='https://www.youtube.com/embed/iZolZ5KaEPo' frameborder='0' alt='option chain analysis books' allowfullscreen></iframe></div>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>A Comprehensive Guide to Option Chain Analysis: Unlocking Market Insights by Chitralekha</title>
		<link>https://redeneonatal.com.br/forex-trading/a-comprehensive-guide-to-option-chain-analysis-3/</link>
		
		<dc:creator><![CDATA[господар]]></dc:creator>
		<pubDate>Fri, 17 May 2024 09:10:52 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://redeneonatal.com.br/?p=2153</guid>

					<description><![CDATA[Option Chain Analysis is a powerful tool for traders and investors looking to gain an edge in the options market. It involves examining the various strike prices of options available...]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" src="data:image/jpg;base64,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" width="702px" alt="option chain analysis books"/></p>
<p><p>Option Chain Analysis is a powerful tool for traders and investors looking to gain an edge in the options market. It involves examining the various strike prices of options available for a particular security to understand market sentiment and make predictions about future price movements. This analysis can reveal a wealth of information, from the identification of support and resistance levels to insights into the expectations of other market participants. By scrutinizing the volume and open interest of options at different strike prices, one can gauge where the &#8220;smart money&#8221; is leaning and make more informed decisions when it comes to rolling leap options.</p>
</p>
<p><h2>Understanding the Basics of Leap Options</h2>
</p>
<p><p>By rolling, traders can adapt to the ever-changing market conditions, securing profits, limiting losses, or even transforming losing trades into winners over time. It&#8217;s a dynamic process that requires a deep understanding of market trends, option pricing, and the underlying asset&#8217;s behavior. The book dives deep into using options as a hedge and explains how tax laws apply to option trading profits or losses. McMillan also offers detailed  advice on trading index options, trading options on futures, and measuring market volatility. “Options Trading For Dummies” by Joe Duarte is a user-friendly guide catering to beginners in the options market. He has broken down complex concepts into easily digestible content, covering basic strategies, risk management, and market analysis.</p>
</p>
<div style='text-align:center'><iframe width='565' height='315' src='https://www.youtube.com/embed/aYw1jbuMvBs' frameborder='0' alt='option chain analysis books' allowfullscreen></iframe></div>
<p><p>A high number of open interest means that investors are interested in that stock for that particular strike price and expiration date. Conversely, options with more time remaining until expiry have more opportunities for the stock price to move beyond the strike and be profitable. They might look for entry points during market dips or corrections, where leap options are cheaper due to a temporary decline in the underlying asset&#8217;s price. Conversely, they may plan exits when the market reaches a peak, or when there&#8217;s a significant appreciation in the option&#8217;s value, thus securing their gains. Below is a table that shows the relationship between an option&#8217;s strike price and the stock&#8217;s price for call and put options. Please note that the term underlying represents the price of the stock that&#8217;s being traded through the options contract.</p>
</p>
<ol>
<li>Option chain analysis requires a good understanding of options and the factors influencing their pricing.</li>
<li>In other words, just because there&#8217;s a high demand for an option, it doesn&#8217;t mean those investors are correct in their directional views of the stock.</li>
<li>The last price is the most recent posted trade, and the change column shows how much the last trade varied from the previous day&#8217;s closing price.</li>
<li>Whether it&#8217;s to hedge against losses, capture additional gains, or simply buy more time, rolling can be a pivotal element in the strategic planning of any options trading endeavor.</li>
<li>If an option is out of the money, it means the strike price hasn&#8217;t yet crossed the market price.</li>
<li>The future of option chain analysis and rolling strategies is one of increased complexity but also greater opportunity.</li>
</ol>
<p><p>For example, consider a scenario where a particular stock has an unusually high number of open interest in out-of-the-money calls. However, if this is accompanied by high implied volatility, it could also mean that options are expensive, and the market is uncertain about the stock&#8217;s future direction. From the perspective of an investor looking to hedge a portfolio, LEAPS can serve as a form of insurance policy, providing protection against adverse movements in the market over a prolonged period. On the other hand, speculative traders might view LEAPS as a method to leverage their capital, betting on the long-term direction of a stock with a relatively small upfront investment. It covers hordes of business-tested tactics and proven techniques you can employ while investing in innovative and fresh options products. The author has provided many examples and exhibits that help you understand the power of each strategy.</p>
</p>
