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	<title>FinTech &#8211; Rafa &amp; Kiko</title>
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	<description>Website oficial do Rafa &#38; Kiko. O Rafa é um menino de 8 anos, muito alegre, divertido e um pouco traquinas, que não gosta muito de estudar, mas que tem no seu fiel amigo Kiko um companheiro para viver grandes aventuras enquanto aprende.</description>
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		<title>What Are The 4 Types Of Crm &#038; How To Choose The Best One</title>
		<link>https://www.rafaekiko.pt/what-are-the-4-types-of-crm-how-to-choose-the-best/</link>
		
		<dc:creator><![CDATA[Carmen Santana]]></dc:creator>
		<pubDate>Tue, 17 Sep 2024 05:58:19 +0000</pubDate>
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					<description><![CDATA[To enhance visibility and organizational transparency, you can set up groups and assign obligations analytical crm. The program suggests the]]></description>
										<content:encoded><![CDATA[<p>To enhance visibility and organizational transparency, you can set up groups and assign obligations <a href="https://www.xcritical.in/blog/analytical-crm-benefits-types-of-analytical-crm/">analytical crm</a>. The program suggests the most worthwhile buyer groupings to gross sales personnel. Such data may be used to target particular prospects who&#8217;re more doubtless to benefit the company. For occasion, when a potential purchaser visits your website online or indicators up in your mailing list, or when present prospects send an email, their information is routinely loaded into your CRM.</p>
<h2>What Are The Four Kinds Of Crm And How To Choose The Best One</h2>
<p>CRM software program could be divided into two varieties based mostly on deployment Cloud-based CRM and On-Premises CRM. Use the trial period to get hands-on experience and gather feedback out of your group members. This will assist you to make an knowledgeable decision earlier than committing to a particular CRM software program. Before diving into the choice course of, it&#8217;s essential to have a transparent understanding of what CRM is and the means it can benefit your small business.</p>
<h2>Store Your Buyer Information In A Centralised Hub</h2>
<p>This is the place an operational CRM comes into the picture to simplify and streamline all the primary business processes. You can use these CRM options to sort out mundane tasks like generating leads, changing them, and providing impeccable personalised companies to retain them. Every overseas schooling marketing consultant has no alternative but to construct and maintain personalised relationships with their shoppers. One simple method to notice this aim is by using dependable buyer relationship administration (CRM) software program to construct and foster relationships. Starting with the basics, analytic CRM is theprocess of supporting decision-making processes. In apply, analytic CRM encompasses simpleactivity reporting and forward-looking analytics and statistics.</p>
<h2>What&#8217;s Analytical Crm: A Complete Guide To Its Sorts, Advantages &amp; Options</h2>
<p>WhatsApp CRM provides you with the aptitude of managing your buyer interactions on WhatsApp directly from your CRM software program. This is especially useful for companies that depend on quick, personal communication with their clients, similar to small businesses, startups or these in regions where WhatsApp is widely used. With analytical CRM tools, organizations can analyze all the customer’s information and their interactions. This helps organizations predict buyer developments and suggests relevant merchandise to prospects. Analytical CRM stores and analyzes the shopper knowledge to supply companies with insights on customer conduct and buy intentions.</p>
<h2>Operational Crm: Enhancing Effectivity In Customer-facing Activities</h2>
<p>Technology can greatly assist you to to optimize your CRM and make your service more efficient, cost-effective and dependable. If you usually have only a few leads and no repeat enterprise, the prices of an enterprise stage CRM software program might outweigh the advantages. For example, desired product information could be communicated with the marketing division so that an evaluation may be made in this aspect to deliver most popular items to clients. Collaborative CRM connects a number of organizational areas corresponding to sales, advertising, finance, and repair and communicates customer information amongst them to showcase a better knowledge of shoppers. Analytical CRM&nbsp;aids in the analysis of shopper knowledge generated by operational CRM apps. Analytical CRM additionally aids in understanding consumer habits and determining their real price to the group.</p>
<p>Have a take a glance at the Salesforce pricing web page to see an overview of CRM costs based on the scale of your corporation and the merchandise that are right in your wants. Read Forrester&#8217;s survey of 700+ business leaders to see how they&#8217;re utilizing AI to serve prospects higher. In truth, correct CRM software might help you cut back the price of leads by 23%, which may imply lots for your corporation. This blog goals to highlight the three major kinds of CRM methods and delve into the benefits they carry to the desk. Definition, improvement and analysis of an inclusive set of rules and analytical strategies. Extracting all relevant and important buyer data from varied channels.</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.xcritical.in/wp-content/uploads/feed_images/buy-side-vs-sell-side-liquidity-in-ict-trading-img-2-768x513.webp" width="406px" alt="Types of Analytical CRM" /></p>
<p>At its core, Customer Relationship Management (CRM) is not just a software answer; it’s a strategic strategy geared toward understanding, participating, and nurturing relationships with clients. The ultimate objective is to drive development and enhance customer satisfaction by leveraging data and insights. Main function of sales automation is to set commonplace within group to accumulate new customers and cope with present prospects. It organizes information in such a way that the business can meet customers’ wants and improve gross sales more effectively and successfully. It consists of various CRM gross sales modules like lead management, contact management, Quote-to-Order administration, gross sales forecasting.</p>
<h2>What Are The Options And Benefits Of A Collaborative Crm?</h2>
<ul>
<li>This CRM system underlines its ease of use, automation options, and pre-designed provides.</li>
