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	<title>Forex Trading &#8211; Qualicar</title>
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	<title>Forex Trading &#8211; Qualicar</title>
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		<title>Financial Statement Fraud: Lessons from the Zzzz Best Case Analysis Essay Example</title>
		<link>https://qualicarprotecao.com.br/2024/01/26/financial-statement-fraud-lessons-from-the-zzzz/</link>
		
		<dc:creator><![CDATA[climber]]></dc:creator>
		<pubDate>Fri, 26 Jan 2024 08:28:51 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://qualicarprotecao.com.br/?p=723</guid>

					<description><![CDATA[It was discovered that while filming and producing his biography, he simultaneously was using his anti-fraud company to short stocks of companies he was investigating. A few years later, Minkow was sentenced to an additional five years in prison for defrauding his church and tax evasion. Lincoln Savings grew from a $1 billion company in [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>It was discovered that while filming and producing his biography, he simultaneously was using his anti-fraud company to short stocks of companies he was investigating. A few years later, Minkow was sentenced to an additional five years in prison for defrauding his church and tax evasion. Lincoln Savings grew from a $1 billion company in 1984 to a $5 billion<br />
company in 1988. When Charles Keating purchased Lincoln Savings in 1984, its<br />
business was comprised almost exclusively of home mortgages. By 1988,<br />
home mortgages were almost nonexistent while direct investments in<br />
stocks and bonds were commonplace.</p>
<ol>
<li>This<br />
article uses three recent cases, ZZZZ Best, Regina, and Lincoln Savings<br />
&#038; Loan, to highlight some of the issues that accountants must be<br />
aware of when dealing with clients.</li>
<li>In documents previously filed with the SEC, ZZZZ Best disclosed that 89% of its $33.3 million in revenue for the nine months ended Jan. 31 came from insurance restoration work, repairing carpets, flooring or furniture that have suffered water or fire damage.</li>
<li>Eventually, the truth behind the fictitious companies was revealed and the Ponzi scheme was exposed.</li>
<li>When the homemaker located the others, she passed her findings onto the Los Angeles Times.</li>
<li>After an early release in 1995, he founded the Fraud Discovery Institute, which aided the FBI and law enforcement agencies in uncovering white collar crimes and their perpetrators.</li>
<li>Consequently, Regina began experiencing a large number of<br />
product returns.</li>
</ol>
<p>The L.A. Times featured her story, which caused ZZZZ Best&#8217;s stock price to decline sharply. Lenders began to call their loans and more investigations commenced, unraveling Minkow&#8217;s dark web of deceit and fraud. Eventually, the truth behind the fictitious companies was revealed and the Ponzi scheme was exposed. Barry was the wunderkind of Wall Street when he took ZZZZ Best public in December of 1986. At age 21, he was the youngest person in US history at the time to take a company public.</p>
<p>In May, for example, ZZZZ Best said it had won a $13.8-million restoration contract to work on two Dallas buildings. The contract was awarded by Interstate Appraisal Services of Culver City and Assured Property Management of Sacramento. <a href="https://1investing.in/">https://1investing.in/</a> The Securities and Exchange Commission is known to  be investigating the company’s public financial disclosures. After his early release in 1995, he became an ordained minister and served as a pastor of a church in California.</p>
<h2>What Accounting Procedures Did ZZZZ Best Fail to Follow?</h2>
<p>In a prospectus related to a public offering in late 1986,<br />
the company stated that 86% of ZZZZ Best&#8217;s business was in the insurance<br />
restoration area. Instances<br />
abound of how carefully constructed frauds can deceive accountants,<br />
banks, creditors, stockholders, government agencies and others. This<br />
article uses three recent cases, ZZZZ Best, Regina, and Lincoln Savings<br />
&amp; Loan, to highlight some of the issues that accountants must be<br />
aware of when dealing with clients. The red flags common to these three<br />
companies are identified to suggest important early warning signals for<br />
auditors. In January 1988, Minkow and 11 other company insiders were indicted by a grand jury on counts of racketeering, money laundering, securities fraud, embezzlement, mail fraud, bank fraud, and tax evasion.</p>
<p>ZZZZ Best failed because it was a Ponzi scheme so, in essence, the company followed almost no proper accounting procedures. However, it took the company going public before the fraud was discovered so there is an argument that exists that Minkow was  quite skilled with his accounting. As the Ponzi scheme continued, ZZZZ Best experienced significant cash flow problems. As a solution, Minkow planned to acquire KeyServ, Sears&#8217; authorized carpet cleaner, for $25 million. According to Minkow, the revenues from KeyServ would provide enough cash flow to end the Ponzi scheme. Before the deal was closed, the jilted homemaker sparked a campaign against ZZZZ Best that would expose more than the fraud committed against her.</p>
<p>ZZZZ Best was an industrial carpet cleaning company started in 1982 by a 16 year old American high school student named Barry Minkow. The company struggled from the very beginning and Barry tried to keep it afloat with bogus credit card charges, stealing from relatives and staging burglaries in order to collect the insurance money. Minkow convinced bankers and investors that he had won large contracts from insurance companies to restore buildings damaged by fire and water.</p>
<p>He was<br />
easily able to intimidate his CFO into misstating the financial records. Auditors must be cautious when one individual has this much &#8220;unchecked&#8221;<br />
power. The executives of Lincoln Savings spent<br />
over $50 million in legal fees to fend off challenges from regulators<br />
and other investigators. Thomas Padgett, president of Interstate Appraisal Services, declined in an interview last month <a href="https://1investing.in/great-frauds-in-history-zzzz-best/">zzzz best financial statements</a> to give any details of the restoration contracts his firm had given ZZZZ Best, citing confidential agreements with his clients. In documents previously filed with the SEC, ZZZZ Best disclosed that 89% of its $33.3 million in revenue for the nine months ended Jan. 31 came from insurance restoration work, repairing carpets, flooring or furniture that have suffered water or fire damage.</p>
<h2>ZZZZ Best Internal Probe Turns Up ‘Questions’ on Financial Statements</h2>
<p>After an early release in 1995, he founded the Fraud Discovery Institute, which aided the FBI and law enforcement agencies in uncovering white collar crimes and their perpetrators. But, in 2011 he again fell foul of securities laws, was convicted of insider trading and sentenced to five years in prison. He found religion while in prison the first time and served as a pastor for many years, before pleading guilty in 2014 to defrauding his own church of more than $3 million in donations.</p>
<h2>The Scheme and the Downfall</h2>
<p>Barry Minkow&#8217;s company ZZZZ Best committed serious fraud and is one of the best-known Ponzi schemes in history. Even though Barry was released from prison early, he squandered the second chance and eventually ended up in much bigger trouble and ended up back in prison. Although there are multiple cinematic versions of his story, he is by no means a role model. ZZZZ Best was an excellent company on paper and at one point was valued over a quarter billion dollars, then bankrupted shortly afterward.</p>
<p>ZZZZ Best was a carpet cleaning and restoration company founded by Barry Minkow that served as a front for a famous Ponzi scheme. The company went public in December 1986 and was quickly valued at over $300 million. Within just seven months of the initial public offering (IPO), however, ZZZZ Best was bankrupt and its assets were auctioned for approximately $64,000. Therefore, all rental<br />
payments, including escalated rentals, should be recognized on a<br />
straight line basis.</p>
<h2>Financial Scams – ZZZZ Best</h2>
<p>The next day, ZZZZ Best lost 28% of its value and by July of 1987 Minkow stepped down as CEO. Shareholders got wiped out by the bankruptcy and by the time the scam had fully unraveled, investor losses amounted to more than $100 million. As a result of the financial pressure, he started to commit fraud by creating false accounts receivable and sales, false documents (using photocopies of real documents); he also forged credit card applications, staged theft, used bogus financial statements.</p>
<h2>Column: Two key antiabortion studies have been retracted as junk science. Will the Supreme Court care?</h2>
<p>From this success, he formed the fraudulent Fraud Discovery Institute. The business performed poorly and 15-year-old Minkow was often inundated with customer complaints and supplier collection requests. To create an illusion of a profitable business, Minkow began committing criminal acts, such as check kiting, theft, insurance scams, and fraud, to fund operations and pay suppliers.</p>
<p>Shares exploded, and the company’s valuation peaked around $280 million. These are just a few of the HR functions accounting firms must provide to stay competitive in the talent game. But Kurt Blackmon, president of Blackmon, Mooring Steamatic Catastrophe Inc., a major Fort Worth restoration firm, said in an interview that he had never heard of a contract that large in Dallas.</p>
<p>This garnered him another five year prison sentence and he was released in the summer of 2019. ZZZZ Best went from a start-up organization with no assets, to a<br />
multi-million dollar company in less than five years. During this<br />
period, its primary business changed from carpet-cleaning to insurance<br />
restoration.</p>
<p>Regina went from a one product company with $60 million in sales in<br />
1985 to a four product company with $181 million in sales in 1988. In<br />
the effort to boost sales, however, proper testing of new products was<br />
eliminated. Consequently, Regina began experiencing a large number of<br />
product returns. An internal memo showed that customers returned more<br />
than 40,000 Housekeeper vacuums in the quarter ended on September 30,<br />
1988. The problem became so severe that Don Sheelen, the CEO, eventually<br />
leased a building to store the defective products.</p>
<p>Moreover, he created two property management companies, and used these two companies to generate paper profit. The falsified paper profit accounted for almost 90% of ZZZZ Best’s revenue. Minkow was convicted of 57 counts of credit card fraud, racketeering, securities fraud, money laundering, embezzlement, mail fraud, tax evasion, as well as bank fraud and was sentenced to 25 years in jail.</p>
<p>Minkow was visited by his past when a homemaker who was overcharged just a few hundred dollars by Minkow tracked down a few others who Minkow had defrauded. When the homemaker located the others, she passed her findings onto the Los Angeles Times. The newspaper then ran a story exposing Minkow&#8217;s relatively minor fraud. This caused a domino effect and ZZZZ Best was quickly outed as a Ponzi scheme. The Asian financial crisis of 1997 provided some valuable lessons about the global financial systems. The Asian financial crisis of 1997 was a global phenomenon that acted as a fundamental learning curve for nation-states, graphic regions and ultimately the global economy.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Trade Definition in Finance: Benefits and How It Works</title>
		<link>https://qualicarprotecao.com.br/2023/11/09/trade-definition-in-finance-benefits-and-how-it/</link>
		
		<dc:creator><![CDATA[climber]]></dc:creator>
		<pubDate>Thu, 09 Nov 2023 15:25:41 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://qualicarprotecao.com.br/?p=1101</guid>