<p><p>After reading the book, you will realize that there are multiple ways to earn profits using different options and strategies irrespective of any possible market view. Not all public stocks have options, but for those that do, the information is presented in real-time and in a consistent order. Learning the language of an option&nbsp;chain can help investors become more informed, which can make all the difference between making or losing money in the options markets.</p>
</p>
<p><p>That guaranteed profit is already built into the price of the option, and in-the-money options are always far more expensive than out of the money ones. A significant increase in OI may indicate that a trend is likely to continue, while a decrease might suggest a weakening trend or a potential reversal. Represents the last price at which an option was traded, the LTP indicates the market value of an option.  You can use it to gauge the current demand and supply dynamics for a specific scrip, identify trends and make informed decisions about when to enter and exit a trade. For example, imagine you&#8217;ve entered a leap call option on a tech stock that has consistently outperformed the market.</p>
</p>
<p><p>From the perspective of retail investors to institutional traders, the approach to option chain analysis varies greatly. Retail investors might focus on basic indicators such as implied volatility and open interest, while institutional traders may employ complex algorithms that analyze vast datasets for edge cases and anomalies. The convergence of technology and finance has given rise to tools that can process and visualize data in ways that were previously unimaginable, providing deeper insights into market trends. Option chain analysis requires a good understanding of options and the factors influencing their pricing. Traders often use this analysis as part of their overall strategy to make informed decisions about buying, selling, or hedging options positions based on their market outlook and risk preferences. It’s important to note that options trading involves risks and may not be suitable for all investors.</p>
</p>
<ol>
<li>After a few months, the stock experiences a significant surge due to a successful product launch.</li>
<li>Timing your entry and exit in rolling leap options is a nuanced strategy that requires a deep understanding of market trends, option chain analysis, and the underlying asset&#8217;s performance.</li>
<li>Rolling is a multifaceted tool in the options trader&#8217;s arsenal, offering a way to navigate the complexities of the market while striving for optimal outcomes.</li>
<li>Traders and analysts are increasingly turning to sophisticated models that incorporate a variety of factors, from market sentiment to geopolitical events, to predict how option premiums will change.</li>
<li>Real-time option chains can be found on most of the financial websites online with stock prices.</li>
</ol>
<p><h2>Timing Your Entry and Exit in Rolling Leap Options</h2>
</p>
<p><p>Options derive their value from the underlying security or stock, which is why they&#8217;re considered derivatives. Real-time option&nbsp;chains can be found on most of the financial websites online with&nbsp;stock prices. These include Yahoo Finance, The Wall Street Journal Online, and online trading sites, such as Charles Schwab. Options have a language all of their own, and when you begin to trade options, the information may seem overwhelming. When looking at an options chart, it first seems like rows of random numbers, but options chain charts provide valuable information about the security today and where it might be going in the future. Of course, some books might seem a bit dry, but they are written in a narrative format to keep you engaged and your eyes on the pages.</p>
</p>
<div style='text-align:center'><iframe width='565' height='311' src='https://www.youtube.com/embed/DtOpKgHd4ts' frameborder='0' alt='option chain analysis books' allowfullscreen></iframe></div>
<p><h2>Strategies and Insights from Option Chain Analysis:</h2>
</p>
<p><p>However, high open interest doesn&#8217;t necessarily provide an indication that the stock will rise or fall, since for every buyer of an option, there&#8217;s a seller. In other words, just because there&#8217;s a high demand for an option, it doesn&#8217;t mean those investors are correct in their directional views of the stock. Finally, either the buyer will take the offered price or the seller will accept the buyer&#8217;s bid and a transaction will occur. With some options that do not trade very often, you may find the bid and ask prices very far apart.</p>
</p>
<p><img decoding="async" src="data:image/jpeg;base64,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" width="704px" alt="option chain analysis books"/></p>
<p><p>High IV values suggest that the market expects significant price volatility, which could lead to higher option premiums. As we delve into the intricate world of option chain analysis and rolling strategies, it&#8217;s essential to recognize the dynamic nature of the options market and the continuous evolution of trading techniques. The future of option chain analysis is not just about understanding the current state of the market but also about anticipating changes and adapting strategies accordingly. Traders and analysts are increasingly turning to sophisticated models that incorporate a variety of factors, from market sentiment to geopolitical events, to predict how option premiums will change.</p>
</p>
<p><h2>Open Interest and Volume</h2>
</p>
<p><img decoding="async" src="data:image/jpeg;base64,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" width="704px" alt="option chain analysis books"/></p>