<li>A CRM with messaging capabilities that includes your customer information makes it even easier to speak throughout your teams, with the information you want to collaborate proper at your fingertips.</li>
<li>When it comes to picking a CRM, the best answer is the one that fits the group&#8217;s tech stack optimally.</li>
<li>Data assortment and evaluation are viewed as a continuing and iterative process.</li>
<li>CRM software helps you retain observe of buyer interactions and information, ensuring nothing slips by way of the cracks.</li>
</ul>
<p>It unifies buyer knowledge, contacts, and offers throughout the whole group, which helps to simply collaborate with different staff members. Analytical CRM solution is designed for companies that deal with a massive number of leads and wish some insights for higher administration. The software provides correct evaluation and prediction in regards to the market sample and buyer behaviour. To find the proper CRM software program, you want to establish your specific business requirements. Start by assessing the challenges you presently face in managing customer information, communication, lead conversion, and gross sales processes.</p>
<p>Analytical CRM additionally helps in monitoring leads throughout completely different channels and buyer profile creation. Used within the planning and administration of marketing campaigns at different geographical levels, branding, and product – analysis. Marketing analytics additionally offers useful info on untapped advertising opportunities. Once the CRM collects and analyzes new pieces of buyer knowledge, you can create a clearer image of a customer’s identity regarding your corporation mannequin.</p>
<p>If all that info will get stored in handwritten notes, laptops, or inside the heads of your salespeople, there may be severe cost implications. Details can get misplaced, action gadgets aren’t followed up on promptly, and customers get prioritised based on guesswork rather than knowledge. And if somebody leaves the corporate, until their contacts and notes are saved in a CRM, that information — and enterprise — may disappear together with them. The finest CRM software is completely different from the one that&#8217;s the most expensive or the one that has the most features, and it is the one which fits your wants essentially the most.</p>
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" width="408px" alt="Types of Analytical CRM" /></p>
<p>Also, firms can see how prospects work together with their website speedily over specific timescales. Mastering the artwork of managing your customers and retaining them with excellent customer service may be fairly challenging for seasoned companies too. In addition to this, service representatives and prospects could be synchronized collectively completely to make sure instances advance in a timely manner and adhere to service stage agreements (SLAs).</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.xcritical.in/wp-content/uploads/2022/08/7a2e8234-9b35-4952-a86d-51b22a99e941-768x512.webp" width="409px" alt="Types of Analytical CRM" /></p>
<p>No matter what firm you may have, if you have CRM software everything will go on ease. Online Analytical Processing (OLAP) instruments are another nice providing from analytical CRM software program. These tools will help analyse data in databases however with totally different perspectives to make sure you do not miss out on anything. The present market presents several varieties of CRM software program, they usually all have distinct traits that set them aside. So, let’s take a more in-depth have a glance at these CRM sorts and allow you to decide the best one for elevated conversions. Implementing a CRM system, regardless of the sort, yields a plethora of benefits for businesses aiming to thrive in a customer-centric surroundings.</p>
<p>These are the sorts of questions that channel administration is designed to answer. Zoho Analytics presents you real-time analytics to help inform smarter enterprise choices. An operational CRM streamlines and simplifies an organization’s major enterprise processes. In doing so, the system may assist firms generate leads, convert these leads into contacts, and supply the service infrastructure important to please and retain prospects. A CRM database is a centralized useful resource that properties information collected on important buyer and prospect contacts, in addition to different explicit data much like interactions with contacts. As WhatsApp becomes more popular for enterprise communication, there’s a growing have to integrate it with CRM methods.</p>
<p>CRM contributes to buyer retention and loyalty by providing businesses with a holistic view of customer interactions. This allows for proactive problem-solving, personalised communication, and the supply of tailored solutions, ultimately fostering buyer satisfaction and loyalty. Therefore, there&#8217;s a key difference between operational CRM and analytical CRM. Unlikely operational CRM helps automation of marketing, sales and providers are accepted out instantly.</p>
<p>Compare Oracle and Salesforce in the areas of gross sales, service, ecommerce, subject service, and marketing. This article aims to offer you all the knowledge associated to the functions and makes use of of each forms of CRM. Evaluate these sorts to discover out which aligns best with your small business requirements. So, if you are on the lookout for the most effective CRM for abroad education consultants, then you must check out SmartAgentic, which actually units the requirements excessive. This abroad education consultants CRM has every little thing you want to meet your business objectives and foster lasting connections.</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.xcritical.in/wp-content/uploads/feed_images/crypto-index-funds-what-is-a-crypto-index--768x512.webp" width="400px" alt="Types of Analytical CRM" /></p>
<p>Read more about <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> here.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Why Bitcoins Volatility Is a Feature, Not a Bug</title>
		<link>https://www.rafaekiko.pt/why-bitcoins-volatility-is-a-feature-not-a-bug/</link>
		
		<dc:creator><![CDATA[Carmen Santana]]></dc:creator>
		<pubDate>Sat, 08 Jun 2024 02:05:36 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://www.rafaekiko.pt/?p=74454</guid>

					<description><![CDATA[Content Get Kiplinger Today newsletter — free Trader &#8216;first&#8217; in UK charged with operating crypto ATM Bitcoin: Why is the]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;margin-bottom: 1em;padding: 1em;width: 350px">
