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	<title>My Blog &#187; Forex Trading</title>
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		<title>Trading Psychology: Your Essential Guide to Understanding Your Trading Mind IG International</title>
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		<pubDate>Fri, 16 Feb 2024 11:05:41 +0000</pubDate>
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" width="453px" alt="what is trading psychology"/></p>
<p>
<p>You control psychology while trading by being disciplined and understanding the emotions and biases that can affect your trading plan. Learning how to overcome trading fear, greed or bias is an essential skill you may need to develop as a trader. This article examines trading psychology in detail, how to improve it, and the emotions you should guard against when trading. Trading psychology is different for each trader, and it is influenced by the trader’s emotions and biases.</p>
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<p>
<p>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. DailyFX Limited is not responsible for any trading decisions taken by persons not intended to view this material. FOMO is a well-known psychological phenomenon that affects traders of all experience levels.</p>
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<p>
<p>An example is the belief that stocks and bonds always move in opposite directions, as they have for the past few decades. Accepting the fact and moving will help you avoid making emotional decisions. This material does not contain a record of our trading prices, or an offer of, or solicitation for, a transaction in any financial instrument. You should not treat any opinion expressed <a href="https://broker-review.org/axitrader-review/">axitrader review</a> in this material as a specific inducement to make any investment or follow any strategy, but only as an expression of opinion. This material does not consider your investment objectives, financial situation or needs and is not intended as recommendations appropriate for you. No representation or warranty is given as to the accuracy or completeness of the above information.</p>
</p>
<p>
<h2>Implementing risk management</h2>
</p>
<p>
<p>Mitigating emotional biases is crucial for traders to maintain discipline and make rational decisions. Traders need to be self aware, establish trading rules and stick to them, implement risk management techniques, and seek accountability and support from their peers and mentors. From the perspective of trading psychology, investors and traders run into two problems. The first is the more clearly recognized one, in which market events trigger our own patterns, leading to poor trading decisions and blinding us to the patterns described by the above researchers. In other words, the&nbsp;challenge of the trading professional is not just an excess of emotion, but an absence of the flow state.</p>
</p>
<p>
<p>So, if you are capable of handling your emotions and making full use of Trading, progress is not far for you in the Trading world. It refers to the emotional and mental factors that influence a Trader&#8217;s decision-making abilities and behaviour in the financial markets. This is because trading bias means that you could be more likely to trade an asset that you have had past success on, or to avoid an asset on which you have incurred a historic loss. It is important that traders are aware of their conscious biases as this can help them overcome them and approach the markets with a more rational and calculated mindset. Greed is one of the most common emotions among traders and therefore, deserves special attention.</p>
</p>
<p>
<p>Chasing losses increases the potential  for larger losses and often causes traders to ignore risk management altogether. Overcoming cognitive and emotional biases are challenging, but traders can employ several strategies to mitigate their impact and make more rational decisions. <a href="https://forex-reviews.org/paxful/">paxful review</a> Traders need to be aware of these biases and actively work to mitigate their influence on decision-making. By recognizing and addressing cognitive biases, traders can enhance their objectivity, improve analytical processes, and make more rational trading decisions.</p>
</p>
<p>
<ol>
<li>By studying various trading tools and indicators the trader will have some successes and failures, but most will not make much money and will eventually give up after some months or even years.</li>
<li>Developing a trading plan will help you stick to a solid routine and avoid concentration gaps and loss aversion.</li>
<li>Whether you’re a novice looking to expand your trading toolkit or an experienced trader aiming to refine your approach, exploring a variety of trading strategies is essential.</li>
<li>Any research provided does not have regard to the specific investment objectives, financial situation and needs of any specific person who may receive it.</li>
<li>Ask yourself whether or not you’re allowing other market participants to sway your decisions.</li>
</ol>
<p>
<p>He was one of the first traders accepted into the Axi Select programme which identifies highly talented traders and assists them with professional development. However, to do so is not easy as traders can make inferences that are highly subjective. It is always more beneficial to look at data and utilise a tool like PsyQuation.</p>
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<p>
<h2>Identify your personality traits</h2>
</p>
<p>
<p>This information will come in the form of stock picks, books, seminars, trading coaches, gurus, you name it. Your personal beliefs, background and personality traits will then take that information and digest it into what you might call your foundation for trading. Traders can overcome their cognitive biases through education and awareness, objective research and analysis and through seeking contrarian perspectives. Indeed, this psychological aspect of finance is important as these impacts on decisions ultimately affect trading and portfolio performance.</p>
</p>
<p><img 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" width="450px" alt="what is trading psychology"/></p>
<p>
<p>The IG trading psychology content hub is the perfect place to learn how to manage your emotions and hone your trading psychology. Our analysts have already experienced the ups and downs, so you don’t have to. Leveraged trading in foreign currency or off-exchange products on margin carries significant risk and may not be suitable for all investors. We advise you to carefully consider whether trading is appropriate for you based on your personal circumstances.</p>
</p>
<p>
<h2>Trading Psychology: The Power Of Patterns And Principles</h2>
</p>
<p>
<p>Read this article because it delves into the critical role of trading psychology in financial markets, offering strategies to manage emotions and make informed decisions. Greed can be thought of as an excessive desire for wealth, so extreme that it <a href="https://forexbroker-listing.com/bitfinex/">bitfinex reviews</a> sometimes clouds rationality and judgment. This may include making high-risk trades, buying shares of an untested company or technology just because it is going up in price rapidly, or buying shares without researching the underlying investment.</p>
</p>
<p>
<p>This may seem similar to the first point but actually deals with thoughts of quitting. Many people see trading as a get rich quick scheme when in fact it’s more of a journey of trade after trade. This expectation of instant gratification often leads to frustration and impatience. Remember to stay disciplined and stay the course and view trading as a journey.</p>
</p>
<p>
<p>By keeping their emotions in check and sticking to their trading plan, successful traders can make more objective decisions and avoid the pitfalls of emotional trading. Deepening your understanding of the psychological aspects of trading can take your trading to the next level. Knowledge of how fear, greed, and other emotions affect trading decisions is just the beginning.</p>
</p>
<p>
<h2>What is Trading Psychology</h2>
</p>
<p>
<p>Traders who ignore risk management principles are likely to blow their trading accounts and suffer significant losses. A trading plan outlines a trader’s goals, risk management strategies, and other important aspects of their trading journey. It helps traders stay focused and disciplined, even when faced with unexpected market conditions. Rather than trying to master the market solely through technical analysis and valuation methods, you can also try noticing how your personality might affect trading decisions. Taking stock of the emotions you experience makes you better prepared for the unexpected. By understanding how investors make decisions, you can recognize emotions and trading biases and guard against them.</p></p>
]]></content:encoded>
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		<item>
		<title>Electronic Payment System: Types, Advantages, Disadvantages and Regulatory Bodies</title>
		<link>http://new.admore.se/?p=782</link>
		<comments>http://new.admore.se/?p=782#comments</comments>
		<pubDate>Fri, 22 Sep 2023 17:45:55 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://new.admore.se/?p=782</guid>
		<description><![CDATA[ [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>The process of secure electronic transactions used digital certificates that were assigned to provide electronic access to funds, whether it was a credit line or bank account. The algorithms used would ensure that only a party with the corresponding digital key would be able to confirm the transaction. As a result, a consumer’s credit card or bank account information could be used to complete the transaction without revealing any of their personal details, such as their account <a href="https://1investing.in/">https://1investing.in/</a> numbers. Secure electronic transactions were meant to be a form of security against account theft, hacking, and other criminal actions. Secure Electronic Transaction is an open-source encryption and security specification designed to protect credit card transactions on the internet. Remember that a secure electronic transaction is not a payment system; it is a set of security protocols and format that ensures that using online payment transaction on the internet is secure.</p>
<ol>
<li>People have their own preferences, and if they can find that option while purchasing from you, there are obviously more chances of them actually getting through with the transaction.</li>
<li>Cards are commonly used for Point-of-Sale (POS) transactions, online purchases, and cash withdrawals from ATMs.</li>
<li>E-payments offer a number of advantages and benefits, including cost and time savings, decreased payment processing errors, and reduced transaction costs.</li>
<li>But digital banking can also offer benefits beyond banking, connecting you to a community and banking opportunities specific to your wants and needs—regardless of where you live.</li>
</ol>