<p><p>Exact details are provided, from what each trade does to how it is required to be set up within the trading software. Step-by-step instructions with screenshots are included to make it easy to follow the instruction manual on profitable trading strategies. The author is confident of traders gaining success in the options market with an investment of as low as $50 though it is not a guaranteed approach. By integrating advanced metrics like Options Greeks and more in the chain, we have redefined the scope of options chain option chain analysis books analysis.</p>
</p>
<div style='text-align:center'><iframe width='561' height='318' src='https://www.youtube.com/embed/g4WgfdzO0nI' frameborder='0' alt='option chain analysis books' allowfullscreen></iframe></div>
<p><p>Conversely, a trader anticipating market volatility might prefer options with a high vega, positioning themselves to profit from swings in market sentiment. The Option chain analysis is a crucial tool for traders and investors because it provides essential insights into market mood, volatility expectations, price levels, and strategic opportunities. This comprehensive handbook explains fundamental concepts, components, and tactics in option chain analysis.</p>
</p>
<p><p>The model might predict an imminent drop in implied volatility, suggesting that it&#8217;s an opportune time to roll out <a href="https://www.1investing.in/option-chain-and-open-interest-for-choices-trading/">option chain analysis books</a> of a near-term straddle position into a longer-dated strangle. By acting on this insight, the investor could potentially capture a higher premium on the new position while reducing exposure to the anticipated decrease in volatility. Option chains are a powerful tool for analyzing market sentiment, but they require careful interpretation. Traders must consider various factors and perspectives to draw accurate conclusions from the complex tapestry of data that option chains present. For example, if you buy a call option with a current strike price of $35 and the market price is $37.50, the option already has an intrinsic value of $2.50. Intrinsic value is merely the difference between the strike price of an option and the current stock price.</p>
</p>
<div style='text-align:center'><iframe width='563' height='319' src='https://www.youtube.com/embed/VPGEawIV3_E' frameborder='0' alt='option chain analysis books' allowfullscreen></iframe></div>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Discover Advanced Forex Trading Strategies</title>
		<link>https://redeneonatal.com.br/forex-trading/discover-advanced-forex-trading-strategies-2/</link>
		
		<dc:creator><![CDATA[господар]]></dc:creator>
		<pubDate>Wed, 13 Mar 2024 12:08:11 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://redeneonatal.com.br/?p=2052</guid>

					<description><![CDATA[Professional traders use scalping because it requires a thorough understanding of market movements and quick decision-making on the spot. With this type of strategy, traders seek to identify and capitalize...]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" src="data:image/jpeg;base64,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" width="604px" alt="best strategy for trading forex"/></p>
<p><p>Professional traders use scalping because it requires a thorough understanding of market movements and quick decision-making on the spot. With this type of strategy, traders seek to identify and capitalize on currency pairs trading within price channels. In other words, the price is oscillating sideways with limited drift up or down. Trend trading, also known as trend following, is a forex trading strategy that attempts to capture gains in momentum over longer periods of time. Essentially, a trader using this kind of trading strategy will be &#8220;buying high and selling higher&#8221; in an uptrend.</p>
</p>
<p><p>This technique relies heavily on accurate backtesting and optimization to guarantee success in real-world trading. Algorithmic trading improves efficiency, speed, and accuracy by automating trading decisions and execution. Since it is packaged as Expert Advisors that run autonomously on a trading terminal, algorithmic trading allows retail traders to better respond to market opportunities and mitigate risk. Backtesting methods against past data enable traders to make educated decisions and boost performance.</p>
</p>
<p><p>This strategy is particularly powerful in Forex markets, where currency pairs often experience significant price volatility and trend-changing moments. Similar in function, but in the opposite direction to the breakout strategy is  the breakdown strategy. This forex trading strategy is designed to jump aboard a move when a forex market slips below a previous support level. Once again, many traders could view this as a change in sentiment towards the market. Suddenly a level where buyers were happy to buy as they viewed the market as cheap and expected it to rise – has been broken.</p>
</p>
<p><img decoding="async" src="data:image/jpg;base64,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" width="609px" alt="best strategy for trading forex"/></p>
<p><h2>What Is Death Cross Pattern and How to Trade it?</h2>
</p>