<p class="toctitle" style="font-weight: 700;text-align: center">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Get Kiplinger Today newsletter — free</a></li>
<li><a href="#toc-1">Trader &#8216;first&#8217; in UK charged with operating crypto ATM</a></li>
<li><a href="#toc-2">Bitcoin: Why is the largest cryptocurrency crashing?</a></li>
<li><a href="#toc-3">The $74,000 Resistance Level in Early 2024</a></li>
<li><a href="#toc-4">Stablecoin collapse sends crypto tokens tumbling</a></li>
<li><a href="#toc-5">Historically Low Volatility Has Been a Precursor to a Price Increase</a></li>
<li><a href="#toc-6">Crafting a Model and Narrative to Understand Bitcoin’s Volatility Regimes</a></li>
</ul>
</div>
<p>The second has incredibly high volatility but is believed to possess the ability to store value. The second asset class would be the correct choice for the investor because it is the one that has the better chance of fulfilling the investment objective of preserving value over the specified time horizon. Volatility, despite being undesired, is not part of the objective and does not matter over the 10 years. What matters is whether the objective has been achieved at the end of the ten years, <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> not necessarily achieved at all times throughout the 10-year time period.</p>
<h2 id="toc-0">Get Kiplinger Today newsletter — free</h2>
<p>The Securities and Exchange Commission, recently told a House committee there are gaps in the system. He pointed out that there&#8217;s a need for legislation to specify which regulator should oversee crypto exchanges. Gensler mentioned that the SEC &#8220;taken and will continue to take our authorities as far as they go.&#8221; But cryptocurrencies are naturally freewheeling assets that aren&#8217;t directly governed by international borders or certain central agencies within a government. This presents a problem for policymakers who are accustomed to dealing with clear-cut definitions for <a href="https://www.xcritical.com/blog/crypto-volatility-important-points-you-should-know/">crypto volatility trading</a> assets.</p>
<h2 id="toc-1">Trader &#8216;first&#8217; in UK charged with operating crypto ATM</h2>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' 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" width="302px" alt="Why Is Bitcoin Volatile" /></p>
<p>— Trendlines are diagonal lines drawn by connecting a series of price points. An upward trendline connects higher lows and acts as a support level, while a downward trendline connects lower highs and acts as a resistance level. As gold went through a major price discovery process in the 70&#8217;s, which then resulted in amassing a larger base of investors, volatility naturally declined. We believe bitcoin could go through the same process, and in fact the limited historical evidence we do have so far appears to be showing volatility declining over the long-term. As can be seen below, gold did not get to this established asset class in a consistent, easy to predict, or low volatile manner.</p>
<h2 id="toc-2">Bitcoin: Why is the largest cryptocurrency crashing?</h2>
<p>The point is that something that has low volatility is not necessarily a good store of value in the long run, while something that has high volatility does not mean that it can&#8217;t be a good store of value in the long run. As noted above, early 2024 has shown to be a unique period of low volatility coinciding with all-time highs in price. When looking at this pattern, the glaring absence of the 2020–2021 period cannot be understated. Global events like the COVID-19 pandemic can vastly change the trajectory of any market, bitcoin included. In traditional finance, volatility is synonymous with “risk.” Therefore, higher volatility corresponds to higher actual or perceived risk.</p>
<h2 id="toc-3">The $74,000 Resistance Level in Early 2024</h2>
<p>Bitcoin is trading at a 20% discount, at a time when the full impact of the halving has likely not yet occurred. This event, which results in the rewards paid out to Bitcoin miners being cut in half, has a number of follow-on consequences that make Bitcoin much more attractive for investors. And it also has a disinflationary impact over the long haul, making Bitcoin more attractive to investors looking for a long-term store of value.</p>
<h2 id="toc-4">Stablecoin collapse sends crypto tokens tumbling</h2>
<ul>
<li>In recent months, MVRV has declined due to realized value remaining relatively stable while the market price of bitcoin has declined.</li>
<li>Miners won&#8217;t continue to mine if the value of the currency they&#8217;re mining isn&#8217;t high enough to cover their costs.</li>
<li>Ensure that the levels are drawn on higher time frames (daily, weekly) for more significant levels.</li>
<li>Once people consider the coin overvalued and lose money on it, the hype and speculation die and eventually lead to a price collapse as the bubble bursts.</li>
<li>On September 5, Bitcoin dropped into a critical range between $56,600 and $52,500, reminiscent of its volatile August 5 performance when it hit $49,000 twice in one day.</li>
</ul>
<p>In a nutshell &#8211; in order to stabilise it, people who still have Bitcoin would need to hold on to it and others would need to start buying it again. Recession looms, inflation is soaring, interest rates are rising and living costs are biting. Stock markets are wobbling too, with the US S&amp;P 500 now in a bear market (down 20% from its recent high). I&#8217;m going to concentrate on Bitcoin here &#8211; but if you&#8217;re a crypto follower, you&#8217;ll know the whole market is troubled, to put it mildly. But write about it we must, because the past 24 hours have been catastrophic for the grande dame of cryptocurrency &#8211; even by Bitcoin standards. The story of the world&#8217;s best known cryptocurrency is astonishingly fast-moving and its fans will soon line up to tell you you&#8217;ve got it all wrong.</p>
<h2 id="toc-5">Historically Low Volatility Has Been a Precursor to a Price Increase</h2>
<p>Recent restrictions imposed by China contributed to a period of severe volatility in bitcoin prices. We&#8217;ve already seen the power of sentiment create much volatility across traditional stock markets in 2021. The GameStop (GME) short squeeze in January was caused by a collection of retail investors coordinating themselves via social media to collectively buy a specific stock to boost its price.</p>
<h2 id="toc-6">Crafting a Model and Narrative to Understand Bitcoin’s Volatility Regimes</h2>