<p>Along with the customer’s digital certificate customer also sends an order and payment details to the merchant. The order part is used to confirm the transaction with the reference of items that are mentioned in the order form. The payment part contains the credit card( master card or visa) details. This payment information is in encrypted form; even the merchant cannot read it. The customer certificate ensures the merchant of a customer’s identity. The customer opens a credit card account like a master card or visa with a bank, i.e. issuer that supports electronic payment transactions and the secure electronic transaction protocol.</p>
<h2>Key Takeaways</h2>
<p>Online payments are subject to technical failures or downtime, just like any other software that is dependent on technology. Though tech maintenance operations are announced in advance and usually take  place during the night, sometimes, it can cause frustration among online shoppers. Especially when it takes place without prior warning, a lot of businesses experience heavy bounce rates. Earlier, people used to make cash/card payments at regular intervals. Now, payments are automated and people don’t have to actually remember to pay or take the effort to go all the way to the physical place of business to make their payments. This has made receiving and accepting payments easier for both the seller and the customer.</p>
<h2>Secure Electronic Transaction and digital signatures</h2>
<p>For sellers, it saves a great deal of time since they don’t have to waste time printing and mailing bills. Since it takes less than a few minutes to complete a transaction, people will not forget it or put it off for later. “The world of technology is offering the opportunity to be able to receive money and to spend money in ways that are much easier than they were in past times,” says Cohee. Cohee says that a lot of the risk is often in the hands of the financial institutions, not in the hands of consumers. Overall, you may be more secure than you think when using digital banking. Banking apps typically let you complete everyday banking tasks, like viewing statements and account balances, transferring funds and paying bills.</p>
<p>Unlike physical transactions, there are no ways to identify if the person making the online payment is the one he/she is claiming to be. Since there are no verification methods like photographs or signatures, most online payments are done behind a veil of anonymity. This can lead to a considerable amount of forgery and identity theft.</p>
<p>This software plug-in contains a consumer&#8217;s digital certificate, shipping and other account information. This critical information is protected by a password, which the owner must supply to access the stored data. In effect, an electronic wallet stores a digital representation of a person&#8217;s credit card and enables electronic transactions.</p>
<h2>Key features</h2>
<p>This includes the bank&#8217;s public key, the customer&#8217;s payment information (which the merchant can&#8217;t decode), and the merchant&#8217;s certificate. Visa and MasterCard founded SET as a joint venture on February 1, 1996. They realized that in order to promote electronic commerce, consumers and merchants would need a secure, reliable payment system.</p>
<p>This intricacy likewise dialed back the speed of web based business exchanges. SSL protocol was developed by Netscape for the secure online transaction. Cassidy Horton is a finance writer who specializes in insurance and banking. She has an MBA and a bachelor&#8217;s degree in public relations, as well as hundreds of articles published online by The Balance, Finder.com, Money Under 30, Clever Girl Finance, and more. “Consumers should seek out banks that prioritize offering a human touch even in their digital channels, striking the right balance between the human element and digital automation,” says Williamson. Digital banking also offers additional conveniences, such as the ability to go cashless.</p>
<p>“Security is a No. 1 priority for financial institutions,” says Cohee. Features like peer-to-peer payments might not be top-of-mind, but the ability to send money in minutes through your mobile banking app can be handy, and many banks now offer this feature. Locating nearby ATMs, cardless ATM withdrawals and budgeting and tracking tools are other perks your mobile banking app may offer. Whether you’re already all-in on digital banking or you’ve yet to download your bank or credit union’s mobile app, it’s important to know what to look for when banking online. Traditional banking methods—by branch, phone or ATM—aren’t as appealing anymore.</p>
<p>Using the credit card information received from the merchant, the payment gateway cross verify  the customer’s credit card with the help of the issuer. Based on the verification result, it either authorizes the payment or rejects the payment. This certificate contains customer details like name, public key, expiry date, certificate number, etc.</p>
<h2>Cost of fraud</h2>
<p>SET enforces customer self-authentication by entering a password that activates their digital wallet. Following the authentication, the customer&#8217;s device (PC, phone, etc.) sends their order and payment information to the merchant. When the cardholder <a href="https://1investing.in/advantages-disadvantages-of-e-payment/">advantages of secure electronic transaction</a> is authenticated, the issuing bank provides payment authorization to the acquiring bank, which then informs the merchant. In the SET scheme, the customer&#8217;s order information and payment information are encrypted with separate public keys.</p>
<p>The SET protocol includes Certification Authorities for making use of standard Digital Certificates like X.509 Certificate. Secure electronic transaction (SET) was an early communications protocol used by e-commerce websites to secure electronic debit and credit card payments. Secure electronic transaction was used to facilitate the secure transmission of consumer card information via electronic portals on the internet. The primary goal of SET is to protect credit/debit card transactions as they take place online. It provides a secure and confidential transaction environment for everyone involved in the e-commerce transaction, including the customer and merchant.</p>
<h2>What Is the Secure Electronic Transaction (SET) Protocol?</h2>
<p>To open a bank account online, choose which institution you’d like to open an account with and navigate to its website to begin the application process. The application process typically takes a few minutes and involves entering your name, address and Social Security number, among other details. Some banks may require additional verification steps, such as uploading a photo ID or proof of address. Once your application is complete, you can fund your account and begin using it. Unlike banking in person, mobile banking apps and websites generally have no restrictions on when you can perform banking tasks, like depositing a check or moving money from one account to another.</p>
<p>To secure card transactions and protect purchasing information, SET uses both symmetric (Data Encryption Standard or DES) and asymmetric (PKI) cryptography. Although digital solutions are not immune to hackers and security breaches, most electronic payment providers also have a host of data experts and engineers working to keep your payment information safe. The National Payments Corporation of India (NPCI) is a pivotal institution that operates and manages various retail payment systems in the country. NPCI oversees systems like UPI, IMPS, and NACH, contributing to the development and maintenance of efficient, secure, and interoperable electronic payment platforms. IMPS enables instant interbank electronic fund transfers through mobile phones, internet banking, or ATMs. It is particularly useful for peer-to-peer transactions and small-value payments.</p>
<p>Electronic transactions are more secure (you aren’t carrying cash), they’re more sanitary (you aren’t touching cash) and you can track your transaction electronically, he notes. These all constitute digital transactions that may eventually get disrupted by new inventions over the years. She pushes the boundaries beyond her core responsibilities and enjoys making complex concepts understandable to diverse audiences. Kathryn has a working knowledge and years of experience in finance, investments, markets, consumer and business banking, student loans, and more.</p>
<p>The expansion of information technology has led to a new form of banking. Traditional banking, based on the physical presence of the customer, is only a part of banking activities. In the last few years, electronic banking has emerged, adopting a new distribution channels like Internet and mobile services. The main goal was to allow businesses to improve the quality of service delivery and reduce transaction cost, and anytime and anywhere service demand for customers.</p>
<p>Matching digital keys are also generated, so participants can confirm the certificates of the other party and verify the transaction. Electronic payments provide complete visibility and transparency throughout the entire payment process for both your business and your suppliers, thus improving the supplier relationship. RTGS is another electronic fund transfer system that allows real-time settlement of large-value transactions. This is known as public-key cryptography, or asymmetriccryptography which is used to secure electronic communication overa network. SSL only protects the cardholder and the merchant, which is insufficient to prevent fraud.</p>
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		<title>Share Certificate Definition, Issuance, Transfer, Safeguarding</title>
		<link>http://new.admore.se/?p=804</link>
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		<pubDate>Wed, 10 May 2023 17:13:11 +0000</pubDate>
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				<content:encoded><![CDATA[<p>They are typically issued when shares are first purchased or transferred to a new owner. Inform Direct makes the reissue of a share certificate very easy, as it will automatically generate a unique number when used to create a replacement certificate. Refer to our guide if you need to confirm what should be included on a share certificate and look at how to produce share certificates quickly and simply using our intelligent software. If the value of the lost share certificate is significant (or may become material if the share price rises a lot), the company may feel that the existing shareholder on their own lacks the means to provide an adequate indemnity. Complications can arise, even at this early stage, if the shareholder has moved house and not advised the company of their new address.</p>
<ol>
<li>Preferred share certificates, on the other hand, offer shareholders preferential treatment over common shareholders in terms of dividend payments and liquidation preferences.</li>
<li>They can also block someone from cashing in a lost or stolen stock certificate.</li>
<li>Our experts suggest the best funds and you can get high returns by investing directly or through SIP.</li>
<li>If the replacement certificate had the same number as the original it would be hard to tell the two certificates apart, if the lost certificate later reappears.</li>