					<description><![CDATA[Similarly, the number of net purchases can also be had at a glance through the trading account. Net sales are determined by deducting the sales returns from gross sales. All expenses relating to the current year — whether paid in cash or not — are taken into account. Failure to cover the call within the [&#8230;]]]></description>
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" width="454px" alt="what is trade account"/></p>
<p><p>Similarly, the number of net purchases can also be had at a glance through the trading account. Net sales are determined by deducting the sales returns from gross sales. All expenses relating to the current year — whether paid in cash or not — are taken into account.</p>
</p>
<p><p>Failure to cover the call within the five days, trading will be limited to trading only cash available for three months or until the call is met. A current account deficit occurs when a country sends more money abroad <a href="https://forex-reviews.org/coinbase/">coinbase exchange review</a> than it receives from abroad. If the nation receives more money from abroad than it sends, it has a current account surplus. Here at ATFX we think it’s important to offer all the options for&nbsp;deposit and withdrawal.</p>
</p>
<p><p>A more active market will have more participants and cause a lower spread. We can help you learn the ins and outs of investing with articles, videos, and tutorials that are clear and easy to understand. But if mortgages worked like margin loans, that’s exactly the kind of scenario that a homeowner would face.</p>
</p>
<p><p>For instance, if Solid Builders Inc. needs a shipment of lumber, concrete, and steel for a new project, they can order these materials from BuildPro Supplies and use them in their construction work. They don’t have to make an immediate payment at the time of purchase. Instead, they have a grace period to utilize the materials in their project and then pay BuildPro Supplies for the materials according to the agreed-upon net terms.</p>
</p>
<p><img decoding="async" 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" width="454px" alt="what is trade account"/></p>
<p><p>Automating your accounts payable workflow speeds up invoice processing and ensures your vendors receive payments accurately and on time. In return, vendors are likely to deliver goods swiftly and offer future discount opportunities. Buy and sell stocks, ETFs, mutual funds, options, bonds, and more.</p>
</p>
<p><p>Therefore, the amount of gross profit should be adequate to meet all the expenses. A trading account is debited with the cost of goods sold and all the expenses connected with the purchase of goods and credited with sale proceeds of goods. In the case of <a href="https://forexbroker-listing.com/etoro/">is etoro safe</a> a manufacturing concern, it starts with the balance of the manufacturing account. Some of the information that investors must provide when opening a trading account includes personal details, contact details, physical address, and social security number.</p>
</p>
<p><h2>Current Account Deficit in the U.S. and Abroad</h2>
</p>
<p><p>This may also be referred to as a negative&nbsp;balance of trade&nbsp;(BOT). Adam Hayes, Ph.D., CFA, is a financial writer with 15+ years Wall Street experience as a derivatives trader. Besides his extensive derivative trading expertise, Adam is an expert in economics and behavioral finance. Adam received his master&#8217;s in economics from The New School for Social Research and his Ph.D. from the University of Wisconsin-Madison in sociology. He is a CFA charterholder as well as holding FINRA Series 7, 55 &amp; 63 licenses. He currently researches and teaches economic sociology and the social studies of finance at the Hebrew University in Jerusalem.</p>
</p>
<ol>
<li>For example, business owners might pressure their country&#8217;s government for tariffs to protect their industry from inexpensive foreign goods, which could cost the livelihoods of domestic workers.</li>
<li>Day traders can purchase up to four times the excess over the minimum requirements set by FINRA.</li>
<li>Reproduction of this information, in whole or in part, is not permitted.</li>
<li>Government securities and repurchase agreements for those securities.</li>
<li>For more details about the categories considered when rating brokers and our process, read our full methodology.</li>
<li>The trading account is prepared by debiting opening stock, purchases less returns, direct expenses and crediting sales less returns, and closing stock.</li>
</ol>
<p><p>For instance, imagine a country that has limited natural resources. As a result, this country would suddenly have a comparative advantage it could market to trading partners. International trade results in increased efficiency and allows countries to benefit from&nbsp;foreign direct investment&nbsp;(FDI) by businesses in other countries. FDI can bring foreign currency and expertise into a country, raising local employment and skill levels. For investors, FDI offers company expansion and growth, eventually leading to higher revenues.</p>
</p>
<p><p>You can open a trading account with your brokerage of choice, but if you&#8217;d like a margin account for day trading, you&#8217;ll have to meet the brokerage&#8217;s margin requirements. Pattern day traders have additional requirements they must meet, including a base equity level of $25,000 as per FINRA. Brokerage firms can also identify clients as pattern day traders based on previous business or another reasonable conclusion.</p>
</p>
<p><h2>What Are the Advantages and Disadvantages of Trade?</h2>
</p>
<p><p>Traders often employ technical analysis tools, such as moving averages and stochastic oscillators, to find high-probability trading setups. The goal of investing is to gradually build wealth over an extended period of time. This is done by buying and holding a portfolio of one or more asset classes. This can include stocks, baskets of stocks, mutual funds, bonds, exchange-traded funds (ETFs), and  other investment instruments.</p>
</p>
<p><img decoding="async" 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" width="450px" alt="what is trade account"/></p>
<p><p>With a traditional loan (a mortgage, for example), the value of the asset purchased with borrowed money has no bearing on the terms of the loan once the paperwork is signed. Although margin loans have some things in common with traditional loans, the devil — and danger — is in the differences. The total value of the global trading market, according to the United Nations Conference on Trade and Development. Trade is the voluntary exchange of goods or services between different economic actors. Since the parties are under no obligation to trade, a transaction will only occur if both parties consider it beneficial to their interests. Our writing and editorial staff are a team of experts holding advanced financial designations and have written for most major financial media publications.</p>
</p>
<p><p>A country that places goods and services on the international  market is exporting those goods and services. One that purchases goods and services from the international market is importing those goods and services. However, in practice, it is not recorded on the debit side of the trading account but deducted from the sales account on the credit side of the trading account. These closing entries are made in the general journal (journal proper). After making closing entries, the balances of these accounts disappear from the ledger since they are closed and transferred to the trading account. The gross profit of a business is a crucial piece of data since all business expenses are met using the gross profit.</p>
</p>
<p><h2>Compare to Similar Brokers</h2>
</p>
<p><p>Conversely, a fall in the current year’s net sales over the previous year may decrease because of a fall in the price level. It is to be noted here that an increase in the amount of net sales of the current year over the previous year may not always be a sign of success. This is because sales may increase due to an increase in the price level. Lastly, it is possible to understand the progress or failure of a business by comparing net sales of the current year with those of the previous year.</p>
</p>
<p><p>You can’t learn everything you need to know at once – trading is a long-term journey. What you can do, though, is give yourself the best possible start by building the right foundations and begin acquiring valuable knowledge at the outset. We joined forces to bring you more ways to pursue your financial goals—from fully integrated Morgan Stanley equity research to a broader array of investment choices. Investors often enhance their profits by compounding or reinvesting any profits and dividends into additional shares of stock. Some development economists have argued for tariffs to help protect infant industries that cannot yet compete on the global market.</p>
</p>
<p><p>Customers in certain countries may be limited to selling their existing holdings and withdrawing the proceeds from their accounts. They will not be able to make deposits in their accounts, or buy any additional securities. SIPC protects brokerage accounts of each customer up to $500,000 in securities, including a limit of $250,000 on <a href="https://broker-review.org/fxdd/">fxdd review</a> claims for cash awaiting reinvestment. Money market funds held in a brokerage account are considered securities. We reserve the right to require equity of up to 100% of the proposed trade&#8217;s value in any account. Fidelity may waive this requirement for customers with previous Fidelity credit history or mutual fund assets on deposit.</p></p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Moving Average MA Explained for Traders</title>
		<link>https://qualicarprotecao.com.br/2023/10/13/moving-average-ma-explained-for-traders/</link>
		
		<dc:creator><![CDATA[climber]]></dc:creator>
		<pubDate>Fri, 13 Oct 2023 15:24:38 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://qualicarprotecao.com.br/?p=603</guid>

					<description><![CDATA[Information presented by DailyFX Limited should be construed as market commentary, merely observing economical, political and market conditions. It is not a solicitation or a recommendation to trade derivatives contracts or securities and should not be construed or interpreted as financial advice. Any examples given are provided for illustrative purposes only and no representation is [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Information presented by DailyFX Limited should be construed as  market commentary, merely observing economical, political and market conditions. It is not a solicitation or a recommendation to trade derivatives contracts or securities and should not  be construed or interpreted as financial advice. Any examples given are provided for illustrative purposes only and no representation is being made that any person will, or is likely to, achieve profits or losses similar to those examples.</p>
<p>For example, when calculating an 11-day HMA, we end up with non-whole numbers for two of our WMAs. For calculating the n/2 WMA, 11/2 is 5.5, so we would round that up to 6 for the WMA calculation. For the sqrt(n) WMA, the square root of 11 is 3.317, so we would round that down to 3 for the number of WMA periods in the final smoothing calculation. The Hull Moving Average (HMA) is a fairly comprehensive indicator for day trading. The example below shows the difference between both indicators when plotted on the same chart. The HMA (blue line) tracks the price much more closely than the WMA (purple line).</p>
<ol>
<li>Moving averages are indispensable indicators for traders of all skill levels.</li>
<li>The weights steadily decrease in linear fashion over the lookback period.</li>
<li>For most traders, the most popular choice when using weighted moving averages is to use a higher weighting for recent values.</li>
<li>Crossing below suggests downside momentum for a possible short entry.</li>
</ol>
<p>Let’s see how the Hull Moving Average can help you become a better trader. Each trader must decide what moving average is better for their particular strategy. For example, many shorter-term traders use EMAs because they want to be alerted as quickly as possible of any price movements the other way. Longer-term traders, on the other hand, tend to prefer SMAs because they’re not in a rush to act and can be less actively engaged in their trades.</p>
<p>Instead, he recommends looking at turning points to identify entries and exits, as outlined above. Traders that are long, should view a Death Cross as a time to consider closing the trade while those in short trades should view the Golden Cross as a signal to close out the trade. A crossover signal is created when two different MAs crossover in a chart. A bullish crossover (also known as a golden cross) happens when <a href="https://traderoom.info/">https://traderoom.info/</a> the short-term MA crosses above a long-term one, suggesting the start of an upward trend. In contrast, a bearish crossover (or death cross) happens when a short-term MA crosses below a long-term moving average, which indicates the beginning of a downtrend. There are different types of moving averages, calculated in different ways and over different time periods, which reveal different information for traders.</p>
<h2>How Are Simple Moving Averages Used in Technical Analysis?</h2>
<p>For example, if the period is set to 20, the MA indicator will display the average price of the security over the past 20 days. The MA indicator is often displayed as a line on a price chart, making it easy to spot trends and price fluctuations. Moving Averages visualize the average price of a financial instrument over a specified period of time. They typically differ in the way that different data points are weighted or given significance.</p>
<p>The signals then occur when Price crosses above or below the shorter term Moving Average going in the same direction of the main, longer term trend. Just like in the previous example, let’s use a 50 Day Simple Moving Average and a 200 Day Simple Moving Average. Moving averages are widely used in technical analysis, a branch of investing that seeks to understand and profit from the price movement patterns of securities and indices.</p>
<h2>Buy Signal</h2>
<p>Options trading entails significant risk and is not appropriate for all investors. Option investors can rapidly lose the value of their investment in a short period of time and incur permanent loss by expiration date. You need to complete an options trading application and get approval on eligible accounts. Please read the Characteristics and Risks of Standardized Options before trading options.</p>
<h2>What Is the Common Period Used for EMA Calculations?</h2>
<p>Most notable are the Simple Moving Average (SMA), the Exponential Moving Average (EMA) and the Weighted Moving Average (WMA). Since the EMA reacts more quickly to recent price shifts than other indicators, it can be an effective strategy when trading especially volatile assets. In technical analysis, traders often discuss the (bullish) golden cross and the (bearish) death cross (Pic. 5), which we also mentioned above. Both terms refer to the behavior of moving averages relative to each other. Moving averages give traders the flexibility to choose whatever time period they want, from short-term windows to long-term horizons.</p>
<p>Traders favor the EMA over the lagging SMA for identifying emerging trends and potential reversals earlier and combining them with other indicators for trading signals. For traders seeking a smoother, more reactive trend proxy, the EMA delivers on both counts. These <a href="https://traderoom.info/comparing-different-types-pivot-points/">calculating support and resistance levels</a> powerful yet often overlooked indicators can help you determine market trends, spot potential reversals, and make more informed trading decisions. Let’s break down everything you need to know about using moving averages to gain an advantage in the market.</p>
<p>Moving averages are often used to determine market entries as well as support and resistance levels. As explained above, the most common moving averages are the simple moving average (SMA) and the exponential moving average (EMA). Almost all charting packages will have a moving average as a technical indicator.</p>
<h2>Moving Average Crossover Strategy</h2>
<p>In volatile markets, the DEMA registers trend changes faster than regular EMAs or MAs, generating earlier trade signals. However, the ultra-sensitive DEMA is prone to whipsaws during ranging or choppy markets where no clear trend exists. The weights steadily decrease in linear fashion over the lookback period.</p>
<p>The downside triple crossover works the same way in reverse to identify emerging downtrends. The triple crossover system combines the power of three moving averages to spot high-probability trend changes as they develop. Another fairly basic use for Moving Averages is identifying areas of support and resistance. Generally speaking, Moving averages can provide support in an uptrend and also they can provide resistance in a downtrend.</p>
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			</item>
		<item>
		<title>How To Spot A Relief Rally In Stocks And Stock Markets</title>
		<link>https://qualicarprotecao.com.br/2023/09/12/how-to-spot-a-relief-rally-in-stocks-and-stock/</link>
		