<p>The difference between bitcoin and companies like Tesla and NVIDIA has become minimal. Bitcoin&#8217;s average annual volatility is only 1.09 times higher than Tesla&#8217;s (32.54%) and 1.17 times higher than NVIDIA&#8217;s (30.42%). And because the supply changes balance out demand changes, this leads to the greater bitcoin price volatility, compared to most other goods and commodities.</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' 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" width="302px" alt="Why Is Bitcoin Volatile" /></p>
<h2 id="toc-7">Bitcoin&#8217;s 10-Year Volatility Far Exceeds Traditional Assets</h2>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' 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" width="309px" alt="Why Is Bitcoin Volatile" /></p>
<p>While resistance and support levels are powerful tools, they should be used in conjunction with other technical indicators and market analysis to maximise their effectiveness. Understanding these levels helps traders set stop-loss orders and limit orders as more effective risk management tools, minimising potential losses. Additionally, resistance and support levels reflect the collective behaviour and sentiment of market participants, offering a glimpse into the psychology driving the market. To understand the volatility of cryptocurrencies, it&#8217;s important to understand how their supply changes as more people buy them and as the mining process continues to produce new coins. When more people want to buy Bitcoin or Ethereum, those coins increase in value because demand has increased.</p>
<p>Bitcoin also just reached a full year of weekly volatility below 75% for the first time ever. There is a clear downward trend in volatility for bitcoin over its lifetime and we believe this trend will continue as bitcoin continues to mature over time. This was then exacerbated by an influx of new liquidity into the market, resulting in a sharp rise in price. Unforeseen events like these can happen at any time and disrupt the entire market.</p>
<p>As recorded by the Bitcoin Volatility Index – a metric that monitors how far bitcoin deviates from its mean price – some degree of volatility has followed bitcoin since its inception. This is calculated using standard deviation, which is calculated as the square root of variance by determining each data point&#8217;s deviation relative to the mean. The most recent data reveals that bitcoin&#8217;s volatility has dipped below that of Intel, Tesla, and NVIDIA over the past few months. While this short timeframe doesn&#8217;t warrant sweeping conclusions, it certainly requires close attention to how this trend will develop in the coming months. Bitcoin, made publicly available in 2009, began its rise to popularity around 2010 when the price for one token rose from fractions of a dollar to $0.09. Since then, its price has increased by tens of thousands of dollars—sometimes rising or falling by thousands within one day.</p>
<p>The number held by institutions and large investors will likely keep rising as long as belief in the cryptocurrency&#8217;s staying power and profitability remains strong. Understanding resistance and support levels is essential for anyone involved in Bitcoin trading. These levels provide valuable insights into market behaviour, helping traders identify potential entry and exit points, manage risk, and make more informed decisions.</p>
<p>The world demand for crude oil has been almost always increasing, only declining for brief periods during recessions. However, the long-term price has not shown a similar pattern of only ever increasing. In fact, the inflation adjusted price of a barrel of WTI crude oil has actually declined nearly 9% over the past 15 years while demand is up approximately 14% (using prices as of the end of 2021 according to Bloomberg data). While only wrapped ETH was affected in this hack, similar vulnerabilities could exist on other blockchain networks that use this same cross-chain structure.</p>
<p>At the time of writing, the global crypto market cap is $1.2 Trillion, a -39% change from 2021. Bitcoin’s one-year realized volatility becomes particularly noteworthy when it reaches new all-time lows. These low volatility environments can become the foundation for future upward moves in price. Circled below are four instances of realized volatility hitting a new all-time low.</p>
<p>Moreover, February 2024 saw bitcoin cross above $60,000 with a much lower realized volatility than has been seen previously. Even if bitcoin is a better hard money overall (which my analysis indicates), it may take decades for other investors to reach the same conclusion and position their portfolios accordingly. Although bitcoin is more than 12 years old, it’s still early days in this competition for hard-money market share. There&#8217;s no shortage of headlines behind the wild fluctuations in bitcoin prices. Stories such as the bankruptcies of crypto exchanges Mt. Gox in 2014 and Yapian Youbit in 2017 shook investors. The well-documented use of bitcoin in drug transactions via Silk Road resulted in an FBI shutdown of the marketplace back in October 2013.</p>
<p>It appears that during these times, investors are either apathetic towards price, demoralized by the price action, or in some cases have sold and left the bitcoin market altogether. Bitcoin prices are volatile for many of the same reasons other investments are—supply and demand and how investors react to hype, news, and regulatory actions. The main difference between bitcoin and other investment prices is the magnitude in which its price changes. It isn&#8217;t uncommon for Bitcoin to have a $2,500 difference between its high and low price for one day—the most volatile stocks see price ranges measured in tens of dollars. Most of Bitcoin&#8217;s price volatility comes from investor fears of missing out on big price movements.</p>
<p>The founder and chairman of famous Microstrategy, Michael Saylor was invited by CNBC on September 9 for a discussion on Bitcoin. When he was questioned about his opinion on the profits generated by Bitcoin he did not hold back and clearly shared the profits his company is making with BTC. He said that since August 2020, Microstrategy has bought about $8.3 Billion worth of Bitcoin. Data from IntoTheBlock shows that most Bitcoin investors are currently in profit, with 79% having bought BTC below $56,960. Conversely, 13% are still at a loss, and 8% purchased at the current price.</p>
<p>We want our readers to share their views and exchange ideas and facts in a safe space. In the last 24 hours, around 39,647 trades were liquidated, totaling $128.42 million. Notably, while long trades dominated liquidations two days ago, the recent data shows short trades were liquidated, suggesting a bullish signal.</p>