</ol>
<p>The existence of a fiduciary duty does not prevent the rise of potential conflicts of interest. LegalZoom provides access to independent attorneys and self-service tools. LegalZoom is not a law firm and does not provide legal advice, except where authorized through its subsidiary law firm LZ Legal Services, LLC.</p>
<h2>If Stock Certificates Are Transferred on Death, What Is the Tax?</h2>
<p>The new certification scheme will make a genuinely positive difference to many who have experienced pregnancy or baby loss, offering formal recognition of the tiniest of lives. Zoe and I hope that the introduction of a national certificate of baby loss will give bereaved parents the official recognition that their babies did exist and that their babies lives, however brief, really do matter. Over the past 5 years, it has been my honour to co-chair and write the Pregnancy Loss Review on behalf of the  Secretary of State for Health. The 73 recommendations that Sam and I submitted within the review offer a real opportunity to revolutionise baby loss care in England. Losing a baby can be a hugely traumatic event and the introduction of certificates to formally acknowledge the loss of life is a positive step towards better supporting women and parents affected. The articles and research support materials available on this site are educational and are not intended to be investment or tax advice.</p>
<p>There is a tremendous amount of tedious clerical work involved in maintaining a stock certificate system. For example, all transactions, such as a merger or spinoff, can only proceed when the paper certificates are signed and mailed to <a href="https://1investing.in/">https://1investing.in/</a> the company. Fake / forged/stolen certificates or certificates where the duplicate certificate is issued, must be seized and defaced by the RTA / listed company and disposed of in the manner, authorized by the Board of the Company.</p>
<h2>Disadvantages of Issuing a Share Certificate</h2>
<p>This initial contact is important, as once the company is aware of the loss this should be documented and a restriction should be placed on the certificate to prevent it from being used fraudulently. Finally, if a shareholder has their paper certificate lost or stolen, it means a lot of work for the company. Specifically, the business has to find the old shares, verify ownership, put a &#8220;stop&#8221; on the paper certificates, and then issue new paper certificates.</p>
<h2>Step 4 &#8211; Replacement</h2>
<p>Share certificates or stock certificates specify the number of shares owned and serve as proof of ownership. A share certificate is a document that indicates the ownership of company shares by its shareholder/beholder. It acts as prima facie evidence of the title of the individual holding the shares.</p>
<p>Shareholders should notify the company, provide necessary details, and follow the prescribed procedures for mitigating any potential risks. Maintaining accurate and up-to-date records is essential for share certificates. Companies are often required to keep detailed records of share issuances, transfers, and ownership changes. Adhering to corporate laws and regulatory requirements is crucial when dealing with share certificates to ensure compliance and protect the interests of shareholders and the company.</p>
<p>Replacing a sharecertificate is a complex process and although we have tried to simplify it asmuch as possible, there are a number of steps you will need to take. Each of&nbsp;the 4 steps will take approximately 5 working days to complete&nbsp;and, in some cases, the <a href="https://1investing.in/i-lost-my-share-certificate-do-i-still-own-the/">what is loss of share certificate</a> company issuing shares may require a resolutionconfirming the replacement of the certificate from the board of directors. Share certificates are necessary for exercising shareholder rights such as voting and receiving dividends, acting as eligibility proof.</p>
<h2>What information does a share certificate contain?</h2>
<p>Also file an FIR (LAR (Loss of Article ) Report at police station of the area (city) where the share certificates has been lost . Once the transfer agent is notified of the loss, the agent will place a &#8220;stop transfer&#8221; on the certificate to prevent others from cashing the certificate in if it is found. The stop-transfer is much like the&nbsp;stop payment&nbsp;that an individual might place on a check at their bank. The transfer agent will also notify appropriate parties to alert them that the certificate has been lost. We warmly welcome the introduction of optional certificates for those who have experienced pregnancy or baby loss since September 2018, and we very much look forward to the scheme being extended to losses prior to that date as soon as possible. One of those pivotal recommendations was for the introduction of a new certificate of loss, which the Mariposa Trust (sayinggoodbye.org) has tirelessly campaigned for over the past 9 years.</p>
<p>The term “share certificate” has an additional meaning, beyond stock ownership. In banking, share certificates are a type of savings vehicle you can open at a credit union. A credit union share certificate is the equivalent of a certificate of deposit (CD) account offered by a bank. Today, most investors hold electronic stock certificates but it’s possible that you may have some physical certificates hanging around. If those certificates are lost, stolen or damaged you might be wondering if that equates to losing the investment as well. A share certificate demonstrates an investor’s ownership of shares in a particular company.</p>
<h2>Steps to be taken by Company</h2>
<p>Our team of reviewers are established professionals with decades of experience in areas of personal finance and hold many advanced degrees and certifications. Electronic certificates offer benefits such as enhanced security, efficiency in transferability, and potential cost savings. These regulations aim to safeguard investors&#8217; interests, ensure fair markets, and promote transparency in securities transactions. The company secretary is responsible for carrying out crucial duties for the expansion of the business, including e&#8230; The bottom line is that documenting, tracking, and verifying transactions with paper stocks is very challenging. But to set yourself up for success, you&#8217;ll also need to think about your business name, finances, an operating agreement, and licenses and permits.</p>
<p>The loss of Share Certificates can lead to huge financial loss to Shareholders as well as the Company. To avoid any unnecessary loss to the Shareholders and the Company, the remedy is provided by the Central Government. In this article, the procedure followed for the Issue of Duplicate Share Certificate will be discussed. If you’re interested in saving with a credit union, comparing share certificate rates is a good place to start.</p>
<p>CAs, experts and businesses can get GST ready with Clear GST software &amp; certification course. Our  GST Software helps CAs, tax experts &amp; business to manage returns &amp; invoices in an easy manner. Our Goods &amp; Services Tax course includes tutorial videos, guides and expert assistance to help you in mastering Goods and Services Tax. Clear can also help you in getting your business registered for Goods &amp; Services Tax Law. Just upload your form 16, claim your deductions and get your acknowledgment number online. You can efile income tax return on your income from salary, house property, capital gains, business &amp; profession and income from other sources.</p>
<p>Electronic stock certificates can save the company money as there’s no cost to print and mail them to investors. From an investor perspective, electronic share certificates may be easier to manage as you don’t have to worry about them being lost, stolen or damaged. It can also be easier to keep track of what you own digitally, rather than managing stacks of paper.</p>
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		<title>FRAGMENTATION Definition &amp; Usage Examples</title>
		<link>http://new.admore.se/?p=668</link>
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		<pubDate>Wed, 03 May 2023 14:05:07 +0000</pubDate>
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				<content:encoded><![CDATA[<p>The alternative would be for the file system to constantly reshuffle all existing data on the drive each and every time a file is changed, which would bring the data writing process to a crawl, slowing down everything else with it. Fragmentation of 0% means that all the free memory is in a single large block; fragmentation is 90% (for example) when 100 MB free memory is present but largest free block of memory for storage is just 10 MB. Among plants, fragmentation is the regularly found type of asexual reproduction. Fragmentation is a very common type of vegetative reproduction in plants. Fragmentation occurs when a shoot that is rooted becomes detached from the main group.</p>
<p>These regions of memory become fragmented when the process loads and unloads from it, making it unusable for incoming processes. SSDs allow a finite number of writes (i.e., putting information on the drive). Each and every time a defrag is run on a hard drive, it has to move the files from one location to another, each time writing the file to a new location. This means the SSD would endure constant writing, over and over again, as the defrag process progresses.</p>
<ol>
<li>Although IP fragmentation is a neat solution to common networking problems, it can result in unwanted side effects and issues.</li>
<li>To induce cAMP production, fully differentiated primary adipocytes were stimulated with 1 μM CL for 5 min.</li>
<li>Taken together, our data suggest that obesity drives RalA expression and GTP binding activity, leading to its association with PP2Aa, which in turn recruits the catalytic subunit PP2Ac to dephosphorylate Drp1 S637.</li>
<li>The main characteristic of the process of fragmentation is that this process can occur both intentionally and unintentionally.</li>
</ol>
<p>Complementary DNA was generated from 1 μg RNA using the cDNA Maxima Reverse Transcription kit (Thermo Fisher Scientific). MRNA expression was assessed by real-time PCR using the QuantStudio real-time PCR system and SYBR Green PCR master mix (Invitrogen). Relative mRNA expression levels were calculated using averaged 2−ΔΔCt values for each biological replicate. Preadipocytes were cultured in high-glucose DMEM with 10% newborn calf serum (culture medium). At 2 d after confluency, differentiation was induced in culture medium containing 0.5 mM IBMX, 5 μM dexamethasone and 2 μg ml−1 insulin for 3 d. The medium was then switched to growth medium with insulin (day 3–7) or without insulin (day 7 to fully differentiated).</p>
<h2>Source Data Extended Data Fig. 5</h2>