		<dc:creator><![CDATA[climber]]></dc:creator>
		<pubDate>Tue, 12 Sep 2023 09:50:20 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://qualicarprotecao.com.br/?p=1123</guid>

					<description><![CDATA[Because bear markets last for long periods of time, they can exact an emotional drain on investors hoping for a market turnaround—hence the &#8220;relief&#8221; when signs of a bounce appear. Market advisors warn against emotional quebex responses to&#160;market volatility, as investors may panic and make judgment errors regarding their holdings. I suspect the next relief [&#8230;]]]></description>
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" width="458px" alt="what is a relief rally"/></p>
<p><p>Because bear markets last for long periods of time, they can exact an emotional drain on investors hoping for a market turnaround—hence the &#8220;relief&#8221; when signs of a bounce appear. Market advisors warn against emotional <a href="https://forex-review.net/quebex-review/">quebex</a> responses to&nbsp;market volatility, as investors may panic and make judgment errors regarding their holdings. I suspect the next relief rally will be exceptionally strong and will catch the bears by surprise.</p>
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<p><p>Much of the time, such a rally can last for quite a long time or even months before the continuation of a longer-term descending trend. The chart below shows the technical indicators for the Nasdaq Composite remain “very mixed but slightly in favor of the bears for now,” said Richey. The RSI is the only indicator favoring the bulls as it has offered a degree of confirmation for the recent stabilization in the Nasdaq. However, the blue line in the middle sub-chart,  which shows the Nasdaq’s relative strength to the S&amp;P 500, continued to drift lower, supporting the bear case for the months ahead, according to Sevens Report Research. “Whether or not such a relief rally is  able to break beyond the August downtrend line will be critical for the near term trend in stocks as a failure would leave the path of least resistance lower,” he wrote.</p>
</p>
<p><img decoding="async" 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width="453px" alt="what is a relief rally"/></p>
<p><p>After stocks sell off and make a new low, some buyers come back in and provide support for a few days, sometimes a few weeks. That’s a relief rally and it’s usually identifiable by its failure to reassert price back above downtrend lines. A confirming factor (sometimes) is the diminishing of volume as the upward move unfolds. At Successful Portfolio Strategy, we analyze risks and opportunities on different time horizons on both a strategic and tactical basis. Sharp relief energizes that happen in any case bearish markets are some of the time called a dead cat bounce or sucker&#8217;s rally. This type of rally might fool some into thinking there is a reversal in the trend, just to find the bear market continuing before long.</p>
</p>
<p><h2>Understanding a Rally</h2>
</p>
<p><p>This type of rally may fool some into thinking there is a reversal in the trend, only to find the bear market continuing soon after. Market participants price in a wide range of types of events, for example, the release of a company&#8217;s quarterly earnings report, election results, interest rate changes, and new industry regulations. Any of these events can trigger a relief rally when the news isn&#8217;t generally so terrible true to form. Relief rallies occur in various asset classes like stocks, bonds, and commodities.</p>
</p>
<p><p>A rally may be contrasted with a correction or market crash, which is a rapid or substantial downward move in short-term prices. The set up for a relief rally is in place for the Nasdaq Composite, with a run at 14,000 possible in the very near term, said Richey. However, that upside target would ultimately begin to act as price resistance in the event it is reached in the early fall, he said. Traditionally, the RSI is considered overbought when above 70 and oversold when below 30. Have you ever wondered what a relief rally is and what conditions can trigger it? In this blog post, we will dive into the exciting world of finance and explore the concept of a relief rally.</p>
</p>
<p><p>You can use technical analysis to find these stocks, or you can even screen for them using fundamental criteria. The best way to take advantage of relief rallies is to be patient and wait for the market to show some signs of stabilization. In this short tutorial, we will discuss what relief rallies are, why they are important, and how you can find them in ThinkOrSwim using some simple thinkScript code. However, a relief rally can provide an opportunity for savvy investors to make some good profits. If CPI figures released on September 13th turn out soft &#8211; and I personally expect that they will &#8211; then the bullish inflation narrative will gain further momentum for at least several weeks. One sector which has shown signs of a significant slowdown is the housing sector.</p>
</p>
<ol>
<li>These three sets of technical factors &#8211; holding support, oversold conditions, breaking out above resistance &#8211; contribute to a bullish set-up from a technical perspective.</li>
<li>This rally generally happens when there is positive news following a period of negative sentiment or market downturn, leading to increased investor confidence and a boost in trading activities.</li>
<li>In addition, technical analysis tools, like moving averages or trend analysis, can also be helpful.</li>
<li>Sometimes, even a lower-than-expected loss can ignite a relief rally, or they might be triggered by a more positive tone on a company conference call with analysts.</li>
<li>Adam Hayes, Ph.D., CFA, is a financial writer with 15+ years Wall Street experience as a derivatives trader.</li>
</ol>
<p><p>Longer term rallies are typically&nbsp;the outcome of events with a longer-term impact such as changes in government tax or fiscal policy, business regulation, or interest rates. Economic data announcements that signal positive changes in business and economic cycles also have a longer lasting impact that may cause shifts in investment capital from one sector to another. For example, a significant lowering of interest rates may cause investors to shift from fixed income instruments to equities. Historical data shows that there is a lack of strong daily relief rallies in the stock market recently, but this may be due to a combination of factors. A bear market is commonly defined as a stock market decline of 20% or more. At some point during the downturn, an orderly retreat typically turns into high-volume panic selling.</p>
</p>
<p><p>Relief rallies in these very bearish markets are sometimes called a dead-cat bounce. This type of relief rally happens when there&#8217;s a temporary recovery from a bear market or lengthy decline, but then the downtrend continues later. A Relief Rally is an important business/finance term as it denotes a significant increase in market prices that occurs after a period of decline or uncertainty. This rally generally happens when there is positive news following a period of negative sentiment or market downturn, leading to increased investor confidence and a boost in trading activities.</p>
</p>
<p><h2>Understanding a Bear Market Rally</h2>
</p>
<p><p>We give you a realistic view on exactly where you’re at financially so when you retire you know how much money you’ll get each month. The key with relief rallies is to have a plan for your trade, and trade that plan. Therefore, there is gathering evidence to support <a href="https://forexbroker-listing.com/activtrades/">activtrades forex</a> a bullish narrative on the evolution of inflation. On Monday, the yield on the 2-year Treasury declined less than 1 basis point to 5.048% from 5.054% on Friday, while the yield on the 10-year was down 2.9 basis points, at 4.210%, according to FactSet data.</p>
</p>
<p><p>Bear market rallies are treacherous for investors who mistakenly come to believe they mark the end of an extended downturn. As the primary bearish trend reasserts itself, the disappointment of those who bought during a bear market rally helps to drive prices to new lows. Some of the time, even a lower-than-expected loss can touch off a relief rally, or they may be triggered by a more positive tone on a company conference call with analysts. Part of the explanation is that somewhat uplifting news once in a while makes short sellers buy stock to cover their positions, which can trigger a short covering. This is finished as short-sellers hope to stay away from additional losses as prices rise. A relief rally is a reprieve from a more extensive market sell-off that outcomes in briefly higher securities prices.</p>
</p>
<p><p>He has also served as Global Portfolio Strategist and Head of International Investments for an investment bank. He is currently managing JK Investment Consulting, a firm specializing in global portfolio strategy, macro forecasting, and quant analytics. Numerous other sentiment and positioning indicators have signaled that the US equity market reached negative extremes, from a behavioral perspective. One such indicator, the National Association of Active Investment Managers (NAAIM) Exposure Index, fell to a reading of 27.33, which ranks in the 9th percentile (8.7%) since the inception of the indicator in 2007. Declines large enough to qualify as bear markets often take place as a result of deteriorating fundamentals, whether the ultimate cause is a housing market crash, a pandemic, or merely a recession.</p>
</p>
<p><p>In the aftermath of the Stock Market Crash of 1929, the Dow Jones Industrial Average went on to rebound 48% from mid-November through mid-April of 1930. From there, the Dow declined 86% by the time the bear market hit rock bottom in 1932. Since bear markets last for long periods of time, they can correct an emotional drain on investors expecting a market circle back — consequently the &#8220;relief&#8221; when indications of a bounce show up. Market advisors caution against emotional reactions to market volatility, as investors might panic and make judgment errors with respect to their holdings. The term “rally” is used loosely when referring to upward swings in markets. The duration of a rally is what varies from one extreme to another, and is relative depending on the time frame used when analyzing markets.</p>
</p>
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" width="450px" alt="what is a relief rally"/></p>
<p><p>These pullbacks are seen as a contrast to the artificial intelligence-driven rally earlier this year when the Nasdaq had its best first-half performance since 1983. This indicator makes it easy to spot when we’ve been in a similar position previously in history.</p>
</p>
<p><p>These three sets of technical factors &#8211; holding support, oversold conditions, breaking out above resistance &#8211; contribute to a bullish set-up from a technical perspective. As these risk-tolerant buyers acquire stocks from the risk-averse sellers getting out at new lows, a relief rally often follows, lasting from a few days to several months. Technical analysis and behavioral analysis are two of seven different types of factors that we incorporate into our tactical outlook in Successful Portfolio Strategy. These two factors have converged to create a propitious set-up for a significant relief rally in US equities. The deepest bear markets have in the past produced the biggest bear market rallies.</p>
</p>
<p><h2>Meaning of rally in English</h2>
</p>
<p><p>On the one hand, growth in economic activity has clearly been moderating from red-hot levels. However, on the other hand, all of these indicators are currently registering positive growth and, taken as a whole, they are not at all indicating recessionary conditions in the US economy. All of these indicators of economic activity are, therefore, currently supportive of a &#8220;soft landing&#8221; narrative. Because bear markets tend to be prolonged, they can generate multiple selling exhaustions that temporarily improve the market&#8217;s fortunes without altering the fundamental factors causing the downturn.</p>
</p>
<p><h2>What is Relief Rally</h2>
</p>
<p><p>A bear market relief rally is a short-term increase (or rally) in stock prices that occurs during a prolonged period of decline (aka bear market). Market participants price in many different types of events, such as the release of a company&#8217;s quarterly earnings <a href="https://forex-reviews.org/dowmarkets/">dowmarkets</a> report, election results, interest rate changes, and new industry regulations. Any of these events can trigger a relief rally when the news is not as bad as expected. Relief rallies happen in many different asset classes such as stocks, bonds, and commodities.</p>
</p>
<p><h2>Related Finance Terms</h2>
</p>
<p><p>This type of price movement can happen during either a bull or a bear market, when it is known as either a bull market rally or a bear market rally, respectively. However, a rally will typically&nbsp;follow a period of flat or declining prices. A relief rally provides temporary respite for investors who have been weathering the storm of a downturn. However, it’s important to note that a relief rally is typically short-lived and does not necessarily indicate a long-term trend reversal. We should note that at Successful Portfolio Strategy, as part of our disciplined process, our tactical outlook is developed on the basis of eight main factors.</p></p>
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		<item>
		<title>Royal Mail agrees upon pay deal with postal workers union Royal Mail</title>
		<link>https://qualicarprotecao.com.br/2023/05/23/royal-mail-agrees-upon-pay-deal-with-postal/</link>
		