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			</item>
		<item>
		<title>Foreign Exchange Vs  Cryptocurrency Buying And Selling: Exploring The Highest 10 Key Variations</title>
		<link>https://www.rafaekiko.pt/foreign-exchange-vs-cryptocurrency-buying-and/</link>
		
		<dc:creator><![CDATA[Carmen Santana]]></dc:creator>
		<pubDate>Fri, 31 May 2024 20:40:50 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://www.rafaekiko.pt/?p=83483</guid>

					<description><![CDATA[You ought to consider whether you understand how spread bets and CFDs work, and whether or not you can afford]]></description>
										<content:encoded><![CDATA[<p>You ought to consider whether you understand how spread bets and CFDs work, and whether or not you can afford to take the extreme danger of losing your money. The Bank for International Settlements also reported a median of $7.5 trillion every day buying and promoting price within the forex market as of April 2022. The similar fundamental cash ideas — such as provide and demand regulate motion in international trade and crypto. If there are additional consumers than sellers for a crypto coin, the value of that coin sometimes goes up. Before shifting into the variations between crypto and forex trading, take a look at why these markets might be <a href="https://www.xcritical.in/blog/forex-vs-crypto-trading-similarities-and-differences/">forex vs cryptocurrency</a> not so completely different in any case.</p>
<ul>
<li>Crypto assets are constructed on blockchain expertise, which creates decentralized and distributed ledgers that create an immutable retailer of transaction data.</li>
<li>Cryptocurrency trading operates in a largely unregulated setting, which might result in points similar to fraud and market manipulation.</li>
<li>For India to have true financial participation, the retail participation in markets must be much higher… extra Indians must be investing,” says Singhal.</li>
<li>For a transaction to be finalised, it have to be verified by miners and added to the blockchain.</li>
<li>But they are not big and we’re focussed on turning profitable again,” says a confident Shetty.</li>
<li>Once you have created an account, you&#8217;ll find a way to deposit your money and start investing.</li>
</ul>
<h2>What&#8217;s Overseas Change (or Forex) Trading?</h2>
<p>In the United States, the Federal Reserve oversees forex trading utilizing the Officer of the Controler of the Currency. The Commodity Futures Trading Commission (CFTC) can be in command of forex trading, a branch of the United States government. In comparability, crypto buying and selling has sure vital benefits over Forex buying and selling, like readily observable trade volume, minimal entry hurdles, and simply accessible exchanges, among others. Foreign change, or foreign exchange for brief, is the buying and selling of assorted currencies on the worldwide market. The overseas currency market has a day by day trading volume of greater than $6 trillion, making it the world’s largest and most liquid monetary market.</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.xcritical.in/wp-content/uploads/feed_images/forex-broker-marketing-plan-tips-to-forex-companies-img-3-768x512.webp" width="409px" alt="Differences between Forex vs Crypto" /></p>
<h2>Is Forex Trading Clear In Nature?</h2>
<p>Both involve speculation on value movements, and traders in both markets aim to profit from market fluctuations. Additionally, leverage is a device available to traders in both Forex and Crypto, although the degree of leverage and its influence can range. Equity in foreign forex trading encompasses the general worth of a dealer&#8217;s account, encompassing each earnings and losses. It is a real-time evaluation of the trader&#8217;s monetary standing during open positions.</p>
<h2>Foreign Exchange Vs Cryptocurrencies: Differences And Similarities</h2>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.xcritical.in/wp-content/uploads/2022/12/how-to-become-a-stockbroker-uk-img-2-768x512.webp" width="405px" alt="Differences between Forex vs Crypto" /></p>
<p>Forex trading offers with global currencies in a regulated market with decrease volatility. Some in style strategies in cryptocurrency trading embrace day buying and selling, swing buying and selling, and HODLing (holding on for dear life). Each strategy caters to different risk tolerances and funding objectives. Dive into the regulatory landscapes of cryptocurrency and foreign forex trading, which is crucial for safeguarding investments and ensuring market integrity. The cryptocurrency market makes use of blockchain know-how, which runs on a decentralized community of computer systems. Trades are made on exchanges like Binance, Coinbase, and Kraken, which supply various levels of security, charges, and user experience.</p>
<h2>Providers Break Up Pairs Into The Following Classes</h2>
<p>A giant player choosing to purchase or promote billions of dollars value of crypto can significantly affect the market. The overseas change market and the cryptocurrency market are huge and complex. As we navigate through the nuances of every, understanding their buildings, individuals, and volatility turns into important. While significant strides have been made with rising international adoption and recognition, the buying and selling quantity, for now, remains lower than foreign exchange. Not solely does the Skrill pockets give you straightforward access to both worlds, nevertheless it has pluses corresponding to fast transactions and loads of options for getting cryptocurrencies.</p>
<p>As is, there is not any means that their safety could be ensured, not until the first regulated crypto brokers seem. In 2020, the UK banned the provision of crypto derivatives, amongst which CFDs, to the retail shoppers throughout the country. That was the first such ban and it shows the need of regulatory our bodies to protect their residents from the risks we listed. Time will inform if the ban will stay in impact, or if will probably be replicated in additional locations.</p>
<h2>Distinction Between Crypto Trading And Forex Trading</h2>
<p>In order to diversify your portfolio, you should first understand what you&#8217;ll be investing in! – Fees forex brokers typically charge for their companies embody fee, spreads (the difference between the bid and ask price), and overnight financing bills. These bills can eat into a trader’s profits, which is particularly troublesome for merchants with small buying and selling accounts.</p>