<p>Memory fragmentation can occur at the memory management level, where the system allocates and deallocated&nbsp;memory blocks dynamically. Network fragmentation occurs when a packet of data is divided into smaller fragments for transmission over a network. Fully differentiated primary adipocytes in 24-well plates were incubated in 0.5 ml DMEM per well containing 1 mM carnitine and 0.5 μCi per well and [14C]-PA for 60 min at 37 °C. Afterwards, 360 μl medium was collected and added to 40 μl 10% BSA in a 1.5-ml tube with a filter paper in the cap. Then, 200 μl 1 M perchloric acid was added to the tube and the cap was immediately closed tightly and incubated at RT.</p>
<h2>Insulin tolerance test</h2>
<p>Once reaching 95–100% confluence (day 0), differentiation was induced as described above. On the day of experiment, cells were starved in DMEM/F12 medium 3 h before treatments. Obesity has become a worldwide epidemic1, dramatically increasing the incidence of type 2 diabetes, nonalcoholic steatohepatitis and other cardiometabolic abnormalities2,3,4. During the development of obesity, white adipose tissue (WAT) chronically expands and undergoes metabolic changes characterized by hormone insensitivity, inflammation, fibrosis and apoptosis5,6. The process of fragmentation is one of the most important mechanisms that mostly occur in a multicellular organism (i.e. the organism that is made up of more than a single cell). In Reproductive Biology, fragmentation refers to the process by which a living organism split into parts that later grow identical to the original organism.</p>
<h2>Rala knockout in white adipocytes increases mitochondrial activity and fatty acid oxidation</h2>
<p>Then, 30 min after injection, plasma and tissues were collected and snap frozen until further processing. The accumulation of deoxy-glucose-phosphate in different tissues was determined using a published protocol26. For H&amp;E staining, liver tissue was collected and fixed in 10% formalin. Paraffin-embedding, sectioning and H&amp;E staining was completed at the UCSD Biorepository and Tissue Technology Shared Resources (BTTSR).</p>
<p>However, because performance isn&#8217;t impacted nearly as much as it is on non-SSDs, you really don&#8217;t need to ever defrag them. SSDs are basically overgrown versions of the storage used on flash drives and digital cameras. Not only that, doing so will shorten the overall lifespan of the drive.</p>
<p>(Ref. 2) In fragmentation, reproduction occurs via the breakage of the parent organism into various fragments that have the ability to grow identical to their parents. In parthenogenesis, this type of asexual reproduction is found in many fishes, reptiles, and amphibians. Most basically, fragmentation increases the work required to allocate and access a resource. Further, if a resource is not fragmented, allocation requests can simply be satisfied by returning a single block from the start of the free area. The problem of internal fragmentation may arise due to the fixed sizes of the memory blocks.</p>
<h2>What is it meant by fragmentation?</h2>
<p>Global suppliers and sources of items such as computer chips, coffee, and lithium for electric vehicle batteries were impacted by the challenges of lockdowns and shipment issues. Globalization and improved technology paved the way for fragmentation, as it becomes increasingly cheaper and easier to source, ship, and track goods as they travel from place to place. Fragmentation is common in the electronics, transportation, and apparel industries.</p>
<p>By going to different suppliers and manufacturers, companies can cut their costs. This benefit can be passed on to the consumer, resulting in more affordable goods and <a href="https://traderoom.info/fundamentals-of-web-application-architecture/">web application architecture best practices</a> services. In 2022, supply chains were affected by the COVID-19 pandemic as consumers saw shortages of products on shelves and price increases for those products.</p>
<p>Sections were post-stained with 2% uranyl acetate for 5 min and Sato’s lead stain for 1 min. Images were obtained using a Jeol 1400 plus TEM equipped with a Gatan digital camera. Whole blood <a href="https://traderoom.info/">https://traderoom.info/</a> was taken from the facial vein and blood glucose was measured with a glucose meter (Easy Touch) from the tail vein. Plasma was collected after centrifugation  at 1,200g at 4 °C for 10 min.</p>
<p>The memory allocator can use this free block of memory for future allocations. However, it cannot use this block if the  memory to be allocated is larger in size than this free block. When a program is started, the free memory areas are long and contiguous.</p>
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		<title>What Is the Prime Rate? How It&#8217;s Set and How It Affects You</title>
		<link>http://new.admore.se/?p=798</link>
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		<pubDate>Mon, 15 Nov 2021 08:38:03 +0000</pubDate>
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				<content:encoded><![CDATA[<p>The exact change in your interest rate depends on how much the prime rate changes&nbsp;— take for instance, the two recent adjustments that resulted in .50% and 1% APR reductions. A 1% decrease means a 14.99% variable APR would decrease to 13.99%. The prime rate is the interest rate banks charge their best customers for loans. Auto loans are taken for the purpose of purchasing a vehicle, similar to other short-term loans the Prime Rate impacts the interest charged on auto loans. An increase in the Prime Rate will result in higher monthly payments on the loan. As of November 2021, the average auto loan interest rate for new cars is 4.58%.</p>
<ol>
<li>The reason banks charge their most creditworthy customers a different rate as compared to others is because of default risk.</li>
<li>The following table highlights some of the key differences between the prime rate and the discount rate.</li>
<li>Lenders would try to attract “blue chip” borrowers by offering interest rates lower than the prime rates.</li>
<li>Similarly, when rates are high, liquidity dries up, and the economy slows down.</li>
</ol>
<p>In March 2020, due to the negative effects of the COVID-19 pandemic, the Fed initiated two emergency rate cuts to increase investments and spur the economy. These rate cuts decreased the Fed Funds rate to 0% &#8211; 0.25%, which decreased the Prime Rate to 3.25%. After a series of rate hikes in 2022, the Fed Funds Rate is currently in the range of 3.00% &#8211; 3.25%. With prime rates being 3% above the upper limit of the Fed Funds Rate, the Prime Rate today is 8.50%. Therefore, if the Fed decides to increase the Fed Funds Rate, making it more expensive for banks to lend to each other, the banks will accordingly increase the Prime Rate for their customers. Hence, even though the Fed does not officially set the Prime Rate, it does impact it through the Fed Funds Rate.</p>
<p>This means that consumers will slow down spending because of the higher prices, which in turn will slow down  the economy. The prime rate began to rise significantly in the 1970s as the United States experienced an economic recession and high inflation. The prime rate reached its all-time high of 21.5% in Dec. 1980, as the Federal Reserve sought to curb inflation by raising interest rates.</p>
<h2>How Does the Prime Rate Impact You?</h2>
<p>The prime rate is generally reserved for banks&#8217; most qualified customers. These are borrowers who pose the least potential for default risk. Prime rates may not be available to individuals as often as to large corporate entities. Because a bank&#8217;s best customers have little chance of defaulting, the bank can charge them a rate that is lower than <a href="https://forexhero.info/">https://forexhero.info/</a> the rate charged to a customer who has a higher probability of defaulting on a loan. The prime rate is the interest rate that commercial banks charge creditworthy customers and is based on the Federal Reserve&#8217;s federal funds overnight rate. The prime&nbsp;interest rate—3.25% as of December 2020—is what U.S.&nbsp;banks&nbsp;charge their best customers.</p>
<p>Banks also take into account your creditworthiness—the more likely you are to pay them back, the lower the rate they would charge and vice versa. Changes in the prime rate are highly correlated with changes in the federal funds rate. The prime rate typically changes a day or so after a change in the federal funds rate. If the Fed lowers the discount rate, the prime rate will come down and mortgage interest rates may dip to more favorable levels, which could boost a slumping housing market. The two rates tend to correlate over time but not as strongly as with the 10-year bond yield, because of its longer maturity. The Fed charges the discount rate to other banks and financial institutions for their short-term operating needs.</p>
<h2>Odds Now At 80% (Likely) The U.S. Prime Rate Will Hold At 8.50% After The September 20, 2023 FOMC Monetary Policy Meeting</h2>
<p>When calculating consumer interest rates, commercial banks add a margin to the prime rate. Products such as home equity lines of credit (HELOCs), mortgages, student loans, and personal loans all have customized interest rates that consider the borrower&#8217;s creditworthiness. Any existing loan or line of credit that has a fixed interest rate is not affected by a change in the prime rate.</p>
<h2>Wall Street Journal Prime Rate</h2>
<p>The fed funds rate is the interest rate at which banks lend to one another. The discount rate is the rate at which the central bank lends to banks as a lender of last resort. As a rule of thumb, the prime rate adjusts based on how the Fed moves the discount rate. This produces higher mortgage interest rates, which can slow the demand for new loans and cool the housing market.</p>
<p>The federal funds rate is the primary tool that the Federal Open Market Committee uses to influence interest rates and the economy. Changes in the federal funds rate and the discount rate also dictate changes in The Wall Street Journal prime rate, which is of interest to borrowers. The prime rate is the underlying index for most credit cards, home equity loans and lines of credit, auto loans, and personal loans. The 11th District Cost of Funds is often used as an index for adjustable-rate mortgages.</p>
<p>Similarly, when rates are high, liquidity dries up, and the economy slows down. Since individual consumers do not have the same resources, banks typically charge them the prime rate plus a surcharge based on the product type they want. A credit card rate might be the prime rate plus 10%, for instance. For example, the Fed may decide to charge a higher discount rate to discourage banks from borrowing money, which would effectively reduce the amount of money available for consumer and business loans.</p>
<p>If you’re an individual with average credit, your credit card may charge prime plus, say, six percentage points. If the funds rate is at 1.5%, that means prime is probably at 4.5%. So, our hypothetical customer is paying 10.5% on their revolving credit line. If the Federal Open Market Committee lowers the rate, the customer will enjoy lower borrowing costs almost immediately. Therefore, the rate for overnight lending among commercial banks goes down. If the Fed wants to increase the rate, it could do the opposite by going into the open market and selling government securities.</p>
<h2>Relationship to Prime</h2>