<p><p>Swing trades last a couple of days to several months, and position trading from several weeks to months or even years. These aren’t strict definitions, and some might say a one-month trade is too long to be a swing trade. Here I put position and swing trading in the same category because the same principles apply to both. For example, if you’re analyzing how a country’s interest rates might affect its currency value, that’s fundamental analysis. Another example of fundamental analysis is looking at a company’s earnings to determine if the share price may go up or down. Arbitrage is most suitable for traders with advanced technical knowledge and access to multiple exchanges or markets.</p>
</p>
<ol>
<li>This will help you categorise yourself into a short-term trader (forex day trading or scalping), a medium-term trader (swing trading) or a long-term trader (position trading).</li>
<li>This step is crucial for verifying the robustness of the approaches before implementing them in live trading.</li>
<li>A significant amount of information is needed to trade forex successfully and that type of information is not readily available to the average forex trader.</li>
<li>Day traders, on the other hand, aim to profit from short-term price fluctuations and close all their positions by the end of the trading day.</li>
<li>Instead, you’re putting in advance orders above and below the current price to capitalize on both scenarios.</li>
<li>The right approach in Forex depends on your expectations, income, time, and experience.</li>
</ol>
<p><p>Trading currencies can be a rewarding endeavor for those who are willing to take on the risk. However, there are many pitfalls that beginners should avoid if they want to succeed long term.</p>
</p>
<p><p>In fact, you most likely wouldn&#8217;t get any success trading a New York session trend continuation play in the Asian session. Similarly, trading reversals in the New York Session might be challenging. You can use these scheduled news announcements and the expectation of volatility that they create to plan trades. Most scalpers will  have a very specific strategy that they follow every day without deviating. Remember, you won’t have time to think through different scenarios if you are operating second-to-second, so you must be able to act instantly. Day trading means opening and closing trades within the same day or the next day at the very latest.</p>
</p>
<p><img decoding="async" src="data:image/jpeg;base64,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" width="605px" alt="best strategy for trading forex"/></p>
<p><h2>Top 40 Forex Trading Strategies in 2024</h2>
</p>
<p><p>During a single trading session, a scalper might make hundreds of trades, each with a modest profit goal. Effective risk management, speedy decision-making, and precise order execution are the pillars of this algorithmic strategy. The forex market is inherently uncertain, and no strategy can guarantee consistent profits. Successful traders understand that risk is an integral part of trading, and they focus on managing risk rather than seeking a perfect strategy. It&#8217;s essential to approach forex trading with a realistic mindset, acknowledging that losses are part of the game. The most profitable Forex trading strategy depends on the trader, the market and their risk tolerance.</p>
</p>
<p><p>One thing I really want to point out is that this strategy will work only when a range (consolidation) forms prior to the open of the Tokyo session. I&#8217;m not going to compare swing and day trading here…that&#8217;s not the point. Below are some of the strategies that can be used to scalp Forex markets profitably.</p>
</p>
<p><h2>Is there a Forex hedging strategy with guaranteed profit?</h2>
</p>
<p><p>However, you should also be familiar with the characteristics of the currency you are buying. For example, the Australian Dollar will benefit from rising commodity prices, the Canadian Dollar has a positive correlation with oil prices, and <a href="https://g-markets.net/helpful-articles/23-best-forex-trading-strategies-and-tips-revealed/">best strategy for trading forex</a> so on. However, from my experience, consolidations prior to entering the Asian session are frequent.</p>
</p>
<p><h2>Diamond Pattern Trading: A Key Technical Analysis Tool</h2>
</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>Do you need 25000 to day trade forex?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>First, pattern day traders must maintain minimum equity of &#x24;25,000 in their margin account on any day that the customer day trades. This required minimum equity, which can be a combination of cash and eligible securities, must be in your account prior to engaging in any day-trading activities.</p>
</div></div>
</div>
<p><p>Forex has an established calendar of news announcements, and you can rank them in order of impact. For example, the US Federal Reserve’s monthly policy release including the interest rate and economic forecast is the most important scheduled such events. Other central banks also have scheduled announcements on interest rates that predictably impact that country’s currency. In any trend, you’re going to get small pullbacks against the direction of the main trend.</p>
</p>
<ol>
<li>Momentum traders typically rely on technical indicators, such as moving averages or relative strength index (RSI), to identify overbought or oversold conditions which can indicate potential price reversals.</li>
<li>The best forex trading strategy for this style of trading is to trade with the intra-day momentum.</li>
<li>Price action trading relies only on looking at a price chart with no indicators to make trading decisions.</li>
<li>If the trend is upwards, with prices making a succession of higher highs, then traders would take a long position and buy the asset.</li>