		<dc:creator><![CDATA[climber]]></dc:creator>
		<pubDate>Tue, 23 May 2023 08:12:50 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://qualicarprotecao.com.br/?p=1103</guid>

					<description><![CDATA[The union representing the workers is demanding a pay rise that more closely reflects the current rate of inflation. Letters will not be delivered on strike days and some parcels will be delayed, Royal Mail warned. This would effectively see employees in secure, well-paid jobs turned into a &#8220;casualised, financially-precarious workforce overnight&#8221;, said the union. [&#8230;]]]></description>
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" width="453px" alt="what is royal mail industrial action"/></p>
<p><p>The union representing the workers is demanding a pay rise that more closely reflects the current rate of inflation. Letters will not be delivered on strike days and some parcels will be delayed, Royal Mail warned. This would effectively see employees in secure, well-paid jobs turned into a &#8220;casualised, financially-precarious workforce overnight&#8221;, said the union.</p>
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<p><p>A further 2% of salary would be available in a productivity bonus, the firm said. The union has announced 19 days of strike action in the buildup to the busy Christmas period. The industrial action will cover peak periods such as Black Friday on 25 November and Cyber Monday on 28 November. The CWU said the plans included delaying the arrival of post to the public by three hours, cuts <a href="https://forexbroker-listing.com/ig-group/">ig broker</a> in workers’ sick pay and inferior terms for new employees. No letters will be delivered during strike days, said Royal Mail, but as many special delivery and Tracked24 parcels as possible would be delivered. General Secretary Mr Ward said the changes could lead to the &#8220;destruction of the special relationship that postal workers and the public have in every community in the UK&#8221;.</p>
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<p><p>General Secretary Dave Ward said that postal workers face their “biggest ever assault on their jobs, terms and conditions in the history of Royal Mail”. The CWU said plans include delaying the  arrival of post to members of the public by three hours, cuts in workers’ sick pay and inferior terms for new employees. Britain has been hit by a wave of strikes in the past year, with rail employees, barristers and refuse workers having already walked out over pay and conditions amid a cost-of-living crisis. To avoid delayed or lost documents or items in the coming months, it will be best to avoid sending post using Royal Mail around the dates of the walk out. But if important letters and parcels cannot wait, there are alternatives, but they will be more expensive.Many courier companies now offer a “postable” service for letters and small parcels which can fit through a letterbox.</p>
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" width="458px" alt="what is royal mail industrial action"/></p>
<p><p>It said plans by the postal service include cutting workers&#8217; sick pay, delaying arrival of post by three hours and inferior terms for new employees. Another example of a workforce being led, lemming-like, over the edge of an employment cliffs by their trade union&#8217;s dinasaur leader in ANOTHER POLITICALLY MOTIVATED STRIKE designed to bash the Tories. The CWU has accused Royal Mail of planning structural change, which it has said will see cuts to workers&#8217; sick pay, delayed arrival of post by three hours and inferior terms for new employees. Royal Mail has reported a £1bn loss, with bosses blaming strike action by workers and a failure to increase productivity for its poor performance during a year in which it cut 10,000 jobs.</p>
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<p><h2>Royal Mail: What’s gone wrong at the company?</h2>
</p>
<p><p>The majority of Post Offices are expected to be open on the dates walkouts are talking place, although a small number will be affected by the CWU action. &#8220;These are the same people that have kept the country connected and returned Royal Mail Group to record profit,&#8221; he said. It said its &#8220;significant announcement&#8221; reflects the &#8220;level of <a href="https://forex-reviews.org/alvexo/">alvexo review</a> anger&#8221; workers feel. Shares were sold to financial institutions and private individuals, with 10% reserved for Royal Mail employees. On 24 November, Royal Mail said it had made its &#8220;best and final offer&#8221;, and accused the union of &#8220;holding Christmas to ransom&#8221;. The last suggested Christmas posting dates were brought forward as a result.</p>
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<p><p>“There is not a single aspect of these cuts which is about improving customer service. They are being driven entirely by a culture of greed and profiteering which has seized a 500-year-old essential service, driving it close to ruin. Postal workers will walk out on Friday and Saturday, disrupting the delivery of Christmas gifts and cards in a blow to both Royal Mail and retailers that depend on festive sales. According to Glassdoor, the average salary for a Royal Mail postal worker is around £25,000. In 2020, the Daily Express reported that postal worker salaries at Royal Mail can range from £13,007 &#8211; £34,582, and that the hourly rate is thought to be between £10 and £11.</p>
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<p><p>Early signs are that on day 6 of strike action, the support is bigger than ever. Royal Mail says that it will investigate what has been going on at the Winsford delivery office as &#8220;a priority&#8221;. Royal Mail said the company is battling for survival and accused a union of “peddling lies” in a strongly-worded letter to staff ahead of another round of strikes. Dave Ward, CWU general secretary said there will now be a &#8220;small window&#8221; for talks to avoid walkouts before strike dates are set.</p>
</p>
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width="455px" alt="what is royal mail industrial action"/></p>
<p><p>Royal Mail employees have gone on strike in Britain as the country braces for more industrial action ahead of what is being called a new “winter of discontent”. The agreement includes a 10% salary increase and a one-off lump sum of £500 for all CWU-grade employees in Royal Mail and Parcelforce, regardless of union membership. That deal has been ratified by the union’s executive committee, and will be put to a ballot of its membership with a recommendation to approve it. Our people need the CWU leadership to recognise the reality of the situation Royal Mail faces as a business, and to engage urgently on the changes required to adapt to customer demands in a highly competitive market.</p>
</p>
<p><p>One former Royal Mail area manager, who left recently and asked to speak anonymously, says he was so short-staffed that for weeks at a time he instructed postal staff to leave letters behind. Under what is called the Universal Service Obligation, Royal Mail is required by law to deliver letters six days a week and parcels five days a week to every address in the UK. Owner drivers agree individual parcel rates with Parcelforce in their contracts.</p>
</p>
<p><h2>Widespread action</h2>
</p>
<p><p>“Royal Mail is losing £1m a day and must change faster in response to changing customer demands. The postal regulator, Ofcom, investigated the issue of parcel prioritisation last year. It said it had not found evidence of a &#8220;general organisation-wide policy directed by Royal Mail&#8217;s senior management&#8221; of prioritising parcels over letters in &#8220;business-as-usual periods&#8221;. Royal Mail says it is its job to ensure every letter and parcel is delivered on time because that is what customers have been promised.</p>
</p>
<ol>
<li>It said it had not found evidence of a &#8220;general organisation-wide policy directed by Royal Mail&#8217;s senior management&#8221; of prioritising parcels over letters in &#8220;business-as-usual periods&#8221;.</li>
<li>No letters will be delivered during strike days, said Royal Mail, but as many special delivery and Tracked24 parcels as possible would be delivered.</li>
<li>The Communication Workers Union (CWU) said the strikes will cover Black Friday and Cyber Monday.</li>
<li>Any strike dates are yet to be decided but the CWU said if a walk out goes ahead, it could amount to the biggest ever action taken by its members.</li>
<li>Postal workers have launched a 24-hour strike in a long-running dispute over pay and conditions, with industrial action planned for the coming weeks.</li>
</ol>
<p><p>If a first or second class letter or parcel has not been delivered within 10 days of its due date, you might be entitled to compensation. For tracked deliveries, a claim can be made seven days after the due date.Either the sender or the recipient can make a claim, but only one party will receive compensation. Royal Mail mounted picket lines outside delivery and sorting offices again on Saturday in a continuing dispute over pay and conditions. Royal Mail workers are to hold 19 days of strike action over pay and terms and conditions during the peak postal build-up to Christmas. Yet former and current Royal Mail staff have told BBC Panorama that at times letters have been left behind in sorting offices, while parcels and tracked items are prioritised for delivery.</p>
</p>
<p><h2>How much are Royal Mail workers paid?</h2>
</p>
<p><p>The CWU is the latest of several unions to ballot for strikes in recent weeks as the cost of living soars. &#8220;In the event of industrial action, we have contingency plans to minimise customer disruption and will work to keep people, businesses and the country connected,&#8221; a statement said. It comes after the Communication Workers’ Union and Royal Mail failed to reach an agreement over pay and conditions in the face of soaring inflation. But the strike will leave millions of households without important letters, parcels and prescriptions. This is the sixth strike for postal workers, and comes after a summer of unrest which saw rail workers and criminal barristers walk out amid disputes with their employers. Second class letters, which now cost 75p, should arrive within three working days.</p>
</p>
<p><p>IDS bosses said they were not aware of whether personal attacks from either politicians or unions played a part in Thompson’s decision to step down. “We’ve been at a crossroads and we were moving forward, and Simon decided this was the opportunity for him to step down and appoint new leadership,” Williams said. The poor performance led International Distributions Services (IDS), which owns Royal Mail, to report an overall loss of £748m for the year to 26 March. Mr Ward said new Business Secretary Jacob Rees-Mogg had told the union it could meet one of his department’s officials.</p>
</p>
<p><h2>Royal Mail reports £1bn loss after postal workers’ strikes</h2>
</p>
<p><p>In addition to rejecting the pay offer, the CWU objects to proposed changes to working conditions, such as ending a number of allowances and the introduction of compulsory Sunday working. As per the Trade Union Act in 2016, the result of a ballot is only valid for six months, which mean the CWU will have to re-ballot members if it wants to continue strike action past August 2023. In the most recent strike ballot, 95.9% of the CWU members who voted were in favour of strike action, with a turnout of 77.3% &#8211; a result which the CWU says is the biggest ever return in a major national strike ballot. More than 115,000 Royal Mail workers have voted to go on strike in a dispute over pay. Williams said there was now a “clear path towards a more competitive and profitable Royal Mail, delivering improved services for our customers while further reducing our environmental impact”. Picket lines were mounted outside Royal Mail offices on the sixth day of action in recent months.</p>
</p>
<p><p>Around 5,000 members of the  TSSA union that represents transport staff, have said they will strike on 26 and 27 September in an ongoing dispute over their pay and conditions. The trade union Aslef has also announced a strike by train drivers at 12 train companies, <a href="https://forex-review.net/quebex-review/">quebex</a> on Thursday 15th September over pay. Royal Mail is moving from its traditional business of delivering letters &#8211; which is no longer profitable &#8211; to the fast-growing world of parcel deliveries, driven by the increasing popularity of online shopping.</p></p>
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		<title>Stock market bubbles: Our evolutionary roots explain why investors follow the herd</title>
		<link>https://qualicarprotecao.com.br/2023/04/06/stock-market-bubbles-our-evolutionary-roots/</link>
		