<p>If you happened to have a loan indexed to LIBOR, the effect was sizable. For instance, a homeowner with an adjustable-rate mortgage that reset during late 2008 may have seen their effective interest rate jump more than a full percentage point overnight. Meanwhile, the Federal Reserve was busy buying securities in an effort to bring down the funds rate for domestic lenders.</p>
<p>A significant change in the prime rate often signals that the Federal Reserve has changed the federal funds rate. It increases the federal funds rate to bring inflation under control. The prime rate is reserved for only the most qualified customers, those who pose the least amount of default risk. If the prime rate is set at 5%, <a href="https://forexhero.info/the-pin-bar-trading-strategy/">forex pin bar trading strategy</a> a lender still may offer rates below 5% to well-qualified customers. When prime rate changes (as a result of the Fed changing the federal funds rate), your credit card APR also fluctuates. The change follows the same pattern as the prime rate — meaning a decrease in the prime rate results in a decrease in your card&#8217;s APR.</p>
<p>Banks generally use a formula of federal funds rate + 3 to determine the prime rate it charges its best customers, primarily large corporations that borrow and repay loans on a more or less constant basis. While many banks set their prime rate according to the federal funds rate, there&#8217;s no single prime rate. When you see a reference to &#8220;the prime rate,&#8221; it usually reflects an average rate across financial institutions. Banks generally adjust the prime rate roughly 3% above the federal funds rate. However, some banks set their lending rates up to five percentage points higher.</p>
<p>Although the prime rate and discount rate have some commonalities, they also have some key differences. Businesses and consumers need to understand how these two rates ultimately affect the interest they pay on interbank loans, mortgages, and credit cards. But while the prime does not directly affect most consumers,  it does provide the benchmark for many consumer and small business loans. It also affects other types of everyday debt, like credit cards, mortgages, and home equity lines of credit.</p>
<p>Because they&#8217;re based on the federal funds rate, prime rates also reflect the state of the economy. During times of recession, prime rates are generally lower, hitting 3.25% during the Great Recession. While the prime rate affects the interest rate lenders set for financial products, you can still influence the rate you receive by improving your credit score. The higher your credit score, the better (and lower) interest rates you&#8217;ll receive on existing accounts with variable rates, as well as new account openings. The Fed meets roughly eight times a year to discuss potential adjustments to the federal funds rate, based on the economy&#8217;s current conditions. For instance, the Fed announced two emergency rate cuts&nbsp;in March to help combat the negative economic impact of the coronavirus.</p>
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		<title>How Leverage Works in the Forex Market</title>
		<link>http://new.admore.se/?p=739</link>
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		<pubDate>Tue, 31 Aug 2021 17:05:37 +0000</pubDate>
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				<content:encoded><![CDATA[<p>Top traders make use of stops to limit their downside risk when trading forex. At DailyFX we recommend risking no more than 1% of the account equity on any single trade and no more than 5% of the account equity for all open trades at any point in time. Once the amount of risk in terms of the number of pips is known, it is possible to determine the potential loss of capital. As a general rule, this loss should never be more than 3% of trading capital.</p>
<ol>
<li>Someone on a spending spree can rationalize their actions by convincing themselves they’ll pay it back with their next salary.</li>
<li>When researching leveraged trading providers you might come across higher leverage ratios, but using excessive leverage can have a negative impact on your positions.</li>
<li>When trading stocks, there are different rules that govern the use of margin accounts when opening short positions.</li>
</ol>
<p>Like any sharp instrument, leverage must be handled carefully—once you learn to do this, you have no reason to worry. Hence, they tend to be less volatile than other markets, such as real estate. The volatility of a particular currency is a function of multiple factors, such as the politics and economics of its country.</p>
<p>In forex jargon, the market “gaps” when the price of a given currency pair abruptly moves up or down with little trading occurring in between. When this happens, the pair’s chart will show a gap in its pricing pattern. Furthermore, successful traders make use of a positive risk-to-reward ratio in an attempt to achieve higher probability trades over time. To calculate leverage, simply divide the trade size by the required equity.</p>
<h2>What is the Best Leverage in Forex</h2>
<p>Therefore, events like economic instability in the form of a payment default or imbalance in trading relationships with another currency can result in significant volatility. In this article, we would like to offer an experienced point of view  to help you make informed decisions and choose the best leverage for Forex trading. Leverage is most <a href="https://g-markets.net/">https://g-markets.net/</a> effectively utilized when applied to implement money management strategies, especially when dealing with limited funds. Of course, using leverage can be risky and it is recommended to test on a demo account first to ensure you understand how it works in practice. Traders mostly utilise Forex swaps to transfer their position within a day.</p>
<p>DailyFX Limited is not responsible for any trading decisions taken by persons not intended to view this material. Leverage in forex is a useful financial tool that allows traders to increase their market exposure beyond the initial investment (deposit). This means a trader can enter a position for $10,000 worth of currency and only need $1000, in a ten-to-one leverage scenario. However, it is essential to know that gains AND losses are magnified with the use of leverage. In adverse market scenarios, a trader using leverage might even lose more money than they have as deposit.</p>
<p>Traders must be mindful of margin calls if the position moves in the opposite direction, bringing the account equity below an acceptable level determined by the broker. However, margin-based leverage does not necessarily affect risk, and whether a trader is required to put up 1% or 2% of the transaction value as margin may not influence their profits or losses. This is because the investor can always attribute more than the required margin for any position. This indicates that real leverage, not margin-based leverage, is the stronger indicator of profit and loss.</p>
<h2>Information to help you learn about forex.</h2>
<p>Higher leverage is a significant reason why a huge number of people show interest in Forex trading compared to various other financial instruments. In general, forex provides significantly higher leverage compared to stocks and other options. Most traders know the term &#8220;leverage,&#8221; but not everybody understands what it means and how it directly affects their trading. This exercise highlights the basics of how forex leverage is used when entering a trade. However, you’ll need more than just the initial margin to maintain your position in the market. Options are not suitable for all investors as the special risks inherent to options trading may expose investors to potentially rapid and substantial losses.</p>
<h2>What is leverage?</h2>
<p>Here, you’d only have to pay 10% of your £1000 exposure, or £100, to open the position. Forex trading may be applied to play a short-term hunch on an election outcome, a long-term assessment of the economic path of a country or region, or for many other reasons. Steven Hatzakis is the Global Director of Research for ForexBrokers.com.</p>
<h2>The basics of forex trading</h2>
<p>We&#8217;re also a community of traders that support each other on our daily trading journey. The difference of JPY 400,000 is your net loss, which at an exchange rate of 87, works out to USD 4,597.70. The appropriate amount of leverage to use is not one-size-fits-all; it varies depending on the specifics of each trade and, importantly, on the individual trader’s tolerance for risk.</p>
<p>In the worst-case scenario, you could even lose more money than the initial $1,000 you put up to open the trade. Furthermore, it is essential to continuously educate oneself about the forex market and the factors that drive it. This will help traders make informed decisions and avoid relying solely on leverage to make profits. Secondly, it is important to have a solid risk management strategy in place.</p>
<p>There are numerous other tools available to help you manage risk including price alerts and limit take-profit orders. If GBP/USD rose to 20 pips, you would still make the same profit of $200, but at a considerably reduced cost. Call 844 IG USA FX or email We’re here 24 hours a day, from 3am Saturday to 5pm Friday (EST). Forex accounts are not protected by the Securities Investor Protection Corporation (SIPC), nor do they receive a preference in any bankruptcy proceeding pursuant to Part 190 of the CFTC’s regulations. Not investment advice, or a recommendation of any security,  strategy, or account type. The $1,000 deposit is “margin” you had to give in order to use leverage.</p>
<p>Leverage works by using a deposit, known as margin, to provide you with increased exposure to an underlying asset. Essentially, you’re putting down a fraction of the full value of your trade, and your provider is loaning you the rest. Be sure to understand all risks involved with each strategy, including commission costs, before attempting to place any trade. Clients must consider all relevant risk factors, including their own personal financial situations, before trading. It’s similar to margin trading in stocks and futures, but there are key differences. Before you trade with FOREX.com, it’s important to understand the risks of leverage.</p>
<p>Below are examples of margin requirements and the corresponding leverage ratios. The initial margin required by each broker can vary, depending on the size of the trade. If an investor buys $100,000 worth of EUR/USD, they might be required to hold $1,000 in the account as margin. In other words, the margin requirement would be 1% or ($1,000 / $100,000). Furthermore, different brokers might have varying methods of calculating and applying swap rates. For example, XM provides a swap fees calculator to help traders estimate their potential costs or earnings from holding a position overnight.</p>