<li>So in this article, I will provide strategies for different trading styles and give you some tips for the best trading strategies for each style.</li>
</ol>
<p><p>When it comes to trading, understanding Forex chart patterns can be the difference between being a gambler and putting the odds in one’s favor. Developing the skill to recognize the major patterns in real time can give you a trading edge or improve your profitability as an extra tool in your trading toolbox. Day trading is one of the best Forex trading techniques as investors can smoothly integrate it into their working day, starting as the trading day commences and closing the last position by session-end. Tamta is a content writer based in Georgia with five years of experience covering global financial and crypto markets for news outlets, blockchain companies, and crypto businesses.</p>
</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>Is there a 100% win strategy with forex?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>The short answer will be no. There simply isn&apos;t a 100% winning strategy in forex.</p>
</div></div>
</div>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Tu rozegrał się prawdziwy dramat  Kęty z &#8220;Wielkiej wody&#8221; to Łany pod Wrocławiem</title>
		<link>https://redeneonatal.com.br/forex-trading/tu-rozegral-sie-prawdziwy-dramat-kety-z-wielkiej/</link>
		
		<dc:creator><![CDATA[господар]]></dc:creator>
		<pubDate>Tue, 06 Feb 2024 13:37:06 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://redeneonatal.com.br/?p=2269</guid>

					<description><![CDATA[Tak naprawdę Kęty, znajdują się w powiecie oświęcimskim i zostały dotknięte przez powódź, jednak tu grają rolę autentycznej wsi Łany, w której 25 lat temu rozegrały się dramatyczne wydarzenia. To...]]></description>
										<content:encoded><![CDATA[<p>Tak naprawdę Kęty, znajdują się w powiecie oświęcimskim i zostały dotknięte przez powódź, jednak tu grają rolę autentycznej wsi Łany, w której 25 lat temu rozegrały się dramatyczne wydarzenia. To tam miały zostać wysadzone wały, by w ten sposób ocalić przed zalaniem Wrocław. Łany miały zostać poświęcone, jednak mieszkańcy stawili zacięty opór.</p>
<p>Wydarzenia przedstawione w &#8220;wielkiej wodzie&#8221; Netflixa miały miejsce w lipcu 1997 roku. Na terenie Polski zginęło 56 osób, a szkody oszacowano na ok. 3,5 miliarda dolarów. W samym Wrocławiu pod wodą znalazło się ok. 40 proc. Powierzchni miasta, a zalanych i podtopionych zostało 2583 budynków mieszkalnych. Postaci i wydarzenia zostały stworzone na potrzeby fabuły.Podobnie jest z Kętami. Netflix powraca do tematu powodzi, która w 1997 roku&nbsp;nawiedziła południową i zachodnią Polskę, a także w mniejszym stopniu Czechy, Niemcy, Słowację oraz Austrię.</p>
<p>Do serialu wmontowano także zdjęcia dokumentalne. Serialowy wątek walki mieszkańców wsi Kęty z władzami o niedopuszczenie do wysadzenia wałów jest jednym z ważniejszych. Podwrocławska miejscowość miała zostać zalana, aby nie doszło do powodzi we Wrocławiu.</p>
<p>W rzeczywistości na Dolnym Śląsku nie istnieje miejscowość Gierżoniów, jest Dzierżoniów ale to miasteczko nie leży nad Odrą i nie odgrywało ważnej roli podczas powodzi w 1997 roku. Mieszkańcy jej nie pozwolili na wysadzenie wałów przeciwpowodziowych, które uratowałyby miasto, ale spowodowały zalanie ich własnego dobytku. W rzeczywistości chodziło o położone pod Wrocławiem Łany.</p>
<p>W serialu &#8220;Wielka Woda&#8221; mamy jednak do czynienia z innym miejscem, w którym mieszkańcy stawiali &#8220;opór&#8221;. Chyba, że jest mowa o mieście Kęty w powiecie oświęcimskim. W środę, 5 października premierę miał serial &#8220;Wielka woda&#8221;, czyli sześcioodcinkowy dramat katastroficzny, inspirowany wydarzeniami z okresu powodzi tysiąclecia, która nawiedziła Wrocław i jego okolice w 1997 roku. Reżyserzy &#8211; Jan Holubek i Bartłomiej Ignaciuk &#8211; zadbali o to, aby w produkcji pojawiły zarówno prawdziwe wydarzenia, jak i te fikcyjne. Jak się okazuje, mnóstwo elementów przedstawionych w serialu, doskonale pokrywa się z rzeczywistością. W jednym z materiałów na YouTube o powodzi &#8211; Flood of 1997 in Poland można zobaczyć archiwalne nagrania z tego dramatycznego dla mieszkańców Polski czasu.</p>
<p>Powódź jest dla nas tylko tłem tej opowieści i katalizatorem zdarzeń – przyznaje Anna Kępińska, pomysłodawczyni i <a href="https://www.forexpamm.info/eur-usd-zmniejszone-w-przekatnej/">EUR/USD. Zmniejszone w przekątnej.</a> producentka Wielkiej Wody. „Wielka Woda” to serial w reżyserii Jana Holoubka i Bartłomieja Ignaciuka inspirowany powodzią z 1997 roku. Twórcy filmu zastrzegają jednak, że nie jest to produkcja dokumentalna.</p>
<p>W rzeczywistości w trakcie powodzi w 1997 roku zbuntowali się przede wszystkim mieszkańcy wsi Łany. Do protestu przyłączyli się też mieszkańcy Jeszkowic oraz Kamieńca Wrocławskiego. Można więc powiedzieć, że Kęty zostały stworzone, by nie musieć tłumaczyć widzom, że chodziło o społeczności kilku miejscowości. Twórcy serialu powtarzali, że wydarzenia z Wrocławia są dla nich inspiracją i &#8220;Wielka woda&#8221; nie będzie serialem dokumentalnym. Dlatego jest kilka fikcyjnych elementów w polskiej produkcji Netflixa. Zaliczyć można do nich <a href="https://www.forexeconomic.net/usd-yen-w-popytie-akcje-znow-zatapiaja-sie/">USD and YEN w popytie – Akcje znów zatapiają się</a> chociażby postać hydrolog Jaśminy Tremer, granej przez fantastyczną Agnieszkę Żulewską.</p>