		<dc:creator><![CDATA[climber]]></dc:creator>
		<pubDate>Thu, 06 Apr 2023 07:40:31 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://qualicarprotecao.com.br/?p=505</guid>

					<description><![CDATA[Many factors played into the stock market crash of 1929, but speculation was a key part of it. Trading no longer became about capitalizing on gains with borrowed money. It became about mitigating losses on debts the traders couldn’t afford to pay. A stock market bubble is typically characterized questrade forex by what economists call [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Many factors played into the stock market crash of 1929, but speculation was a key part of it. Trading no longer became about capitalizing on gains with borrowed money. It became about mitigating losses on debts the traders couldn’t afford to pay. A stock market bubble is typically characterized <a href="https://forex-review.net/questrade-fx/">questrade forex</a> by what economists call positive and negative feedback loops. Banks reduced their requirements to borrow and started to lower their interest rates. Adjustable-rate mortgages (ARMs) became a favorite, with low introductory rates and refinancing options within three to five years.</p>
<p>That’s why it’s vital to think long term and invest for the long term. Buy solid companies and then take advantage of downturns and buy them when a bubble bursts. That’s some of the top advice from legendary investor Warren Buffett. In a bubble, it’s as if every bit of information verifies the story, so stock prices rise regardless of the news. Positive feedback, also known as a positive bubble loop, is a pattern of investment behavior that propels market growth. For instance, prices might start climbing when investors buy securities and then sell for higher returns.</p>
<ol>
<li>The research of American economist Hyman P. Minsky helps to explain the development of financial instability and provides one explanation of the characteristics of financial crises.</li>
<li>Yet it was Buffett who endured similar barbs from inexperienced traders in the dotcom bust and then came through it all.</li>
<li>The cause of bubbles is disputed by economists; some economists even disagree that bubbles occur at all (on the basis that asset prices frequently deviate from their intrinsic value).</li>
<li>Housing prices peaked in early 2005, started to decline in 2006, and reached new lows in 2012.</li>
<li>This was because, in that market, only the dealer had vital information regarding the buyers and sellers of the tulips.</li>
</ol>
<p>Investors bought mortgage-backed securities, speculators began to flip homes in hopes of turning a profit, and home prices rose by almost 80% between 2000 and 2006. The bubble eventually burst, touching off a full-blown global financial crisis. When a positive feedback loop is based on a fundamental truth or underlying reality, this is typically a good thing. For example, when the underlying businesses are getting stronger, a positive feedback loop will simply reflect reality. Arguably, the entire modern history of the stock market is a positive feedback loop marked by periods of short-term volatility. However, these companies typically traded based on little more than enthusiasm.</p>
<p>He pointed to the dot-com bubble that burst in the early 2000s, which was followed by a decade of anemic returns. New investors flocked to the market during the epidemic because of the easy availability of internet platforms for trading and the potential they saw. These inexperienced investors frequently found themselves navigating murky waters, their decisions influenced by a blend of logic and emotion. Like a high-stakes strategy game, the risks were high, and the benefits were significant if you played your cards well. Grantham has also sounded similar alarm bells earlier in the year regarding the stock market.</p>
<h2>Level 1 vs. Level 2 Market Data</h2>
<p>If you’re stuck in a swing trade and the market gaps down overnight, then you’re in trouble. If you’re worried about uncertainty but still want to play the game, consider scalp trading or other strategies. You can paper trade on StocksToTrade to hone a new style of trading. Unlike bigger companies, they don’t have enough cash on hand to stay afloat on their own. The housing bubble in the mid-2000s wreaked havoc throughout the economy.</p>
<h2>Stock market bubble</h2>
<p>However, it is never easy to estimate the exact moment when the bubble will burst. But as soon as the investors’ enthusiasm wanes and they start to realize that the stock is not worth its cost, the bubble bursts, and they all begin to sell. Many of the 2020 stay-at-home plays were in the tech sector. It’s important to recognize that a price rise alone is not sufficient to say something is in a bubble. A stock can rise 100 percent and not be in a bubble if its underlying fundamentals have improved significantly.</p>
<p>The cup and handle pattern is one of the oldest chart patterns you will find in technical analysis. In my experience, it’s also one of the more reliable chart patterns, as it takes quite some time&#8230; Validating your bias can be a great way to improve your confidence. For example, the CBOE’s Volitility index is a great way to validate your position when trading the S&amp;P500 index. The volatility index, based on the option positions is a great indicator of gauging fear among investors. From a macroeconomic standpoint, there’s also some compelling evidence to suggest we’re in a pretty strong place.</p>
<p>A market emerging from a recession or a downturn also makes way for a real stock market advance. Every time the stock market goes on an extended bull run, fears of a bubble begin to creep in. Stock market bubbles have the potential to wipe out enormous gains when they pop. So, it’s important for traders to be able to recognize them and to know how to trade when a bubble is present. Stock market bubbles often evoke fear among the general trading community. The phenomenon occurs every so frequently in the markets across different asset classes.</p>
<h2>What Causes Bubbles to Occur? 🤔</h2>
<p>Here, investors throw caution to the wind, and asset prices surge. Investors have made so much money on their investments that they cannot conceive of a market decline, and they tell everyone they know. This is the phase in which the uncle, next-door neighbor, <a href="https://forex-review.net/">https://forex-review.net/</a> the hairdresser and even the cab driver urge you to participate. For example, even amidst the pandemic, prices of various stocks have been on the rise. But investors investing in the stocks are banking on the future recovery of the underlying companies.</p>
<p>During the displacement phase, moderate price increases begin to occur. As more and more customers join the party during the boom phase, prices grow rapidly. This is typically when the mainstream media begins to cover the topic and “ordinary”  people become interested. When the market crashes after a bubble, it’s usually a sharp descent.</p>
<h2>What Is a Stock Market Bubble?</h2>
<p>When bubbles burst and prices fall rapidly, many investors’ portfolios lose value quickly. Investors who count on their portfolio for retirement may be forced into retirement earlier than planned or may have to keep working longer than expected if their portfolio lost much of its value. Buying stocks with high valuations at or near 52-week highs starts to look like less risk than buying safer investments or ones with lower valuations because they feel like they can’t lose. The firm expects the same phenomenon to play out as extreme valuations of tech stocks look poised to pull back. Bernstein said he believed the Magnificent Seven stocks could end up wiping out 20%-25% of their value over the next decade, while small-caps in the Russell 2000 could gain about the same amount.</p>
<p>We do not include the universe of companies or financial offers that may be available to you. Any estimates based on past performance do not a guarantee future performance, and prior to making any investment you should discuss your specific investment needs or seek advice from a qualified professional. Information provided by Titan Support is for informational and general educational purposes only and is not investment or financial advice. Get stock recommendations, portfolio guidance, and more from The Motley Fool&#8217;s premium services. It only took a few months for the premiums in closed-end country funds to fade back to the more typical discounts at which closed-end funds trade. Those who had bought them at premiums had run out of &#8220;greater fools&#8221;.</p>
<h2>What happens when an asset bubble bursts?</h2>
<p>Understanding whether a stock market bubble is developing can be useful to  help navigate your investments as well as your personal financial situation. A stock bubble is not merely overvaluation, which can occur even during normal periods as markets become mildly overextended. Instead, a bubble is a period of massive overvaluation, when speculators become inflamed by “animal spirits” and heedlessly bid up stocks. Often these periods are driven by a new business story that promises to revolutionize the world. For instance, a rumor, news report, or an analyst’s insight may spark short-term enthusiasm or the beginnings of an asset bubble.</p>
<h2>Popping a bubble</h2>
<p>As prices go up, investors can sell their stocks for more money. Other investors want to capitalize on this growth and buy those stocks, pushing the prices up higher and causing still more investors to chase those profits. In both instances, closed-end country funds and experimental markets, stock prices clearly diverge from fundamental values.</p>
<p>Human emotion and psychology plays an important part in the cycle of the market bubbles. This is when emotions start to dictate investment decisions. Patience can play a big role if you want to get it right in playing a stock market bubble. Speculators or day traders who get in too early will find that getting it wrong can be costly.</p>
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		<title>What The Arrow At The Top Of Your iPhone Means And Why You Need To Know</title>
		<link>https://qualicarprotecao.com.br/2023/03/31/what-the-arrow-at-the-top-of-your-iphone-means-and/</link>
		
		<dc:creator><![CDATA[climber]]></dc:creator>
		<pubDate>Fri, 31 Mar 2023 14:51:11 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://qualicarprotecao.com.br/?p=928</guid>