<h2>Foreign Exchange Or Crypto: Which Is True For You?</h2>
<p>Take, for instance, Nischal Shetty, Founder and CEO of WazirX, one of the largest crypto exchanges within the country. “I moved to Dubai (in 2021) to start Shardeum (a blockchain platform), which is a Switzerland-based company. The crypto laws are friendly in Dubai and Switzerland and it was easier to work from Dubai for us,” he says. One such example can be the responsibility of those regulated firms to report every day on open and closed trades – that method, it is made sure none of them will try and repair costs. How do currencies backed by nations — forex — evaluate to those created by coding — crypto?</p>
<p>Soros broke the British pound in 1992, generating multiple billion in profits for his fund. Foreign exchange is the process of converting one foreign money into another for a selection of causes, the most typical of which are commerce, commerce, and tourism. EUR/USD, for example, is a forex pair that lets you trade the Euro towards the US dollar.</p>
<p>This demand and provide rely upon inflation, rates of interest, financial uncertainty, commerce steadiness, political eventualities, and extra inside a certain country. In basic, the extent of confidence in a country’s financial system influences the currency’s value on foreign exchange. Forex (foreign exchange) and cryptocurrency trading are two prominent financial markets that supply alternatives for investors and merchants to revenue from value movements. While each involve the change of one type of currency for one more, they are vastly completely different markets with unique traits. In this article, we’ll explore the top 10 key variations between Forex and cryptocurrency trading. While taxing cryptos can be seen as step one in path of recognising the asset class, the regulatory space in India remains to be a piece in progress.</p>
<p>Carefully think about the professionals and cons of each choice earlier than deciding to invest your hard-earned cash in both. This protection doesn&#8217;t exist within the crypto market as of now, and governments are actively working towards bringing commonplace working procedures. Some smaller cash out there can also be scams or have very low liquidity.</p>
<p>In the inventory market, investors buy and sell shares of publicly listed companies, representing possession in those corporations. Stock trading is the shopping for and promoting of the shares of publicly traded firms. It requires your understanding of the performance of individual companies, known as elementary analysis. Also, many brokers, together with Seven Capitals, supply buying and selling instruments that assist you to with technical analysis as nicely, which may assist in predicting future prices based on past price actions.</p>
<p>CBDC (Central Bank Digital Currency) and Cryptocurrency are two various kinds of digital currencies that have turn into increasingly in style in current instances. Central banks regulate supply by saying actions that have a major impact on the worth of their forex. You can use this as a glossary to look for any time you wish to learn. Ethereum is an instance of a coin verified by the proof of stake process. This mechanism randomly picks a stakeholder whose foreign money owns Ethereum to verify the transaction. The process is completely decentralized and run by members who maintain a stake in Ethereum and participates in the buying and selling course of.</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.xcritical.in/wp-content/uploads/feed_images/crypto-matching-engine-what-is-and-how-does-it-work-img-2-img-1-768x510.webp" width="405px" alt="Differences between Forex vs Crypto" /></p>
<p>Sure, there are slightly more crypto property (around 20k on the time of writing), however traders are spoiled for alternative no matter which market they target. You can take a long position in both forex trading and cryptocurrency buying and selling if you predict the asset worth will increase. You can also take a short position in both forex trading and cryptocurrency buying and selling when you predict the asset value will lower. While the volume of crypto buying and selling could have plunged in India, the founders of crypto exchanges haven’t misplaced hope. “Bitcoin is far from dead and continues to be at the coronary heart of the crypto ecosystem. Looking ahead, we consider Bitcoin’s prospects remain positive,” says Subburaj of Giottus.</p>
<p>Read more about <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> here.</p>
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		<title>High-Frequency Trading: The Technology Behind the Speed</title>
		<link>https://www.rafaekiko.pt/high-frequency-trading-the-technology-behind-the/</link>
		
		<dc:creator><![CDATA[Carmen Santana]]></dc:creator>
		<pubDate>Tue, 26 Mar 2024 22:35:54 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://www.rafaekiko.pt/?p=82739</guid>

					<description><![CDATA[Content Pros and Cons Algorithmic Trading InfoReach HiFREQ Strategy Server Why do financial institutions use HFT? The 8 Best Algorithmic]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;margin-bottom: 1em;padding: 1em;width: 350px">
<p class="toctitle" style="font-weight: 700;text-align: center">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Pros and Cons Algorithmic Trading</a></li>
<li><a href="#toc-1">InfoReach HiFREQ Strategy Server</a></li>
<li><a href="#toc-2">Why do financial institutions use HFT?</a></li>
<li><a href="#toc-3">The 8 Best Algorithmic Trading Software Platforms</a></li>
<li><a href="#toc-4">StockFetcher Scanner Review 2024</a></li>
<li><a href="#toc-5">High Frequency Trading in the Cryptocurrency Market</a></li>
<li><a href="#toc-6">The 8 Best Algorithmic Trading Software &amp; Platforms in 2024</a></li>
<li><a href="#toc-7">Comparison of forex brokers good for high-frequency trading</a></li>
</ul>
</div>
<p>In its early years, when there were fewer participants, HFT was highly profitable for many firms. As more companies entered <a href="https://www.xcritical.com/blog/high-frequency-trading-hft-what-it-is-and-how-it-works/">hft trading software</a> the HFT space, profit margins thinned. While smaller firms do exist and leverage advanced quantitative strategies, it&#8217;s also a field that requires high levels of computing power and the fastest network connections to make HFT viable. HFT firms also face significant risks during periods of high market volatility. Rapid price moves can lead to large, unexpected losses, especially if the firm&#8217;s algorithms don&#8217;t perform as expected under stress.</p>