<p>We wsi miało dojść do utarczek między mieszkańcami i przedstawicielami służb. W prawdziwym życiu w Łanach pod Wrocławiem nie doszło do starcia policji z mieszkańcami, bo wicekomendant policji miał odmówić wydania takiego polecenia. Aktor podkreślał, że budując tę rolę, miał kontakt z kilkoma osobami, które przeżyły powódź we Wrocławiu oraz jego okolicach w <a href="https://www.forexgenerator.net/cboe-rebrands-european-block-platforma-jako-cboe-oferta-europa/">CBOE Rebrands European Block Platforma jako CBOE Oferta Europa</a> 97 roku. Fikcyjna jest też postać Leny Tremer, mamy głównej bohaterki, byłej śpiewaczki operowej. Zagrała ją Anna Dymna, która do serialu przeszła ogromną metamorfozę.</p>
<p>Inną postacią jest dziennikarka telewizji „Merkury” – postać łudząco podobna do Magdaleny Mołek, ówczesnej dziennikarki TVP Wrocław. W rozmowie z serwisem &#8220;Wprost&#8221; Czop tłumaczył, że choć walczących w tamtym okresie w Łanach mieszkańców było kilku, jego postać nie jest inspirowana nikim konkretnym. Nieprawdziwa jest też postać Andrzeja Rębacza, w którego wcielił się Ireneusz Czop. To mieszkaniec wsi Kęty, który jest liderem wśród broniących wałów. To właśnie on zorganizował pospolite ruszenie i obronę wałów przez wysadzeniem.</p>
<p>Koszt miesięcznego abonamentu w serwisie waha się od od 29&nbsp;zł do 60&nbsp;zł w zależności od jakości streamingu. Zanim „Wielka woda” wejdzie na Netflix, w Narodowym Forum Muzyki odbędzie się w piątek (30 września) przedpremierowy pokaz dwóch pierwszych odcinków serialu. Gośćmi specjalnymi będą realizatorzy, wśród nich aktorzy grający główne role. Jak dalej potoczyły się sprawy, wiemy z historii, która rozegrała się nie tak dawno temu. Woda zalała większość Kłodzka, 11 lipca wdarła się do Wrocławia, zalewając osiedle Kozanów, a dzień później miasto zostało odcięte od prądu.</p>
<p>Zarówno w serialu, jak i przed laty mieszkańcy bardzo zaciekle walczyli o to, aby uniemożliwić władzy przerwanie wałów. Warto podkreślić, że choć trwały prace przygotowawcze i gromadzenie ładunków wybuchowych przez saperów, to samozaparcie mieszkańców i wola walki były silniejsze. 11 lipca 1997 roku mieszkańcy Łan zgromadzili się nocą, aby zabezpieczyć wieś przez zalaniem.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>worldtradex Account Types Overview 2024</title>
		<link>https://redeneonatal.com.br/forex-trading/worldtradex-account-types-overview-2024/</link>
		
		<dc:creator><![CDATA[господар]]></dc:creator>
		<pubDate>Wed, 24 Jan 2024 12:05:01 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://redeneonatal.com.br/?p=2972</guid>

					<description><![CDATA[Some payment processors have geographic restrictions, but the worldtradex back office will only list the ones available to traders. Traders can open an worldtradex account via the online application form,...]]></description>
										<content:encoded><![CDATA[<p>Some payment processors have geographic restrictions, but the worldtradex back office will only list the ones available to traders. Traders can open an worldtradex account via the online application form, which follows well-established industry standards. It asks for name, e-mail, phone number, country of residence and knowledge and experience.</p>
<p>An industry veteran, Joey obtains and verifies <a href="https://worldtradex.pro/">Worldtradex reviews</a> data, conducts research, and analyzes and validates our content. You’ve successfully signed up for our forex newsletter, where you’ll receive expert insights, market analysis, and the latest news straight to your inbox. For the purposes of this review, we found the customer support responsive but uninformed.</p>
<p>For the Micro Account, the minimum deposit starts at $100, which is ideal for beginner traders or those looking to start with a smaller investment. For more advanced accounts like the Premium and VIP Accounts, the minimum deposit increases to $1,000 and $10,000, respectively, catering to traders with higher capital. This range of deposit options provides flexibility for different trading styles and goals, making worldtradex accessible for both novice and experienced traders alike.</p>
<h2>Is worldtradex a regulated broker?</h2>
<p>And thirdly, broker provides a wide range of financial instruments, including currency pairs. worldtradex offers a range of account funding and deposit methods, including local bank transfers, debit cards/credit cards, Bitcoin payments, and various eWallets. Deposits are free on all funding methods and are processed within 24 hours, which is around the industry average. However, it takes 48 hours on average for worldtradex to process withdrawals, which is longer than most other brokers.</p>
<ul>
<li>These deposit bonuses can range from 20% to 100% or more, depending on the promotional campaign.</li>
<li>You should consider whether you understand how CFDs work and whether you can afford to take the high risk of losing your money.</li>
<li>It is important to note that the minimum deposit requirement is just the initial amount needed to open an account.</li>
<li>Our in-depth reviews consider over 200 metrics across seven key categories.</li>
<li>Platform support is limited to MT4, but worldtradex offers an upgraded package labeled MT4 Advanced, which transforms MT4 into a state-of-the-art trading terminal.</li>
<li>Compared to other similar brokers, worldtradex’s account opening process is fast, generally hassle-free, and fully digital.</li>
</ul>
<h2>worldtradex Zero Spread Account</h2>