					<description><![CDATA[This activates when you go to a certain place, and will typically appear when your device has certain actions set to occur in a specific place. After completing this action, your iPhone’s screen will no longer display the white arrow, also known as the AssistiveTouch menu. This will give you a cleaner display and prevent [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>This activates when you go to a certain place, and will typically appear when your device has certain actions set to occur in a specific place. After completing this action, your iPhone’s screen will no longer display the white arrow, also known as the AssistiveTouch menu. This will give you a cleaner display and prevent any accidental touches that might occur from the arrow being on-screen. The arrow often relates to the GPS function of your iPhone.</p>
<p>Have you ever noticed an arrow on your iPhone’s status bar next to the time and wondered what it meant? This article will explain the types of arrows and their meaning for your iPhone’s location tracking. You will also learn how to enable and disable Location Services for different apps on your device. Knowing how to manage these settings is essential, especially if you want to keep your location private. The arrow (visible at the upper right corner of your iPhone) next to the time denotes that an app of your device is using the location services.</p>
<p>You can show your thanks by taking a look at the many related articles on our site. No, turning off AssistiveTouch only affects that specific feature and will not change any other settings on your iPhone. Finally, turn off AssistiveTouch by tapping the toggle switch next to it.</p>
<ol>
<li>One of the arrow icons you might see less is the blue circle with a white arrow icon inside.</li>
<li>There is no cellular and Wi-Fi coverage, but Emergency SOS via satellite is available in your location.</li>
<li>After completing this action, your iPhone’s screen will no longer display the white arrow, also known as the AssistiveTouch menu.</li>
<li>Please be aware that there will be a variety of arrow icons visible in various colors, each serving a specific function.</li>
<li>A hollow arrow indicates that, depending on the circumstances, an app could be able to access your location.</li>
</ol>
<p>Now that you know briefly what this distinct color arrow means, you should be able to turn on location services on your iPhone if necessary. This status icon means that you are using an app or website that is trying to access your Location Services. You&#8217;re probably going to see this mostly when browsing the web when a site requests your location. A solid purple arrow icon at the upper-right corner of your iPhone means that an app has recently made use of Location Services. Once this toggle is off, the white arrow will disappear from your screen, and you won’t have to worry about it getting in the way anymore.</p>
<h2>If I Block Someone on iPhone, Can I Still See Their Location? Explained</h2>
<p>Background App Refresh allows apps to update their content even when you are not actively using them. Have you noticed that unusual arrow visible next to the time on your iPhone? If such questions are also popping up in your mind for a long time, this guide will be advantageous. However, you have the choice to prevent the icon from showing up when System Services use your location. However, a lot of people are not comfortable with these apps using Location Services, even if the little arrow in the upper-right corner tells you when they are. Matthew Burleigh has been writing tech tutorials since 2008.</p>
<h2>Banish the Pesky White Arrow on Your iPhone 12</h2>
<p>Your service provider&#8217;s GPRS (GSM) or 1xRTT (CDMA) network&nbsp;is available, and your iPhone can connect to the internet&nbsp;over that network. Your service provider&#8217;s 3G UMTS (GSM) or EV-DO (CDMA) network&nbsp;is available, and your iPhone can connect to the internet &nbsp;over that network. If you don&#8217;t see an icon,&nbsp;check Control Centre&nbsp;by swiping down from the top right-hand corner. Did you know that, contrary to popular belief,&nbsp;iPhones are incredibly vulnerable to hackers and scammers? Despite Apple&#8217;s reputation for security and privacy, their devices are  still very susceptible to cyber attacks and phishing scams.</p>
<h2>macOS Mojave Draining Your Mac Battery Life? Here Is How To Fix</h2>
<p>Meanwhile, a gray arrow indicates that the app has used your location in the last 24 hours. When you see an arrow next to the time on your iPhone, it means that one or more apps are currently using your location. Managing location services on your iPhone can help you control which apps have access to your location and when. If an app asks you to allow or disallow tracking your activity, it is essential to consider the implications of your choice carefully.</p>
<h2>Why is there an arrow on top of my iPhone screen?</h2>
<p>The placement of the arrow icon next to the time is strategic, ensuring you’re informed whenever an app accesses your location. This visibility is a part of Apple’s commitment to transparency and user privacy. Now you know what some of the iPhone symbols at the top of the screen mean. If you ever come across a symbol you don&#8217;t recognize, you can come back here to find out its meaning.</p>
<h2>Hollow Arrow</h2>
<p>Please be aware that this function is subject to availability and may not be available in your country or region. The 5G network carrier is obviously available for you if this 5G icon appears on your iPhone screen; as a result, you can connect to it whenever you want and upgrade. The slide is visible on the location services’ right side.</p>
<p>You can opt to allow tracking your location at any given time, or restrict it to actual active app usage, when the app is in the foreground and being used. This indicates that the app in question has made a request for your position shortly before we’ve checked. By going to your “Settings” , we can retrieve a list of apps that are allowed to track your position and check their individual settings.</p>
<p>This arrow is an indicator that one or more apps on your phone are currently using your location. With the increasing number of apps that track user locations, it is important to understand when and why this arrow appears, as well as how it relates to your privacy settings. App Tracking Transparency is a step Apple has taken to have individual apps and choose whether to allow or not to enable the app tracking option. This is why you might receive an on-screen notification prompting you to select how a particular app can use your location data. You can also manage when an app can access Location Services by selecting While Using or Always from the options below.</p>
<p>This article explains what these different color arrow icons mean and how you can disable, if you want to do so. The hollow arrow icon means that an app may receive your location under certain conditions, while <a href="https://forexhero.info/">https://forexhero.info/</a> a solid arrow indicates that an app is currently using your location. The solid arrow typically appears when you actively use an app that requires location data, like navigation or location-based reminders.</p>
<p>This tutorial will help you in numerous ways if you want to modify the location services on your iPhone. For example, you can disable location services to extend battery life and prevent power drain. When you see the arrow icon pop up on the status bar of your iPhone, it means that an application is accessing Location Services. The arrows are of different colors and all have different meanings.</p>
<p>If you want to disable Location Services access for an app, toggle the Location Services option to off. From here, you will see a list of all the apps that use Location Services on your device. IOS 15 has introduced subtle UI changes that are <a href="https://forexhero.info/iq-option-forex-broker/">iq forex broker review</a> being discovered daily. It could be the changes in fonts, settings, rounded corners, and more but a recent change seems to be catching the eye of many users. If this article gave you a better idea of how the arrow icon works, I&#8217;m glad.</p>
<p>The arrow icon on your iPhone’s status bar is a vital indicator of location services at work. Understanding how to manage this feature gives you control over your privacy and device functionality. Whether you choose to disable it, limit app access, or keep it active, it’s about making an informed decision that aligns with your personal privacy preferences and usage habits.</p>
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		<title>Pros and Cons of SentinelOne Singularity 2024</title>
		<link>https://qualicarprotecao.com.br/2023/01/25/pros-and-cons-of-sentinelone-singularity-2024/</link>
		
		<dc:creator><![CDATA[climber]]></dc:creator>
		<pubDate>Wed, 25 Jan 2023 17:09:09 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://qualicarprotecao.com.br/?p=619</guid>

					<description><![CDATA[Founded in 2013, its core product is the SentinelOne Singularity Platform, which provides real-time threat detection and prevention for various devices, including desktops, laptops, servers, and IoT devices. SentinelOne stands as a beacon of hope, offering businesses a robust line of defense against these threats. But before we delve deeper, let&#8217;s understand what an Endpoint [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Founded in 2013, its core product is the SentinelOne Singularity Platform, which provides real-time threat detection and prevention for various devices, including desktops, laptops, servers, and IoT devices. SentinelOne stands as a beacon of hope, offering businesses a robust line of defense against these threats. But before we delve deeper, let&#8217;s understand what an Endpoint Protection Platform (EPP) is. To put it simply, an EPP is a solution designed to secure endpoints, or user devices like computers and mobile devices, against cyber threats.</p>
<ol>
<li>When threats are detected, it can isolate, quarantine and even remediate issues without human intervention.</li>
<li>The solution uses machine learning and behavioral analysis to detect and block advanced threats, minimizing the risk of data breaches and other cybersecurity incidents.</li>
<li>Additionally, the solution’s search capabilities make it easy to perform targeted investigations, allowing analysts to focus on specific areas of interest.</li>
<li>Furthermore, hackers can modify their malware much faster than security professionals can update their software to detect the changes.</li>
</ol>
<p>SentinelOne, for example, works by tapping the running processes of every endpoint it’s hooked into. The idea is that while it’s quite easy for malware authors to hide the characteristics of their malicious software, it’s much more difficult to hide what they’re doing. They need to throw away this poisonous idea of security as a separate profit center and rededicate themselves to shipping products that are secure-by-default while providing all security features to all customers. Features include 24/7 real-time threat hunting, detection of anomalous and suspicious behavior, broader coverage against both known and emergent threats and access to WatchTower’s comprehensive in-house threat intelligence library. The&nbsp;library includes behavioral hunting queries, indicators of compromise and other crucial security resources.</p>
<p>From a computer security perspective, “endpoint” will most likely refer to a desktop or laptop. Servers and VMs fall into cloud workload protection, while mobile devices (phones, tablets, Chromebooks, etc.) fall into a specialized category of mobile threat defense. This is due to the fact that creating and implementing security software on mobile devices is hugely different when compared to traditional endpoints. Endpoint Security protects user endpoints (desktop workstations, laptops, and mobile devices) from threats such as malware, ransomware, and zero-days. This feature helps organizations to proactively identify potential threats and gain valuable intelligence about emerging attack techniques. Furthermore, the auto-analysis functionality makes the process of evaluating and prioritizing threats more efficient.</p>
<p>Consider a case where one company is not growing sales at all but has a 40% free cash flow margin, and compare that to a company with a 40% year-over-year sales growth but a 0% free cash flow margin. By analyzing telemetry data in real-time, SentinelOne <a href="https://bigbostrade.com/most-traded-commodities-top-10-most-traded/">most traded commodities</a> Active EDR can detect and respond to emerging threats. Organizations can improve their security posture, protect their assets, and avoid being the next victim on the list through awareness, training and suitable security technology.</p>
<h2>SentinelOne vs CrowdStrike: Compare EDR software</h2>
<p>By using machine learning and behavioral analysis, the AI agent can detect and respond to known and unknown threats, including malware, ransomware, and fileless attacks. SentinelOne is a security platform offering endpoint detection and response, advanced threat intelligence and network defense solutions. Through SentinelOne, organizations gain real-time visibility across their network and real-time protection against both known malware and zero-day attacks. SentinelOne is fueled by machine learning algorithms, behavior monitoring and custom scripts. SentinelOne EDR provides real-time threat detection and response capabilities, allowing security teams to detect and respond to advanced threats quickly and efficiently. The solution collects and analyzes endpoint data, network traffic, and user behavior to detect anomalous activities that could indicate a security breach.</p>
<h2>What is Endpoint Security?</h2>
<p>The posting was accompanied with screenshots of what appears to be affiliate tools for delivery and management of BlackCat payloads. However, Microsoft Sentinel can be used on-premise, while SentinelOne can be installed on Windows and Mac devices. Since both programs use  ML and AI, it ensures that risk behaviors are quickly identified and preventative measures are implemented to avoid or prevent any damages. SentinelOne puts itself up against companies like CrowdStrike, Palo Alto Networks, and Microsoft, among others. Effective cyber-defense mechanisms hinge on robust systems and a deep understanding of an adversary’s playbook. SentinelOne’s new Singularity Threat Intelligence provides just that—a window into the motivations and methodologies of cyber adversaries.</p>
<p>The vendor also recently acquired Scalyr, a log management, server monitoring and event data analytics provider for $155 million. This move was meant to extend the platform’s monitoring and analysis capabilities beyond endpoints and across an entire enterprise and cloud attack surface. Endpoint security is critical for modern organizations, as endpoints are often the entry points for cybercriminals to infiltrate an organization’s network. Cyberattacks like malware, ransomware, and phishing attacks often target endpoints to gain access to sensitive data or to launch further attacks. Endpoint security solutions offer a centralized management console from which administrators can connect to their enterprise network to monitor, investigate, and respond to incidents.</p>
<p>If you are seeking to protect your data with our cutting-edge SentinelOne security solutions that prevent data loss and theft, contact Stasmayer today. ESecurity Planet is a leading resource for IT professionals at large enterprises who are actively researching cybersecurity vendors and latest trends. ESecurity Planet focuses on providing instruction for how to approach common security challenges, as well as informational deep-dives about advanced cybersecurity topics. When threats are detected, it can isolate, quarantine and even remediate issues without human intervention. SentinelOne has been gaining traction with MSPs because it effectively addresses multiple security concerns in a single package and provides a lightweight, advanced and reliable security solution. SentinelOne has recently raised $120 million in Series D funding for further development.</p>
<p>A flexible solution will also typically be easier to implement with existing IT infrastructure. On average, a phishing attack takes 213 days to detect and 80 days to contain (Cost of Data Breach Report). 213 days is a lifetime, providing the attacker ample time to move laterally, establish persistence, conduct reconnaissance, plan, and execute an attack.</p>
<h2>Singularity Control</h2>
<p>Increasingly, the endpoint has become the forefront of information security—as endpoints are now the true perimeter of the enterprise. Even if they can’t install their own programs, they can use whatever tools they want in the cloud. This freedom of choice means that a user’s endpoint is far and away the most exposed target for any bad actor looking to target the enterprise—and, as such, it is the most important thing to protect. The main figurehead of the ShinyHunters threat group, Sebastien Raoult, was sentenced to 3 years in prison,  along with having to pay requisite restitution.</p>
<p>SentinelOne is an interesting one &#8211; it almost fits our &#8220;extreme&#8221; narrative of 0% free cash flow margin and 40ish percent revenue growth. It is our opinion that thematic investors tend to appreciate this type of firm that has a high future potential rather than a company with more near-term profitability but less growth. With the standard Rule of 40 approach, free cash flow margin and year-over-year sales growth are treated equally.</p>
<p>Depending upon the solution, this is accomplished by leveraging an on-premises, hybrid, or cloud approach. As is the case with the constituents of WCLD, WCBR&#8217;s focus is on companies that provide software solutions. These businesses, based on their fundamentals and how they are run, lend themselves to this type of analysis. The Cloud Funnel feature allows organizations to stream local telemetry data directly to SentinelOne’s cloud platform for analysis. This capability ensures that security teams always have access to the most up-to-date information, even when dealing with remote or disconnected endpoints.</p>
<h2>What is Endpoint Detection and Response (EDR)?</h2>
<p>Cynet 360 is a holistic security solution that protects against threats to endpoint security and across your network. Cynet provides tools you can use to centrally manage endpoint security across the enterprise. SentinelOne uses advanced machine learning algorithms to analyze real-time network traffic and behavior on endpoints, allowing for highly accurate threat detection and rapid response. CrowdStrike relies upon a cloud-hosted platform but provides full protection from threats, including in air-gapped environments without network connectivity for on-sensor AI capabilities. Today, many companies are moving toward hybrid solutions for greater levels of security, speed and control.</p>
<p>As SentinelOne technology gains traction, more managed service providers are leveraging its capabilities to offer comprehensive cybersecurity options for businesses. The effectiveness of its solutions, advanced security tools, and speedy response are what your business needs to eliminate the risk of losing confidential information to hackers. The EPP market essentially uses a SaaS management console, delivered as a cloud service instead of being installed and operated from on-prem infrastructure. The EPP agent is installed on each endpoint and communicates with the management console.</p>
<p>This eBook outlines why cloud has emerged as one of the most attacked surfaces and what security measures businesses can implement to safeguard their cloud environment and data. It’s not clear what they mean by “legacy”, but whatever Microsoft’s definition it is likely to be representative of how thousands of their customers are utilizing their products. In software <a href="https://bigbostrade.com/">https://bigbostrade.com/</a> companies, growth is always crucial &#8211; even in some of the more mature areas of the market, we continually look at revenue growth, subscription growth and all kinds of growth figures. A key issue for early-stage companies is finding &#8220;product-market fit.&#8221; ChatGPT achieved the milestone of 100 million users in roughly one month &#8211; that is product-market fit.</p>
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		<title>Predict Inflation With the Producer Price Index PPI</title>
		<link>https://qualicarprotecao.com.br/2023/01/11/predict-inflation-with-the-producer-price-index/</link>
		