<p>Leverage in Forex trading is a tool provided by Forex brokers that allows traders to control larger positions (on CFDs or other Forex derivatives) with a smaller amount of actual capital. Leverage in Forex trading is a powerful tool that allows traders to gain significant market exposure with a relatively small initial investment, known as margin. It’s important to consider the <a href="https://g-markets.net/helpful-articles/engulfing-candlestick-pattern/">stalled candlestick pattern</a> margin requirements of each trade before taking your position in a market. Leverage enables you to increase your market exposure beyond your initial investment (known as margin). You can think of the margin as a deposit your broker requires from you to trade a certain product. Your broker then covers the remaining balance to give you full exposure to the market you’re trading.</p>
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		<title>Chapter 1  Configuring the CodeReady Workspaces installation Red Hat CodeReady Workspaces 2.3 Red Hat Customer Portal</title>
		<link>http://new.admore.se/?p=174</link>
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		<pubDate>Fri, 30 Jul 2021 15:51:12 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[ [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>It’s NOT RECOMMENDED to configured true without OAuth configured. By default, when users access to a workspace with its URL the workspace automatically starts if it is stopped. This is the directory in the machine where your projects are placed. The Developer Sandbox comes pre-configured with Red Hat OpenShift Dev Spaces, Red Hat&#8217;s productized version of Eclipse Che. You can quickly spin up a development environment with everything you need, all hosted on OpenShift. The devfile provides easy to configure, reproducible definitions of portable developer environments.</p>
<p>This parameter is also applicable for chePlugin type components. This is useful for temporary content or without access to editing the referenced content. The specified environment variables are provisioned into each init container and containers inside all Pods and Deployments. This section describes how to mount Git credentials store as secret from the user’s project into the file in single-workspace or multiple-workspace containers of CodeReady Workspaces. This section describes how to mount a secret from the user’s project as a file in single-workspace or multiple-workspace containers of CodeReady Workspaces.</p>
<p>These extensions are possible to package as CodeReady Workspaces plug-ins by combining them with their dependencies. By default, CodeReady Workspaces includes a plug-in registry containing common plug-ins. This chapter provides basic information about installing, enabling, and using CodeReady Workspaces plug-ins in workspaces.</p>
<p>You only need a machine capable of running a web browser to code, build, test, and run on OpenShift. Administrators and developers can customize their Dev Spaces instance and other web-based IDEs. The experience is as fast and familiar as an integrated development environment (IDE) on your laptop. Asynchronous storage is a combination of persistent and ephemeral modes.</p>
<p>With Red Hat CodeReady Workspaces, you can use any machine (even a mobile device) and immediately begin contributing to projects, using a pre-secured environment for development. A persistent volume (PV) acts as a virtual storage instance that adds a volume to a cluster. When the common strategy is used and a workspace PVC access mode is ReadWriteOnce (RWO), only one node can simultaneously use the PVC. An HTTP proxy is used to sign outgoing requests from a workspace service to the CodeReady Workspaces server and to authenticate incoming requests from the IDE client running on a browser. For more information about plug-in registry customization, see Section&nbsp;3.1, “Building and running a custom registry image”.</p>
<h2>6. Configuring Red Hat CodeReady Workspaces server hostname</h2>
<p>CodeReady Workspaces plug-ins are special services that extend the workspace capabilities. The containers that the plug-ins are packaged into run as sidecars of the workspace editor and augment its capabilities. When developing a plug-in that depends on or interacts with components of workspaces (containers, preferences, factories), use the CodeReady Workspaces APIs embedded in Che-Theia. This drives the appropriate changes in the JAVA_OPTS and https(s)_proxy variables in the CodeReady Workspaces server and workspaces containers. Overrides the container image used in the Plugin registry deployment.</p>
<ul>
<li>The customCheProperties field, part of the CheCluster Custom Resource server settings, contains a map of additional environment variables to apply to the CodeReady Workspaces server component.</li>
<li>The extension-hosting sidecar container and the use of the extension in a devfile are optional.</li>
<li>The maximum number of workspaces that a organization is allowed to own.</li>
<li>Starting with Red Hat CodeReady Workspaces 2.0, Visual Studio Code (VS Code) extensions can be installed to extend the functionality of a workspace.</li>
<li>Enables pull-request workflow where a server handles the local and remote branching, forking, and pull-request issuance.</li>
</ul>
<p>When starting a new server within a component, CodeReady Workspaces automatically detects this, and the UI offers to expose this port as a public port automatically. It is impossible to do this for servers, such as a database server, which automatically starts at the container start. For the cheEditor and chePlugin component types, CPU requests can be described in the plug-in descriptor file, typically named meta.yaml.</p>
<h2>4. Creating a workspace using crwctl and a local devfile</h2>
<p>A devfile can only contain one component of the cheEditor type. This section describes how to create a minimal devfile for your project and how to include more than one projects in a devfile. GitHub authentication can be based on using personal access tokens.</p>
<h2>2.2. Accessing a Git repository using HTTPS</h2>
<p>When CodeReady Workspaces is installed on a OpenShift cluster, the workspace controller is the only component that is deployed. A CodeReady Workspaces workspace is created immediately after a user requests it. A container running JBoss EAP is also included as part of our developer environment. A workspace includes the source code of your project, the IDE, and a replica of the production environment. This makes sure what we’re building will run the same everywhere. Existing developer tooling does not adequately address the evolving needs of containerized development, a challenge that we’re pleased to answer with Red Hat CodeReady Workspaces.</p>
<h2>Blue/green deployment strategy with OpenShift Pipelines</h2>
<p>List of available <a href="https://forexhero.info/codeready-workspaces-overview/">codeready workspaces</a> plugins and more information about registry can be found in the CodeReady Workspaces plug-in registry GitHub repository. You can add a project to a non-running workspace, but you must start the workspace to delete it. This section describes how to create a new workspace to edit an existing codebase. The stack’s underlying devfile’s name and generateName are overriden by it. For an introduction to devfiles and instructions for their use, see below.</p>
<h2>1.1. Using existing SSH keys</h2>
<p>VS Code extensions can run in the Che-Theia editor container, or they can be packaged in their own isolated and pre-configured containers with their prerequisites. The most important part  of the object is the url, which defines the location of plug-in configuration. Typically, it is a tar archive with the plug-in meta.yaml file. OAuth for Github allows users to clone projects using SSH addresses (git@) and push to repositories.</p>
<h2>14.3. Getting preview URLs</h2>
<p>It is not recommended to reconfigure PVC strategies on an existing CodeReady Workspaces cluster with existing workspaces. Using the common PVC strategy, user-defined PVCs are replaced with subpaths on the common PVC. When the user references a volume as my-volume, it is mounted in the common-pvc with the /workspace-id/my-volume subpath. Use the devfile format to specify the tools and runtime applications of a CodeReady Workspaces workspace. RH-SSO is a prerequisite to configure CodeReady Workspaces in multi-user mode.</p>
<p>It is not possible to mix the id and reference fields in a single component definition; they are mutually exclusive. Both name and generateName are optional parameters, but at least one of them must be defined. CodeReady Workspaces 2.0 plug-ins replace CodeReady Workspaces 1.2 installers. The following table lists the CodeReady Workspaces 2.0 plug-ins that have replaced CodeReady Workspaces 1.2 installers.  To change the default value, see the CodeReady Workspaces 2.0 Installation Guide.</p>
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		<title>Technical Analysis Basics: A Guide for Beginners</title>
		<link>http://new.admore.se/?p=845</link>
		<comments>http://new.admore.se/?p=845#comments</comments>
		<pubDate>Mon, 21 Jun 2021 11:05:37 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[ [&#8230;]]]></description>
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" width="452px" alt="what is technical analysis in forex"/></p>
<p>
<p>But a successful technical trader might utilize a huge range of indicators – and backtest their strategy to make sure that it’s fit for purpose – before they trade. The basis of technical analysis is in Dow theory, a set of rules created by Charles Dow between 1851 and 1902. The rules guide traders on the principles of market action – including the types of trends, the phases of price movements and the impact of news on the market.</p>
</p>
<p>
<p>Unlike fundamental analysis, which requires a deep understanding of economic indicators and global events, technical analysis focuses solely on price patterns and indicators. This makes it accessible to beginners who may not have a strong background in finance or economics. Forex analysis is used by retail forex  day traders to determine buy or sell decisions on currency pairs.</p>
</p>
<p>
<p>A trend will provide the overall direction the currency pair is moving, while ranges may indicate areas of support or resistance the price is approaching. They may also use technical indicators in an attempt to find a rhythm or pattern in the price movements. By charting these patterns, analysts can try to anticipate how the price will move within the pattern, and predict when it will break out of its historical range. Technical analysis can be applied to virtually any financial market &#8211; forex, indices, stocks, commodities and cryptocurrencies.</p>
</p>
<p><img 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" width="457px" alt="what is technical analysis in forex"/></p>
<p>
<p>It operates 24 hours a day, five days a week, and involves the trading of different currencies. Technical analysis helps traders navigate this complex market by providing them with a systematic <a href="https://forexbroker-listing.com/city-index/">alvexo bad reviews</a> approach to analyze price movements. Technical analysis may be the preferred method for a short-term trader with only delayed information on economic data but real-time access to quotes.</p>
</p>
<p>
<h2>What Is the Best Method of Analysis for Forex Trading?</h2>
</p>
<p>