<p>I have been trying to salvage some of my money ,the so called adivice lose £1000 don’t ask me how and worldtradex won’t say. So I am trying to withdraw the £300 that’s left but can’t.To withdraw you have to close all trades easy. So you go to the withdrawal page peer withdraw processing ok.when you go back to trading platform it’s started trading by its self and you can’t stop. So now your withdrawal will be denied as your trading.This just goes on and on. To put bluntly you have done your money and when you complain you get a call no it can’t be stopped but if you deposit some you may get a profit.</p>
<p>worldtradex’s glossary of trading terms is an essential resource for new traders who need to familiarize themselves with industry jargon. The glossary provides clear definitions of common trading terms, ensuring that traders have a strong grasp of the language used in the financial markets. This resource is especially useful for beginners who are just starting their trading journey. The broker also offers downloadable e-books that serve as comprehensive guides to forex and CFD trading. These e-books cover a wide range of topics, from understanding market mechanics to developing effective trading strategies. Traders can download these resources and refer to them at their convenience, building a strong foundation in trading knowledge at their own pace.</p>
<p>worldtradex provides the industry-leading MetaTrader 4 (MT4) platform, favored for its advanced algorithmic trading capabilities and user-friendly interface. While MT4 remains the core offering, worldtradex has announced that MetaTrader 5 (MT5) will be available soon, further expanding trading options for its clients. Which ones do you prefer – fixed spreads are easy since at every point the trader knows the difference between bid and ask.</p>
<h2>What are the key differences between the account types?</h2>
<p>worldtradex accepts traders resident in most countries except the USA, Iran, Cuba, Sudan, Syria, and North Korea. worldtradex has traders from 180 countries, making it one of the most accessible brokers. worldtradex is a multi-regulated broker, and account verification is mandatory.</p>
<div style='text-align:center'><iframe width='563' height='318' src='https://www.youtube.com/embed/lgqocu_-BRU' frameborder='0' alt='worldtradex minimum deposit' allowfullscreen></iframe></div>
<p>Additionally, VIP account holders receive personalized support and exclusive bonuses and promotions. Traders should also consider potential third-party processing costs and currency conversion fees. Only verified trading accounts can deposit and withdraw, and the name on the payment processor must match the worldtradex account name.</p>
<p>I also like the worldtradex fractional share dealing, which is excellent for smaller portfolios. The worldtradex group has 10+ years of experience more than 1,5M clients worldwide and offers negative balance protection. If you have at least $250 on your trading account, you can access the bronze package, which I use, and join analysis discussions that are always going on. Plus, this is an excellent tool for exploring other markets than the one you are focused on. The primary difference between live floating/live fixed trading accounts and the ECN/STP model is market execution.</p>
<h2>Deposit &amp; Withdrawal</h2>
<p>Traders can choose between Live and STP/ECN accounts, both providing access to the industry-leading MetaTrader 4 (MT4) platform. Additionally, multiple trading accounts can be registered through the worldtradex Client Portal, allowing for greater flexibility when managing different strategies or products. If you are an experienced trader or have a larger trading capital, you may consider opening an account with worldtradex’s VIP Account. The VIP Account offers additional benefits such as dedicated account managers, higher leverage, and priority access to exclusive market analysis and trading tools. worldtradex frequently offers deposit bonuses to reward clients for funding their trading accounts.</p>
<p>Floating spreads will move with the market and will be sometimes higher and sometimes lower than fixed. If you are trading larger amounts, you can save by trading when spreads are tighter. Yes, the minimum deposit requirements vary depending on the type of account you choose. The minimum deposit for the Micro account is $100, for the Premium account is $2,500, and for the VIP account is $20,000. The minimum deposit required by worldtradex depends on the type of account that you choose.</p>
<ul>
<li>The broker’s advanced trading platforms, competitive spreads, and risk management tools ensure that traders can trade efficiently and confidently across multiple asset classes.</li>
<li>DailyForex.com adheres to strict guidelines to preserve editorial integrity to help you make decisions with confidence.</li>
<li>I always recommend that traders check them before evaluating the total trading costs.</li>
<li>Take the time to research and determine the account type that aligns with your trading goals and financial capabilities.</li>
<li>The Micro account has a minimum deposit of $100, which allows you to start trading with a smaller investment.</li>
<li>These instruments are available for trading on the MT4 platform, which provides advanced charting tools and real-time market analysis.</li>
</ul>
<p>The choice of account types will also suit varying trading styles and capital needs. Yes, worldtradex offers demo accounts that allow traders to practice trading in a risk-free environment using virtual funds. These demo accounts are ideal for beginners who want to learn how to trade or for experienced traders who wish to test new strategies without risking real money.</p>