		<dc:creator><![CDATA[climber]]></dc:creator>
		<pubDate>Wed, 11 Jan 2023 11:28:36 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://qualicarprotecao.com.br/?p=655</guid>

					<description><![CDATA[Similarly, you won&#8217;t be putting off buying your groceries just because prices are rising at the store. The PPI excludes sales and excise taxes paid by producers, as they don’t count as revenue. Governments impose excise taxes on various goods and activities, such as cigarettes, alcohol, gas and gambling. As opposed to the PPI, the [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Similarly, you won&#8217;t be putting off buying your groceries just because prices are rising at the store. The PPI excludes sales and excise taxes paid by producers, as they don’t count as revenue. Governments impose excise taxes on various goods and activities, such as cigarettes, alcohol, gas and gambling. As opposed to the PPI, the CPI includes sales and excise taxes paid by consumers. So, an index level of 110 would represent a 10-point rise in prices since the base period, and an index level of 90 would represent a 10-point dip in prices. The BLS explains that monthly movements in the PPI are shown as  percentage changes instead of changes in index points.</p>
<p>PPI, known as the Wholesale Price Index from 1902 to 1978, tracks changes over time in prices that producers receive when they sell goods and services. Bureau of Labor Statistics (BLS) compiles each month for thousands of goods and services. The PPI is used to forecast inflation and to calculate escalator clauses in private contracts based on the prices of key inputs. It is also vital for tracking price changes by industry and comparing wholesale and retail price trends. The Producer Price Index family of indexes consists of several classification systems, each with its own structure, history, and uses. However, indexes in all classification systems draw from the same pool of price information provided to the Bureau by survey respondents.</p>
<ol>
<li>While the CPI looks at final prices realized by consumers, the PPI takes one step back and determines the change in output prices faced by producers.</li>
<li>When inflation is high, central banks increase interest rates in order to restrict economic growth and the continuous demand for funds.</li>
<li>This can signal the end of the period of big inflation that started in the early days of the pandemic.</li>
</ol>
<p>The Producer Price Index (PPI) measures the average change over time in the prices domestic producers receive for their output. It is a measure of inflation at the wholesale level that is compiled from thousands of indexes measuring producer prices by industry and product category. The PPI is different from the consumer price index (CPI), which measures the changes in the price of goods and services paid by consumers. The PPI and CPI play a role in various economic decisions and policies the federal government sets. The PPI is viewed as a leading indicator of inflation as rising costs at the wholesale level result in consumers paying more at the retail level. When central banks see a significant increase in PPI, they tend to respond by increasing interest rates.</p>
<h2>Current PPI report analysis</h2>
<p>Crude goods, measured by the PPI Commodity Index, reflect the changing costs of input materials such as iron ore, aluminum base scrap, soybeans, and wheat. The PPI stage of processing tracks the price changes of goods in the intermediary stages of production. Included in this index are products such as refined sugars, leather, paper, and basic chemicals. To avoid any rash decisions, it&#8217;s crucial to recognize that inflation-led price increases are already baked in and won&#8217;t quickly  reverse, if they ever do.</p>
<p>On the way down, pocket the difference between your higher price and newly lower cost, even if the gap is temporary. While you temporarily delay customer price decrease, seek lower prices from your suppliers. That way, you are ahead of the game and have improved costs in place when price reductions need to be honored. The CPI has over 200 categories in eight major groups (food and beverages, housing, apparel, transportation, medical care, recreation, education and communication, and other goods and services).</p>
<p>In March 2023, the PPI slid 0.5% from the previous month, compared with a rise of 1.6% a year earlier. An 11.4% decrease in gas <a href="https://traderoom.info/umarkets-forex-broker/">umarkets review</a> prices largely contributed to the 0.5% drop. The PPI reading for the 12 months ending December 2023 on an unadjusted basis.</p>
<h2>Cooling US Inflation Raises Hopes of an End to Rate Hikes</h2>
<p>In July 2023, the Consumer Price Index increased 0.2% from June, the same as the month previous, with shelter costs accounting for 90% of the increase. However, they exclude nonmetro or rural populations, farm families, armed forces, people currently incarcerated, and those in mental hospitals or other institutions. All told, the urban consumers group covers about 93% of the population. These differences exist because the two indexes are intended to reveal different aspects of economic activity.</p>
<h2>Producer Price Index (PPI): What It Is and How It&#8217;s Calculated</h2>
<p>The monthly PPI News Release typically begins by saying how much the PPI for the previous month increased or decreased. It will also report on how this compares to recent months and the total change for the previous 12 months. Eventually, the cycle gets to a point where the Federal Reserve must begin to lower interest rates. This rallies the stock market, businesses slowly hire and people start spending money again. The index is calculated by comparing the current selling prices of a representative basket of goods and services to their prices in a base period. The PPI excludes sales and excise taxes, as they are expenses rather than revenue.</p>
<p>It does not include food and energy items, because these are historically volatile and can potentially give a misleading inflationary or deflationary signal. Investors and others generally compare PPI numbers to those released in the previous month rather than a year earlier. They may also use the figures to extrapolate an annual inflation rate.</p>
<p>CPI, or consumer price index, measures the prices that consumers pay and therefore also accounts for taxes and other additional costs. PPI, on the other hand, only measures the cost to the producer, and does not include taxes or imports. Furthermore, PPI presents the inflation picture from a different perspective than CPI. Although changes in consumer prices are important for consumers, tracking PPI allows one to determine the cause of the changes in CPI.</p>
<h2>What Is Gross Domestic Product (GDP)?</h2>
<p>The report expresses prices through a percentage index of a baseline level of production (rather than through a dollar amount). Where possible, actual transaction prices for the products included are used in generating the report. The report is released in the second week of every month and includes data on the previous month. The University of Illinois describes the relationship between the PPI and the CPI as “complex,” as higher producer prices don’t necessarily lead to higher consumer prices. Core PPI refers to the index of finished goods and is generally what economists refer to when the producer price index is referenced.</p>
<h2>(Mostly Digital) Trends Shaping Manufacturing in 2024</h2>
<p>In the current economic environment, the stock market has rallied even while the PPI report is high, so long as it signals inflation might slow down. However, recently, the Federal Reserve has made it known that it will continue to fight inflation aggressively, so any increases in the PPI can be seen as bad for the stock market. This is because it gives further incentive for the Fed to raise <a href="https://traderoom.info/">https://traderoom.info/</a> rates. It is an important indicator of inflation, as it reflects changes in production costs that may eventually be passed on to consumers. Though GDP is typically calculated on an annual basis, it is sometimes calculated on a&nbsp;quarterly&nbsp;basis as well. In the U.S., for example, the government releases an&nbsp;annualized&nbsp;GDP estimate for each fiscal quarter and also for the calendar year.</p>
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		<title>¿Qué es el Beneficio por acción? ¿Cómo calcular el BPA?</title>
		<link>https://qualicarprotecao.com.br/2022/12/06/que-es-el-beneficio-por-accion-como-calcular-el/</link>
		