<p>The core assumption is that all known fundamentals are factored into price; thus, there is no need to pay close attention to them. Technical analysts do not attempt to measure a security&#8217;s intrinsic value, but instead, use stock charts to identify patterns and trends that&nbsp;suggest what a stock will do in the future. Professional analysts often use technical analysis in conjunction with other forms of research. Unlike fundamental analysis, which attempts to evaluate a security&#8217;s value based on business results such as sales and earnings,&nbsp;technical analysis&nbsp;focuses on the study of price and volume.</p>
</p>
<p>
<ol>
<li>A trader conducting a fundamental analysis of the EUR/USD currency pair would find information on the interest rates in the Eurozone more useful than those in the U.S.</li>
<li>By charting these patterns, analysts can try to anticipate how the price will move within the pattern, and predict when it will break out of its historical range.</li>
<li>IG accepts no responsibility for any use that may be made of these comments and for any consequences that result.</li>
<li>Fundamental analysts study everything from the overall economy and industry conditions to the financial condition and management of companies.</li>
</ol>
<p>
<p>Traders have a lot of tools to help them in this quest for the trend; these include Support &amp; Resistance, trendlines, Price Patterns, Japanese Candlestick patterns and indicators etc. Forex analysis is the practice of determining which currency within a pair is likely to be stronger <a href="https://broker-review.org/ig/">ig broker review</a> over a given period of time. Forex traders can then use this knowledge to purchase the currency that they expect to increase in value or to sell the currency they think will decline in value. To help make these predictions, forex traders will study a range of sources.</p>
</p>
<p>
<h2>Key Principles of Technical Analysis</h2>
</p>
<p>
<p>Charles Dow released a series of editorials discussing technical analysis theory. His writings included two basic assumptions that have continued to form the framework for technical analysis trading. In addition, read daily forecasts for EURUSD, GBPUSD, USDJPY, USDCAD currency pairs from our analysts. The resistance level is always above price, as if it restrains its further growth. Once the price approaches to the resistance level, the sellers` activity increases, and demand is weakened.</p>
</p>
<p>
<p>Having said that, most traders won’t stick to pure technical or fundamental analysis – they’ll employ a mix of the two to ensure they have a fully balanced view. So, you could use fundamental analysis to pick the market you want to trade, and then use technical analysis to decide when you should open your position. Trading foreign exchange on margin carries a high level of risk, and may not be suitable for all investors. Before deciding to trade foreign exchange you should carefully consider your investment objectives, level of experience, and risk appetite. You could sustain a loss of some or all of your initial investment and should not invest money that you cannot afford to lose. What’s more is that with all the traders who rely on technical analysis out there, these price patterns and indicator signals tend to become self-fulfilling.</p>
</p>
<p>
<h2>What Is Forex Analysis?</h2>
</p>
<p>
<p>Automated analysis can have an advantage over its manual counterpart because it&#8217;s intended to take the behavioral economics out of trading decisions. Forex systems use past price movements to determine where a given currency may be headed. A trader conducting a fundamental analysis of the <a href="https://forex-reviews.org/limefx/">limefx</a> EUR/USD currency pair would find information on the interest rates in the Eurozone more useful than those in the U.S. Those traders would also want to be on top of any significant news releases coming out of each Eurozone country to gauge the relation to the health of their economies.</p>
</p>
<p>
<p>Resistance levels are drawn similarly, but the line  is drawn through the highs (where the price reversed down). Fibonacci retracement anticipates areas of support and resistance based on horizontal lines. This identifies the point at which a stock or currency will reverse its current trend. Minimum retracement hovers at below 40% in a strong trend but this can ratchet up to 60% or more in a weaker trend.</p>
</p>
<p>
<h2>Plan your trading</h2>
</p>
<p>
<p>This includes stocks,&nbsp;futures,&nbsp;commodities, fixed-income, currencies, and other securities. In fact, technical analysis is far more prevalent in commodities and&nbsp;forex&nbsp;markets where&nbsp;traders&nbsp;focus on short-term price movements. It is common for technical analysts to test how their strategy would perform – before risking any actual capital – by applying it to a market’s previous price movements. It involves taking a chunk of real data from a selection of markets, and running a strategy against it. If the backtesting works, traders and analysts will develop the confidence to use the technical analysis as the basis for entering live positions. Secondly, technical analysis is suitable for traders of all experience levels, including beginners.</p>
</p>
<p>
<p>Traders who use technical analysis believe that past price movements can help predict future price movements. It is important to note that technical analysis is not concerned with the fundamental factors that drive the market, such as economic indicators or news events. Forex technical analysis is a powerful tool that can help beginners make informed trading decisions in the forex market. By understanding key concepts such as trend analysis, support and resistance levels, chart patterns, and indicators, traders can develop effective strategies. However, it is important to remember that technical analysis is not foolproof and should be used in conjunction with other analysis methods and risk management techniques. With practice and experience, beginners can gain confidence in their technical analysis skills and become successful forex traders.</p>
</p>
<p>
<h2>Types of Forex Market Analysis</h2>
</p>
<p>
<p>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. If the price moves below the moving average, there is the downtrend, if above&nbsp;– uptrend. If the price crossed the curve, it indicates a possible trend reversal.</p></p>
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		<title>The Difference Between Net Income, Earnings and Profit</title>
		<link>http://new.admore.se/?p=688</link>
		<comments>http://new.admore.se/?p=688#comments</comments>
		<pubDate>Fri, 19 Feb 2021 14:48:37 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://new.admore.se/?p=688</guid>
		<description><![CDATA[ [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Some small business taxpayers without inventory qualify to use the cash method of accounting instead of accrual accounting to compute net income on their tax returns. They can choose the same cash method for business financial statements to maintain only one set of books. The IRS sets the rules for allowing cash method accounting for income taxes.</p>
<ol>
<li>They can choose the same cash method for business financial statements to maintain only one set of books.</li>
<li>If a company has positive cash flow, the company&#8217;s liquid assets are increasing.</li>
<li>Starting with her January net income of $3,000, we subtract the cost of the new oven ($1,500) but add the late payment received ($2,000).</li>
</ol>
<p>This gives them a better idea of how profitable the company’s core business activities are. For individuals, net income matters because it shows you how much money you may be able to spend. And for a business, net income is the amount of money left over after all expenses are paid. The number is the employee&#8217;s gross income, minus taxes and any contributions to accounts such as a 401(k) or HSA. Therefore, EBIT is not the last line of the income statement, as is net income.</p>
<p>Corporations can carry their losses into other years to offset taxable income in those years, thereby cutting their tax liability. To continue the previous example, after your corporation lost $50,000 in the second year, you could file an amended tax return for the first year. On the amended return, you&#8217;d claim a $40,000 &#8220;net operating loss carryback&#8221; that would offset $40,000 worth of your corporate profit for the year. At a 30 percent tax rate, you&#8217;d owe only $3,000 in taxes, so you&#8217;d get a refund for the other $12,000 you paid in taxes that year. Financial statements come from solid books, so try a bookkeeping service like Bench.</p>
<h2>How to Estimate Cash Flow of a Project</h2>
<p>Those types of expenses tend to fall under Operating Expenses (“OpEx”), under Selling, General &amp; Administrative (SG&amp;A). Eventually I educated myself and learned the history and tendencies of the stock market, which has helped me to feel confident in investing in it. <a href="https://bigbostrade.com/">https://bigbostrade.com/</a> This had to have spilled over into my ideas about the stock market, which I originally perceived as very risky and unpredictable. For an investor, earnings can be compared to the price of a stock in a&nbsp;price to earnings ratio to get the relative value of a stock.</p>
<p>Many businesses have a separate statement of retained earnings (or owner’s equity if the business isn’t incorporated). This statement starts with the previous year’s retained earnings and adds the current year’s net income (or subtracts a net loss) to calculate retained earnings for the current year. Wondering if your business is making money, breaking even, or heading into the  red? Knowing how to calculate net income is the key to understanding your company’s financial health. Investors and lenders sometimes prefer to look at operating net income rather than net income.</p>
<h2>Multi-step Net Income Formula</h2>
<p>In the world of business, net income isn’t just a term, it’s a measure of success, growth, and sustainability. Since she can’t afford to close her bakery and wait for her next shipment to arrive, she runs to the closest grocery store. But because she was in such a rush, she forgot her business bank card, so she pays for the sugar using her personal credit card. Keeping an eye on your net income in this context can provide actionable insights for better financial management and long-term sustainability.</p>
<p>In that case, investors should regard negative returns on shareholders&#8217; equity as a warning sign that the company is not as healthy. For many companies, something as simple as increased competition can eat into returns on equity. If that happens, investors should take notice because the company is facing a problem that&#8217;s core to its business. The company may have negative taxable income and receive tax refunds from the tax authority as a result.</p>