<div style='text-align:center'><iframe width='562' height='314' src='https://www.youtube.com/embed/cJx75NU3Id8' frameborder='0' alt='worldtradex minimum deposit' allowfullscreen></iframe></div>
<p>worldtradex holds a &#8220;Trusted&#8221; rating with a trust score of 83 according to ForexBrokers.com, indicating a reliable level of trustworthiness in the industry. FxScouts is committed to ensuring protection of all personal information that we hold, and to provide and to protect all such data. We recognize our obligations in updating and expanding this program to meet the requirements of GDPR. FxScouts is dedicated to safeguarding the personal information under our control and in maintaining a system that meets our obligations under the new regulations. worldtradex’s research and analysis materials are more comprehensive than its education section, <a href="https://worldtradex.pro/">https://worldtradex.pro/</a> but compared to other large international brokers, are still lacking. Compared to other similar brokers, worldtradex’s account opening process is fast, generally hassle-free, and fully digital.</p>
<p>The VIP Account is designed for professional traders, with a minimum deposit of $10,000 and access to exclusive features like even tighter spreads and personalized support. This range of account options allows traders to choose the one that best suits their trading style and capital level. Founded in 2010, worldtradex has grown into a leading Forex and CFD broker, serving over 1.5 million clients from 180 countries. Renowned for offering the trusted MetaTrader 4 (MT4) platform, worldtradex is regulated by top authorities, including the FCA and FSCA.</p>
<p>To evaluate brokers, we test the accounts, trading tools and services provided. Over 200 data points are considered, from minimum deposits and trading fees to the platforms and apps available. Our broker ratings are also informed by the experience of our researchers during the evaluation process. They offer the reliable MT4 trading platform, a range of products, plus competitive spreads and leverage levels.</p>
<div style='text-align:center'><iframe width='564' height='318' src='https://www.youtube.com/embed/Wjo0jibQeCc' frameborder='0' alt='worldtradex minimum deposit' allowfullscreen></iframe></div>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Top 30 najlepszych gier, w które zagramy na Xbox Series X i S</title>
		<link>https://redeneonatal.com.br/forex-trading/top-30-najlepszych-gier-w-ktore-zagramy-na-xbox-5/</link>
		
		<dc:creator><![CDATA[господар]]></dc:creator>
		<pubDate>Mon, 23 Oct 2023 10:48:05 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://redeneonatal.com.br/?p=2241</guid>

					<description><![CDATA[To przepiękna oda od mistrzów klasyki horroru, z intrygującą fabułą, świetnymi postaciami i nieco zbyt męczącą walką. Niemniej odświeżenie Wake’a powstało dokładnie dla tych, których pierwszy kontakt z pisarzem ominął...]]></description>
										<content:encoded><![CDATA[<p>To przepiękna oda od mistrzów klasyki horroru, z intrygującą fabułą, świetnymi postaciami i nieco zbyt męczącą walką. Niemniej odświeżenie Wake’a powstało dokładnie dla tych, których pierwszy kontakt z pisarzem ominął dwanaście lat temu.</p>
<p>Wydawca oferuje Xbox Game Pass, który jest przepotężną usługą, ale nie znajdziemy w nim wszystkich dostępnych na ten sprzęt gier. Wiele z nich mogłoby nam umknąć, a nierzadko są to prawdziwe perełki, które przyciągnęły przed ekrany telewizorów masę graczy z całego świata. Zresztą sam katalog XGP jest tak bogaty, że znalezienie wartych uwagi pozycji wydaje się karkołomnym zadaniem. Do tej pory nie ma jeszcze żadnej dedykowanej gry na najnowszą konsolę Xbox. Jednak zapowiedzi to w teorii bardzo mocne tytuły zapewniające wiele wrażeń. Produkcji, które warte <a href="https://www.forexbrokerslist.site/jordan-ross-belfort-prawdziwy-wilk-z-wall-street/">Jordan Ross Belfort &#8211; prawdziwy wilk z Wall Street</a> są spędzenia kilku godzin przed telewizorem, jest wiele.</p>
<p>Jeden z kluczowych przykładów gier-usług i to w naprawdę dobrym wydaniu. Bungie specjalizuje się w strzelankach, a swoje doświadczenie z serii Halo przekuło w świetny tytuł sieciowy. Jakby tego było mało – już niedługo premiera <a href="https://www.forexformula.net/slow-analysts-research-report-stocks-on-wall-street-buys-all/">Słowa analityka raport badań działań na Wall Street, kupić wszystko</a> ostatniego dużego dodatku, który ma wprowadzić sporo nowości i parę niespodzianek. Najlepsze gry na Xbox Series X&nbsp;to tak naprawdę ulepszone tytuły znane z Xbox One.</p>
<p>W dużej mierze są to znane nam tytuły z poprzednich konsoli lub adaptacje pecetowych wersji. Jestem świadom, że najnowsza odsłona cenionej serii gier wyścigowych spotkała się z mieszanym odbiorem fanów, jednak wciąż jest to naprawdę udana i warta uwagi pozycja. Tym <a href="https://www.forexrobotron.info/nowa-konstrukcja-platformy-amarkets-ramm/">Nowa konstrukcja platformy Amarkets Ramm</a> bardziej że jest to pierwsza „ścigałka” wydana na obecną generację sprzętu i robi z niej naprawdę dobry użytek. Remastery może nie są oczkami w głowie większości graczy, ale odświeżonym wydaniem Alana Wake’a z pewnością warto się zainteresować.</p>
<p>Może jest dosyć nietypowe posunięcie, ale Microsoft zadbał o modyfikacje widoczne na pierwszy rzut oka. Rozdzielczość 4K, płynność rozgrywki sięgająca 120 klatek na sekundę, poprawiona grafika i skrócone do minimum czasy ładowania. Szczególnie gdy nie do końca wiecie, w który tytuł najlepiej byłoby zagrać na konsoli Microsoftu.</p>
]]></content:encoded>
					
		
		
			</item>
	</channel>
</rss>