		<dc:creator><![CDATA[climber]]></dc:creator>
		<pubDate>Tue, 06 Dec 2022 07:07:07 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
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					<description><![CDATA[Así, la sorpresa del año ha llevado a muchos gestores a quedarse fuera de la fiesta vivida en la renta variable, lo que se utiliza también de argumento positivo para 2024, pues hay un dinero pendiente de entrar. Del mismo modo, las ampliaciones de capital provocan descensos del BPA que suelen interpretarse como un motivo [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Así, la sorpresa del año ha llevado a muchos gestores a quedarse fuera de la fiesta vivida en la renta variable, lo que se utiliza también de argumento positivo para 2024, pues hay un dinero pendiente de entrar. Del mismo modo, las ampliaciones de capital provocan descensos del BPA que suelen interpretarse como un motivo para la venta de acciones. Sin embargo, esa ampliación puede servir para financiar un proyecto que permitirá obtener beneficio, por lo que al final el BPA subiría y lograríamos mantener su valor estable y equipararlo a antes de la ampliación. El PER nos dice cuántas veces estamos pagando el beneficio de la empresa, o lo que es lo mismo, cuántos años tardaremos en recuperar nuestra inversión según los beneficios de la empresa. Las ganancias netas se refieren a las ganancias totales de una empresa después de deducir los impuestos, intereses y cualquier otro gasto.</p>
<ul>
<li>Por ejemplo, puede haber dos empresas con el mismo BPA, pero una de ellas haber necesitado para obtener ese beneficio una inversión mucho más grande, indicando que ha utilizado sus recursos de forma menos eficiente que la otra empresa.</li>
<li>Todos estos aspectos son importantes y deben ser considerados en su conjunto para obtener una valoración más precisa de la empresa y tomar decisiones de inversión más informadas.</li>
<li>En el caso de las sociedades anónimas cotizadas, las JGAs tienen una estructura definida, establecida por la Ley de Sociedades de Capital.</li>
<li>Además, conocer el beneficio por acción permite fácilmente comparar con otras acciones.</li>
</ul>
<p>El BPA es uno de los indicadores más utilizados en el análisis de balance para medir el rendimiento por acción en un periodo determinado. Básicamente, es el resultado de dividir el beneficio neto de la empresa entre el número de acciones. De este modo se logra determinar la parte del beneficio que le corresponde a cada accionista. En términos de rentabilidad para los accionistas, el BPA es una medida clave ya que permite evaluar cuánto dinero se genera por cada acción que poseen los accionistas de la empresa.</p>
<p>Esto permite a los inversionistas poder&nbsp;determinar si una acción está sobrevalorada o infravalorada en el mercado. El beneficio por acción se calcula a partir del beneficio de la empresa, restándole los dividendos y dividiendo el resultado entre el número de acciones en circulación. El BPA es un indicador financiero esencial para valorar una empresa en el mercado de valores. Sin embargo, debe tenerse en cuenta que el BPA por sí solo no es suficiente para tomar decisiones de inversión. Sin embargo, es importante tener en cuenta que el BPA no es el único indicador para evaluar la rentabilidad para los accionistas.</p>
<h2>Ratio PER: Conociendo la clave para evaluar acciones en el mercado español</h2>
<p>Sin embargo, debemos tener en cuenta que un Beneficio por Acción bajo no significa que una empresa esté atravesando malos momentos o que el precio de acción no sea alto. Una vez sabemos qué parte del beneficio se destinará a los accionistas, para conocer el dividendo por acción dividiremos el beneficio a repartir en concepto de dividendo entre el número de acciones. Para saber si estamos comprando caro o barato en bolsa, debemos&nbsp;analizar el beneficio de las empresas y su rentabilidad por dividendo en caso de que la tuvieran. Es importante destacar que la evaluación de una empresa desde el punto de vista legal y contable implica un análisis más detallado de otros factores, como la calidad de los activos, la gestión de riesgos y el cumplimiento normativo. El beneficio neto es el dato gracias al cual podemos comprobar si una compañía está adquiriendo un rendimiento positivo o negativo, es decir, la  diferencia entre ingresos y gastos de una institución en un periodo de tiempo concreto.</p>
<p>Es importante mencionar que el BPA se expresa en unidades monetarias por acción, lo que permite comparar la rentabilidad entre diferentes empresas, independientemente de su tamaño. Esta medida es importante tanto para los inversionistas como para los directivos de una empresa, ya que les permite analizar el rendimiento de la compañía de manera individualizada por cada acción emitida. Como el propietario de una acción es dueño de la empresa, es útil saber cuánta parte del beneficio le corresponde. Además, conocer el beneficio por acción permite fácilmente comparar con otras acciones. Por ejemplo, Bankinter anticipa una subida del 12% para el IBEX 35 español, ampliándose al 14% para el S&amp;P 500 y el EuroStoxx 50. Prefieren las empresas tecnológicas e inmobiliarias, al tiempo que reducen sus posiciones en bancos y petroleras.</p>
<p>Por lo tanto, es recomendable realizar un análisis más exhaustivo para obtener una imagen completa de la situación financiera de la empresa. El BPA es una métrica clave para los inversores, ya que les proporciona información sobre la rentabilidad y el potencial de crecimiento de una empresa. Además, puede utilizarse como punto de referencia para comparar el desempeño de empresas similares dentro de una industria. Para ser más precisos, se suele utilizar el número medio ponderado de acciones en circulación durante el periodo de cálculo, ya que el número de acciones puede variar a lo largo del año. Como en el mercado el número de acciones de una empresa puede variar, el beneficio por acción sirve para realizar una evaluación de la empresa per cápita. Por otro lado, también&nbsp;influye el número de acciones, ya que estas no se van a mantener estables.</p>
<ul>
<li>Por ello, en nuestras calculadoras financieras te ofrecemos la calculadora de BPA para que puedas calcular las ganancias que da una empresa por cada acción que tengas o vayas a comprar.</li>
<li>Así, la sorpresa del año ha llevado a muchos gestores a quedarse fuera de la fiesta vivida en la renta variable, lo que se utiliza también de argumento positivo para 2024, pues hay un dinero pendiente de entrar.</li>
<li>Este ratio mide la rentabilidad que ha obtenido una empresa, ya que teóricamente, a mayor BPA mayor eficiencia y competitividad habrá demostrado la entidad.</li>
<li>Una vez que se tienen estos dos datos, se divide el valor de las ganancias netas entre el número de acciones en circulación y se obtiene el beneficio por acción.</li>
</ul>
<p>Por otro lado, un BPA bajo puede sugerir que la empresa no está generando suficiente beneficio por acción, lo cual puede ser un signo de problemas financieros o falta de rentabilidad. Sin embargo, es importante tener en cuenta que el BPA no es el único factor a considerar al tomar decisiones de inversión, ya que existen otros indicadores y variables que pueden influir en el rendimiento de una acción. <a href="https://es.tradercalculator.site/astrazeneca-invertira-360m-en-instalaciones-de-fabricacion-en-irlanda/">https://es.tradercalculator.site/astrazeneca-invertira-360m-en-instalaciones-de-fabricacion-en-irlanda/</a> Desde el punto de vista legal y contable, el BPA es un factor importante en la valoración de una empresa. Los inversionistas y analistas financieros utilizan esta medida para evaluar la rentabilidad de una empresa y tomar decisiones de inversión. Un aumento en el BPA puede indicar un mejor desempeño financiero y, por lo tanto, aumentar el atractivo de la empresa para los inversionistas.</p>
<h2>Beneficio de explotación</h2>
<p>A nivel interno, las empresas utilizan los datos del cálculo de su BPA para evaluar su rendimiento financiero y tomar decisiones estratégicas basándose en él. Su objetivo es&nbsp;aumentar el BPA de forma progresiva y sostenida, para demostrar que existe una adecuada eficiencia operativa, y que la gestión financiera se está llevando a cabo de manera óptima. Su principal finalidad es la de servir como herramienta para evaluar la rentabilidad de una empresa dentro de un determinado período. Los&nbsp;resultados obtenidos se pueden comparar con los de otras empresas, ayudando así a la toma de decisiones estratégicas. Es un indicador financiero que representa el&nbsp;beneficio neto de una empresa dividido entre el número de acciones que esta ha puesto en circulación. Dicho de una forma más sencilla, es una medida que nos ayuda a conocer qué parte del beneficio empresarial obtenido le corresponde a cada acción en particular.</p>
<h2>Aspectos relacionados con el beneficio por acción (BPA)</h2>
<p>El problema viene cuando el BPA no aumenta con el paso de los años y esos proyectos no consiguen alcanzar la rentabilidad esperada que justifique esa ampliación de capital. Por ejemplo, si una empresa tiene un beneficio <a href="https://investorynews.com/es/imaginear-anuncia-andrew-beranbom-ceo-y-fundador-de-first-tube/">https://investorynews.com/es/imaginear-anuncia-andrew-beranbom-ceo-y-fundador-de-first-tube/</a> neto de 1 millón de dólares y un total de 100,000 acciones en circulación, el BPA sería de 10 dólares por acción. El banco estadounidense Goldman Sachs se muestra relativamente optimista sobre las bolsas.</p>
<h2>Importancia del BPA en la valoración de una acción</h2>
<p>El beneficio por acción, también conocido como BPA, se calcula dividiendo las ganancias totales  de una empresa entre el número total de acciones en circulación. En algunos casos, habrá empresas que dispongan de participaciones preferentes, por lo que el cálculo del BPA varía ligeramente. En estos casos, <a href="https://dowjonesanalysis.com/es/el-promedio-industrial-de-dow-jones-mantiene-los-maximos-de-todos/">https://dowjonesanalysis.com/es/el-promedio-industrial-de-dow-jones-mantiene-los-maximos-de-todos/</a> es necesario descontar del beneficio neto del periodo (una vez deducidos todos los gastos) los dividendos de las acciones preferentes. El beneficio por acción es uno de los componentes que se tienen en cuenta en la fórmula para calcular ciertos ratios de valoración como el&nbsp;price-to-earnings.</p>
<p>En resumen, el Beneficio por Acción (BPA) es un indicador clave en el análisis financiero que permite evaluar la rentabilidad de una empresa en relación con el número de acciones en circulación. Calculado dividiendo el beneficio neto entre el número total de acciones, el BPA es utilizado para tomar decisiones de inversión y evaluar el desempeño de una empresa en el contexto de la economía, las finanzas y los seguros. El beneficio por acción es una medida financiera clave que muestra la rentabilidad de una empresa y el rendimiento de sus acciones.</p>
<p>Se trata de todas las acciones que tiene la empresa en curso y publicadas en la bolsa de valores. Par conocer esto tenemos el “Boletín diario” que se encuentra en la web de la Bolsa de Madrid. Se trata de la porción que distribuyen entre cada uno de los accionistas y esto se consulta en la web de la Bolsa de Madrid. Más expresamente en la sección de “estadísticas”, “boletines de cotización”, “Bolsa de Madrid” y “Próximos dividendos”. Ha llegado el momento de conocer todo lo referente al beneficio por acción, su concepto, lo que implica, cómo se calcula, de qué forma se debe interpretar y cómo esto nos beneficiaría a futuro.</p>
<p>La acción de este cruce de géneros (además de los citados, otros muchos) se desarrolla en Gyeongseong, la antigua Seúl, a finales de marzo de 1945, a solo unos meses del fin de la colonización japonesa. El insolente, engreído y, a pesar de todo, encantador Jang Tae-sang (Park Seo-joon, protagonista de &#8216;Itaewon Class&#8217;) es el propietario de la Casa del Tesoro Dorado, la mejor casa de empeños de la ciudad. Omnisciente porque sabe ingeniárselas para averiguarlo todo sobre todo y todos en el área de Bojeong. En cuanto a la distribución de los accionistas, el colectivo más numeroso es el correspondiente a los tenedores de acciones en el tramo comprendido entre 501 y 5.000 acciones, seguido del correspondiente a los titulares de menos de 500 acciones.</p>
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