<p>Whether it’s for personal or business finances, knowing your net income can help you get a clearer picture of where you stand financially. Whether you want to pay off debt, create a manageable budget or save for a home, understanding net income could be the first step in managing your money. Knowing your net income, or net pay, can be a good way to budget and look for areas where you could cut back on spending. And for businesses, it can also offer a picture of how much profit a company is bringing in. If a company has net income, it may be approved for lines of credit or bank loan financing that will sustain business operations and growth.</p>
<h2>What Is Net Income?</h2>
<p>From this figure, subtract the business&#8217;s expenses and operating costs to calculate the business&#8217;s earnings before tax. Gross income also includes revenue from other customers below the $600 minimum of a 1099 form. When expenses and costs are subtracted from these revenues, the independent contractor can produce financial statements showing a bottom line for net income. The net profit margin metric, which divides net income (net profit) by total revenues on the company’s income statement is 9.4%.</p>
<p>Depreciation&nbsp;is an accounting method that allocates&nbsp;the cost of a fixed asset over its useful life. Depreciation accounts&nbsp;for declines in the value of the asset and spreads the expense of it&nbsp;over the years of the useful life of that asset. Depreciation helps companies avoid taking a huge deduction in the year the asset is purchased, allowing companies to earn revenue from the asset. That’s right, fully 40% of companies in the S&amp;P 500 had 0 years of negative net income over a 20 year time period. Note that only current constituents were included, and not those who have been kicked out of the index.</p>
<p>Ask your CPA firm to determine the right accounting method for your company. Both net income and cash&nbsp;flow&nbsp;should be compared with other companies&nbsp;in the industry to obtain performance benchmarks and to understand any potential market-wide trends. When trying to figure out business net income, start with the total revenue and then subtract business expenses, operating costs and taxes. The number you get after doing that represents the company’s net income.</p>
<p>Achieving positive net income is a goal that most companies and small business owners aim to reach. But some startups and hypergrowth companies operate at a loss for several years as they invest heavily to capture market share in their niche. The loss of equipment’s value over time, known as depreciation, can be considered an expense, as can the repayment of business loan principal, referred to as amortization.</p>
<p>It&#8217;s calculated by subtracting expenses, interest, and taxes from total revenues. Net income can also refer to an individual&#8217;s pre-tax earnings after subtracting deductions and taxes from gross income. A negative income figure appears on a company&#8217;s income statement, also known  as a profit and loss statement. <a href="https://bigbostrade.com/risk-management-forex-forex-risk-management-tips/">risk management forex</a> When the expenses exceed the revenues, the company has a negative income. The company may receive revenues from sales of goods and services, dividends and interest. A business usually has to pay out various expenses, such as cost of inventory, administrative expenses, taxes and interest on loans.</p>
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		<title>Open Positions Definition What Does Open Positions Mean IG Australia</title>
		<link>http://new.admore.se/?p=698</link>
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		<pubDate>Mon, 15 Feb 2021 15:12:23 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

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				<content:encoded><![CDATA[<p>These components intricately interplay, influencing the duration of holding periods and shaping the overall risk profile for investors. Some investors adopt a hybrid approach, combining elements of both buy-and-hold and short-term trading. This allows for strategic allocation of assets for long-term growth, while also taking advantage of short-term trading opportunities.</p>
<p>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. In trading and investing, an open position is an active trade that’s yet to be closed.</p>
<p>The position trader has spotted a trend, made a buy based on that trend, and is waiting for it to peak in order to sell. Positional trading can be an excellent choice for beginners who prefer a more relaxed and less time-intensive approach to trading. Even more, it is arguably the most straightforward trading style for beginners as it does not require the effort and time required in short-term strategies. Yet, if you are keen to build a career as a trader, then position  trading is not necessarily the ideal trading strategy for you to learn the dynamics of the markets. In conclusion, a nuanced understanding of market exposure and holding periods, coupled with strategic risk mitigation, forms the cornerstone of a robust investment strategy.</p>
<p>However, a short-term open position requires you to be very attentive to even the minute details as closing your position at the right time can be the difference between profit and loss. In the landscape of investing, an open position refers to an active trade that is awaiting closure through a counteracting transaction. Whether initiated with a buy order, indicating a long position, or a sell order, signalling a short position, the position lingers until a corresponding trade takes place. To illustrate, envision an investor who owns 500 shares of a particular stock; these shares represent open positions. It is only when the investor sells these shares that the open position concludes.</p>
<p>You can also use all-time price charts to gain a broader market perspective. Unlike day or swing trading, position trading requires less time and attention to the market, making <a href="https://traderoom.info/category/brokers/">traderoom</a> it ideal for those with busy schedules or those who prefer a more laid-back approach. At the same time, position trading requires higher trading capital and a lot of patience.</p>
<ol>
<li>A short position, on the contrary, refers to the technique of selling a security with plans to buy it later, expecting that the price will fall in the short term.</li>
<li>Another popular position trading strategy is using a combination of the 50-day and 200-day moving average (MA) technical indicators.</li>
<li>Long-short market-neutral hedge funds make use of these positions, and they often use as their benchmark the risk-free rate of return because they do not worry about the direction of the market.</li>
</ol>
<p>The value of shares, ETFs and ETCs bought through an IG share trading account can fall as well as rise, which could mean getting back less than you originally put in. These are indirect positions since they  do not involve outright positions in the actual underlying. Closing a position thus involves the opposite action that opened the position in the first place.</p>
<h2>Understanding Positions</h2>
<p>It is generally accepted among investors that the shorter the trading time horizon, the higher the risk. The simplest way to describe position trading is to say that the trader sets a large profit target in terms of percentage market movement. At the same time, in order not to be prematurely eliminated from the position, the <a href="https://traderoom.info/">https://traderoom.info/</a> position Trader also tolerates greater losses by setting a more distant stop-loss order. Let’s suppose that you want to go long on shares in company X and decide to place a CFD trade. Spot trades only represent a small percentage of foreign transactions, and retail trading platforms are only a small percentage of that.</p>
<p>The open position diversification also reduces market exposure; it doesn’t matter if it is a normal trading day or a market shock. The Forex open position volume is crucial for scalpers and intraday active traders, as a single price swing in the opposing direction could ruin the entire deposit. For example, an investor who owns 500 shares of a certain stock is said to have an open position in that stock. Buy-and-hold investors typically&nbsp;have one or more open positions at any given time.</p>
<h2>Markets</h2>
<p>The second trade will fix your trading result – if the price has changed according to your forecast or has started moving in the opposite trade direction. When the asset price goes below its all-time low, there is a possibility of its rise in the future. An open position would get closed automatically if it had a stop or a limit attached, which was subsequently filled. One of the most common things I see newbie traders struggle with is that they trade against the trend. Almost … But before you dive in, here are a few tips for how I’d approach position trading as a newbie. You see a simple breakout pattern, which offers you a smart place to enter, as well as a place to put your stop loss.</p>
<h2>Open position example</h2>
<p>If you close a smaller volume than the original trade, you will close a part of the position. After you close position, the trading result will be displayed in the ‘Trading history’ graph. A closed position is a situation when the financial situation result of the opened position is fixed. Therefore, if the deposit amount is about $170, a short price movement in an unfavorable direction will make it impossible for me to enter any new trades, according to the method of arithmetic mean. If the forecast doesn’t come true, the order will not be opened, and the following financial result will be negative. If the order works out, the profit will be higher than that yielded by the market or a stop order.</p>
<p>This information will help your broker decide whether options trading is a good fit for you. If they determine it is, your broker will decide which options trading levels you qualify for. Most brokers offer five different levels of trading, with one being the lowest level of risk and five being the highest.</p>
<p>Open position trading can be a great trading style for a trader who can’t track trades all day or doesn’t want to be under too much stress. It is also very suitable for investors fond of fundamental and financial analysis. If you are just starting out trading on financial markets, that question certainly occurred to you. In trading and investments, everything comes to open and close positions at the right moment. Stock indices comprise a cluster of stocks that are grouped together because they are located in the same geographical area or belong to the same commercial chain.</p>
<p>If you’re looking for a long-term investment option, stocks are probably the better choice and tend to be a better option for new investors. Options can be more flexible and often come with smaller investment requirements. But the strategies are more complex and are typically better-suited for more skilled investors.</p>
<p>So, if you don’t handle high-pressure, make-or-break trading situations well, position trading is something you should look at. If day trading moves too fast or you’re looking for longer-term trading strategies, position trading may be right for you. Similar to stocks, commodities are also highly suitable for long-term trades.</p>
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