<h2 id="toc-0">Pros and Cons Algorithmic Trading</h2>
<p>Yes, high-frequency trading strategies can be profitable for forex traders. That being said, all trading strategies – including those that utilise HFT systems – <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> involve risk. When considering any forex trading strategy, it’s important to remember that the vast majority of retail forex traders lose money. Finding success and making money with an HFT system will depend largely on which HFT system you’ve chosen, and on your HFT system’s configurations.</p>
<h2 id="toc-1">InfoReach HiFREQ Strategy Server</h2>
<p>My top pick for the best broker for HFT strategies, IC Markets’ scalable execution makes it a perfect fit for traders who want to run algorithmic strategies. ForexBrokers.com has been reviewing online forex brokers for over eight years, and our reviews are the most cited in the industry. Each year, we collect thousands of data points and publish tens of thousands of words of research. TradeStation provides access to vast volumes of historical databases of stocks, futures, and index data. For instance, daily stock data goes back over 50 years, and futures data goes back as far as 70 years. This means you can create and deploy your own strategies (no matter how complex they are) and access algorithms developed by other brokers or third-party providers.</p>
<h2 id="toc-2">Why do financial institutions use HFT?</h2>
<p>Computer programs are now able to read news items and take instant trading actions in response. Once the computer algorithm senses a direction, the traders place one or multiple staggered trades with large-sized orders. Due to a large number of orders, even small differential price moves result in handsome profits over time.</p>
<h2 id="toc-3">The 8 Best Algorithmic Trading Software Platforms</h2>
<ul>
<li>But even if penny stock land is your go-to niche, don’t let that fool you into thinking you don’t need to know about high-frequency trading.</li>
<li>Using algorithms, it analyzes crypto data and facilitates a large volume of trades at once within a short period of time—usually within seconds.</li>
<li>While HFT may offer reduced opportunities in the future for traders in established markets like the U.S., some emerging markets could still be quite favorable for high-stakes HFT ventures.</li>
<li>In its early years, when there were fewer participants, HFT was highly profitable for many firms.</li>
<li>High-frequency trading firms can be divided broadly into three types.</li>
<li>HFT firms rely on the ultrafast speed of computer software, data access (Nasdaq&#8217;s TotalView-ITCH, the New York Stock Exchange&#8217;s OpenBook, etc.), and network connections with minimal latency or delays.</li>
</ul>
<p>Also, fluctuating currencies provide opportunities to profit off price inefficiencies. You can make trades on your phone with the push of a button and brokers typically fill orders in seconds. HFT systems operate in a highly competitive environment, with many firms vying for the same trading opportunities. Additionally, market volatility can make it difficult for HFT systems to operate effectively, as sudden market movements can result in large losses. Once the system has been tested and optimized, it can be deployed in a live trading environment. During this stage, developers must closely monitor the system to ensure that it operates reliably and remains profitable over time.</p>
<h2 id="toc-4">StockFetcher Scanner Review 2024</h2>
<p>Communicating your ideas, aiding in teams, and adapting to changes will serve you well in this or any part of the financial sector. The team of forex and CFD analysts and editors at FXEmpire is composed of trading industry professionals and seasoned financial journalists. Our experts have been published on leading financial websites such as Investopedia and Forbes.</p>
<h2 id="toc-5">High Frequency Trading in the Cryptocurrency Market</h2>
<p>Because HFTs liquidity provision is unstable it is also called ghost liquidity. Co-location rights are used by institutions with server farms and mainframes, e.g., near the New York Stock Exchange when HFT trading stocks. Grab “The Complete Penny Stock Course” to take your first step in your day trading education. And if you haven’t already, pick up a copy of “The Complete Penny Stock Course” by my student Jamil.</p>
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" width="304px" alt="hft trading software" /></p>
<p>Co-location is a way to minimise latencies by establishing a computer as geographically close as possible to the data source. So what looks to be perfectly in sync to the naked eye turns out to have serious profit potential when seen from the perspective of lightning-fast algorithms. We at 8topuz are an AI-based software company that incorporates HFT into our trading system and solution.</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' 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" width="305px" alt="hft trading software" /></p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' 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2ro7m7B0tqRbSnoqEtaddIelSFIYaIsDPEy9ndtMxZVrbSXHux6rHo9z8haKO423MkKbbj6k3DytmltxesVissDJKcSLaeA2JvVubh2jqlPmVSQt2PCkE823lLIkyMjxNPOZYFvEgribB2ornTJaCh0+bNkJLWOJbWRZyLLiaEqwUoyIsTw24DkrGtty8VyVefh2E9N4fs+P9GO7AXfx7JZKpS7Lro8h2O3M5KdU6bCyJRLQRqMnk4KLHLux2kNzbv6k3WbJsyNZ1jZJSr1WH/Jiw6lZtzoX9OOOu5PS6nnDPi6NhchOOCdhYYELiuob4rZ92P2CFHq/fGvK71bmTLKEel+DG1rYrletZIhx87W9LjycNZgW3BB9s/4iwrwLgY9vLBy6PUG5ES0C3mpFPbTiuNGbTmSbPJPatRKMzcwxxy8xYDKtbprbVpFyHOQvMXW78SM/wCAv+jRYc+OjjGR1eXLm3H8QxWL8rVzwtrU49OMfZp1StHeqUGoVuZbSPSqhNrEVaXG2aeiNEaJxxKlKQ22SUkZG2kiQlKcCMz5xkC525npcjra45U+KLUbiWVPK1aefYnHcNlHrH091xDjkNH4Sk4+USl0tuB6H6kZdTeu3o+Jgs3bdm3jbp3tcNIqx8eVZeRHbbQhDrJtqSlPNlPA8O2Q0OZs1M/kktFVKg2vJFZUylOXYhaHkpI/Zx2DorfRIbdp8vWdfqzzJ94xqHaOL/ew2mcdj4a0ykM8nbiT5ko8e1v+EehtF+Vr7P5lQ3Gx1dP1Je0ZNWqF6EK0KLQvQhWh9Bi+WyAABZUAAAAAAAAAAAAAAAAASZXpKR7WvyGJwkyvSUj2tfkMBm7g7LSUuzGmpd7IrGqQ1Nek01lxzYlL70daG9p85qMkl4VEO0mlBd1X72dHy393FlFtJrVfocmHBJ1zIhb5pxQ2pR7EkoyJOJ7CzD87cpuZT5rNUpb7sWVEcRIjyGXDbcacQZKQtCi2pMjIjIy3GQ7D6F3CY2DvgplPu/vwrMKy9vWSJhMqRgxT6wrEkpW24Z5WnjxLFtWBGe1HaLBVdyDtZSKrZGoLsfayhy6PWqRIcjzYEps23o7hEnYpJ7i5yPcZGRlsMRRZFPaqDVQ4miRkZazNqVhmxZSnfgeG/wCIfoMv00WbjdI+lcRvTsRFqMlDeri1aP1CoRkntLVyEcrAj25VYoPnSeJ48s9Krgsb0rl2Khba5+oyrdWQipU89HUlJVeC0lJYqWhJEmQRER8psiPZ6HziCxL6f0+1eWpNDs3Dt5eZZWxTeamItFWKfTVSGy1hslJdQk1Ek8CM06zHDZjgOzuiFwd9D0TLxKjeBS7059pHahS101UaTS245IJTiV5yUlxW3kYYYc44f0i0lVoFoKVaijyEs1Cjyo06G9lJeR9k0qQrA9h4KSWzwDqdwaGmHpB6QV9dbsnevbNFVpUOz7k5llMFljB0nm0krFCSPcZ7PCGLJeuSvz6km3umBosU/S3u7p13dTtnIs01BqiKpxiPDTJUs0NrRkyqUnAuXjjjzDmZpl8G5Q9FG5dd6lKvbqVoHU1aNT+JSKU3HRg8SsVZ0uKPEshbMBvZwmd/N6Oj7cnRbX3UWgRR6rLtA1BeeVHbezMqZdUacFkZFtSk8fAOTV8WmVpJ3+WD6S70LboqtFXMRM4umnstHrWi5J5kJI9msPYDHiyRoJaDdH0x6Pa2qVe8ioWYVZqVEjttx6eiST6XULUZmalpymWQu3vFx6RnBpWquwvTu4ugugtbLtrWLfpqDylToaIbVPbimznecWlSsGyS6Zme/kkREo1EQz9wIKf5p3q/jKmfsnhuLpWXx3e6MFi5OkPamjFUq7T4i7O0OKlaUuynJTiHDjoWZGaEqOOhbhljyWccDMiIBqZZ/gUrt2rNobtVfVah6v6ssz1Pix24ba8NpE0tKlqTj69OJdoct7r7CW2vet3RrtLBQETrQV+QceGy5IQylRpQpSjUtaiSRElKlbT7HZieBDbBHC5aY7tc6ME5Yrims1nQvoGfFsO55tZrsvh1uPhGu+i7etR7hL/LI3t2hpkufBs09IkuxYuUnXjVGdbQlJqMiLFbidp7i9gB0Hur4HCptUiP/K3fjJivr5b1Ps1DSaEKMuUkpD5HmPZv1RewL/qPAxaO70d9yHedea1OdSeV5+ZAdbznzqQURJmWPNmL2RoXfXwmGlVe7UZXQ+3T1iKI8oyYptmVKiqabx5JKk465SyLeolJIzxwSRYEVv3K6eekxdNbmn2lkXuWotLSkyGuiVJr1UeqMeXHJXVEET6lG2o0mrBSDSeOG08MAUjbjGuVGVtJzQavU0NIK7Z0atptZYWQ8TbtVZZJiRT3FGSW0yGsx4ErYROJxTjsPLiWOENHe7BvSk0jrOXVVG0j9EatOuXmntME+4zxeC6+WCDURHibBJ3859od97f2bs/e5dBXbL1uHr6RaqgPx3m1ddq3mDMjIy3KTmIyMtxkRluH51LrLYW9uWvJj25sBU0U60tmnpDMeVqUukhS23WHOSssFEaFrLaXOKYxj4npfWarU2Y6LLmNK80o7m6GGhbSdDmBa2n0m38y1CLVOw3lqkU9EY45x0ulgWVas2bW+DDL4RT9M/QYpGmNULJz6reNOsx0qNTGW0R6cmTr+MKaMzM1OJy4aktxHjm8Ax1wXOklfNpEUy8eRfBadFYds/KprMHLFbY1SXUSDX1iSxx1aN/aFB4U3Snvv0c7QXdRLoLX9B0V2HU3JzaobT5Om0uOSD5aTMjIlr3dsXaMo41xq0j06tC6maGTliug94c20/TVx/Wcap6I3F9RqcMuVas2OtPtYYeEYEu0sBeBfTa+n3eXZ2bkV2u1DHUxWcCImy65xxajJLbZYlitRkRe+KzfxpNX2aRnQf8AlgtQmsdL+v4jlitMarW5NZ1iSxx1aN/aHYPgydGWl3GXAU22c+GhVr7fx2qtUJKklnZiLSSo0VJ4bEpRgs9+K3FbTIk4WQwJdbwLNFcpUeZfZfBVV1J5slPQbMtNNtMLwLFJPvoWa8DxLHVJFdtpwKt07tMWV298VsKbUEIPV9G24s1gzwPAlEy2ypJY8+0YA09uEZvXtRehXrr7k7aVCylkLOyl01ydSnlR5tTktKyuuHISZLQ2S0mlJIMsSTiZmSsCsPQ64QS/K7C9+g0+8C8iu2ssVWqgzBq0WvTnZy4zbq0I4yy46o1oU3sVlI8plmLDEyMqjEV/FwN6mi/eAqwd6FMQ0683rqfUIqjch1FjYWsZWZEZ4GeBpMiUk95bSxsSTVup+iDudwkFy1Hve0VbXTZMFC6xYiG9aWlyEp6oycZBrfQk/UrZSsjLnwSe8iw44aH9yK9IvSHshdpIQroS/MKbWsp4YU5jqj6S27DWktWRljgbhHhgRi2SrMmidwcd7ek9S49u67U0WKsLI9K1GQzrZdQwPKZx2MS5Gw+qLNJHsykraZbkscCxo8FTski8+8dc7L6M3JgIaz9vVnGM8MebP743BvgvOsRo33L1i8SuROL0KyVPQmPBjElCnTTlbYjNFuI1KNCC5ixx3EOKF5PCM6X15VpJdchXlzbJU9b2si0qhpSwxHRjyU5zI1uGRYYmozxw3FuFVmVL0+Cnt1drexY2hwrZrrF3lra1Ho8i0DMVJSqO48skIJ+Oa8FZzURJWk8DPYeUzTmvW/TgkbN3QXO2yvSj351epO2Vo8qqNxHKK02iQtpBqJClk6ZkRmWGOBi9uDt4Q+3d6lv4twOkHLjVidVkm5Z2uKipbeckspU6bEjLghRmlGZtZJSZLTgeJqThuTpt/wBES938k6h+yMgHHLQY0U7F6XlqLR2Lr96E+ytbpMNupQ48enoklLj58jqsVLSaTQpbez15doZR0y+DX/8AhXujRe3Zq8qoWqjxKpHhVJiRTURijMPZkpeJSXFYlrdWjD/GENZNFK+lzR+v+sZelrHEQqXUCaqhJxPWQHkmzI5JEebBtxSiLtpThge0d/797taZfvcda27jOzIZtRRnWYbxKSpGtNOeO6lRkZbHCbUSvBiA/OrBmfS4v7RquRqekrfnQLpIdQdprNS1r86oNspdOJGabUpbmRSiJR4klOGPZDEueRTzXCltrafaUbbrbhGlaFJPBSVJPaSiMjLDwDqJwLlzuDVuL/qhH5cjJZilLUncgjQ/KMuY8VFHLtllPti0pKMd6UfBgXeaN1ydoL3KpfvV6g7TEttwYLlDbbKXLdWSW2syXTNJGZmZnhsJJnzDHvB5TnItZmx9byXpCE5dpYGRFj7JYeQZe4Zy+4q7bSyuj5R5iFsUBvo/WG0qI8sx5BojIVgfJUllTisDLc+k+cap6H94vSbePGokxxKIlTkIy8ksdZgaS5W8i2ns5x5252pXdLLF6e1zjHUxyddmYMOfH1bjfXj3xrP8Vb1bbaPFFuWPrTc9tGsc7EuSLynVRtqH9L9evkpHz6kY+qTs6ylHwseXgyOK6qjtuZ5DvKVl3IIj8or1iKa41T19TzjF98FUrlBkIqlL4vId1J65LyjIkljjjiXWltMUG63Skbo0ORR7WapE2O4aUqbxcQpHMRmRbywPbhtCzb+/7N2UJdPGLJtpqTrZi23ORn/1TFOshaSRRq41Z+sctEvlMuc6TLeR+9iMMW8vYtBa20EuuU+udB6VsZZU83y1mWwzJJnySM/Ae7mHqshXIcWuIqFYtQ7U5sfOylLiSQhk8Emoi2FmPA9/hD6eXqelbtZW8bnw23YkR3W+puCkV5zqa/wTFh2fvasnVHOJt1hpqWjHqebriSeU8PYMVu0lYb6DrmNuZ0Zeu5ufbsEXbnhxk8iNqVq41+vpqmqj1NzjHI1ZJyq7BZF2Ps/wGrFuLdUCLoyKoj9QZ6J1LWRGY6Vcoz40pajw7REW/cMvX42qc4m7DbbzrkY5s27DLgXv4jQarpcdtHKac7FWCefDYRj39j0XW8UvatKsPaDcPpLOMe/Klaf6vXRG+pisDzxGdU2PQO5o+bgAAkAAAAAAAAAAAAAAAAAEmV6Ske1r8hicJMr0lI9rX5DAQvPR/ugqtgbFt2xtQikatKtbFfVlV61OIqtwlyVp9JC89q6iyFYhUyryqbNnQ3JiVap11hlThNLUnagl4YZsDwx3GKxPuyvw0WrdoevTu4rVC1TbjLcpUVTkN4jIyxbkJxbUWBcysS5yIYpSa2tpc6E+h6uK8fiyvYLTA0l9D2RTaPTLR9Mtkkq1KaBXlKkMoZRlxQw5iTjJ5TwLAzSWzkmRYDq3ooaWV3mllYN61lj2pFOqVKcRHrVHlKJT8F1RGaDzJ2LbWSVGhZb8DLAjIyLhTe7eUzeC3TW2C1rrK3Dyo2mZqJJEWBewOknA9XAXl3dUa296VvKDOoNPtU1Ch0eHNbWy/JbZU8pySppSSNKMXEk2Z9dis8MMpqxR9LFtU9RLSRrqvX7sE8LXou2euit5Rb57BUdFPo9vJEhmrxWUkhiPVEEledKS2J16DWoyLZmaWezESeBidx0j7Sl/3Vd/eGvnGfeGytZR2boLvbDrf+qtStI5VmWefi8aK404o+1ypTZF29vaGvPAzPttaTdfjrcwW7ZOSpKedRJfYx+DEvhFnotqOGe/o32Y/Kxj93eHKZdia41Zfog5DRqo6nXnFa5OOTK3geGOJnyVDrbww9mqnWNFqDW4UdbrFBtJElTDS3myNuIWySlH2JZ3EFj64i5xyLcvA1lmH6W3nVnbNtSsp4JzFgWJ82OAxzrL7r1tstaK5G59ZKtPDXHj5dK+BI+xu9j8ZUz9k8KZw3NoJjbV0tlP+iSnKrUFpzfdGyYQnZz7HVCo8CIr+a1634ypv7J4W1w3n2T3Oe5a38uGMjyXOdlttqPrOz/j2hl7Rb0ULT6Wdv0WQspUOh8GIzxyv1R5kzap8bWmlBJIuvdcynkQeGOVZ4kSTGK83825fuiP8h4dYOBdpdLi3CWyq8c0qqE21S25W7MlCI7WrI/BylH75i8mOPiXdQ+Dw0DtHSzbVpL040Sp8XxS7WLaVjI06rDE0kylSGMOSZkWRSiIt57RIPSq4La576Ss2uwqHmMXG+gdlFyzzFtLK8hg0kfsrIaicMz06HpFWeXV25HS2mzTXQVSsdRrTdc4zlPdrMSbxw5iQNPbjLlbaX+Xm0S7SxFIlTZNSlNplPMpxbhRcxE7IdXhghCEYnie/YRYmZEdGR+k2NOh1WzjNUp/pSbBKQzycOprbzJ2c2wy2D838dps7YWt1jfWVSR+2dH6QYFNj0egR6PG9CgwkRW+bkoQSS2c24fnDaT/AD0th+NpH7Z0Uuel62xRy18P4/lV0i4F5P0lfJ+MKN+ylCyOG2V/Pe6Rsuam1Y/hdj/ML04GBxHF75my65M+iqP2Dbll/AxbPDc2drHH7qrZtwnV01pmqU16QlJmhp9SmFoQo8MCNSScMu3kV2heDS1n7RP8auYtR9Lj9QFnoEOlUKm0un5eKxIbLEfLsLVoQSU4FzFgRD8u0h1x1pKsVZFYpzZdmJERmWPb2l8I/R/oqXp0y+TR5sHb+mTCkKm0ePHmbSxRMZSTT6VYbjJxC/hITVrMV/yA8Go71TpYuYVn5WbopF248/oo+t3CcGw06hxqzdzSVoUSkqTVIuJGW0j9FHI3TT0W7WaMt8dYo8yhPJsnVZz0qzdSS0rizkRa1KQxn3axtPINJnjyccMDIa+Gn8AQP0lXj3r3KWju8tRZ/wDlcsUvonRZsPKmvRDzaxhacMNZt64ctuBco0afpH2oqjqE66m2RfUyrnLWSmEKw94xpdMuivHp12rV8NSsnPh2Pl1RujxapKbNpuVKW066SWs21wiQy5ipOJEZYY4jZrgn7y6Zd9pZ02j1eYiPHtlTZFBbUrDBUlRpcZSZnuzLbyl2zUkucBvFwzFcqFM0X6FS4bmRmsWwhxZSfVIRHkvJLx20H7w4/wBLbbdj+h9iO9mnro/1TSP0b6/YuzcdD1oqeputUVtSiLXSmMT1JGewjcbNxBGezFRYmRYmOA05qsWXqEugWgp0mn1KnuHHkw5TJtOsuJ2KStCiIyUR8xiaDMehli1ph3S6vk/zqh9b2jUePxDtdpxK/vQL2z/7qzfjRgOZnBWaMNsLwL7qbf3XKNIh2NsUp2RFlSGzQmo1BTakNoaxLlJbNZuGojwI0oLnPDphpzq/vP72/wAl5fySED88CIvU/wA0d3ODGvycvp0XaPDqkla65YV3pZnZt7jbSEnGd2mZmRsqQnE8OU2vZgRDhnTWdbHG5XBSX1uXV6S/8n9UkZKLeJFOmqSo+Q3UG8XIy8T3YkTjfhNxPaITKIxvwk90/wDJFpd2vjRI6WafajV2ngpTsSaJWbWnv74Q+XvDsZov3d0fRh0ULMWcr7iYKLOUJys155WPIfWSpUpatmOCTUssOYkEXMLH0vdFaBfvfJcVbCRTykR7O2kWzWu0qAllyWkllhgaTdiJb292w5xZXC1X2uXZ6N6bvqRJNNWvFnFS1ZVFmapzZaySsiMjxzYNtc2x1R44p2wORt7d5NUvyvhtXevWG1okWlqTsxLatptMbEst/mNpbT+aLTbkOUKswaxHzZ4UpuQnLv5CiV/AeujRdU2Ia1FJ1vWeyL9PmJGXEnUe4q9aHaij0yqR3EcuO3rEqVhvwIZQvsvMj3X2Pj2kcbQuRLc4vFbV2SzIz8g5waL16R0ZvoZUXOpMJKPyU44c6DMvCRYDeuh2qsne/Q48O0EfWyLPqNSW3EpI1LWlTajJPzeAfPNy0v0l6Xw7vQ6j6m3GVWKilWkt45HrlrLQIo8SUo0yMysMzRYkRJLwn5RflBupu3acRVI9Qrch1DaMznQlw0L2clSsEbjNW8u2Qrl5V0tm+h8eoUel/TcTBxtxWOOJbiLHcYrN3151pIFPRS5kN13i8dEdlTaUEvFsyym4k9/skfvDDCeUfs3uxsylbzs0y/jxV5/5PbH9VqFQp9oJvFNWpSW6S7g1mI8uJKSW8vIMc29s3d/QYc6Y5HtHCaaeJ5xTkUkIa1mVJFvx2kRdveY2ErV5lpHY648OhyGlutmnWOKQgkmaeQZEWbHDaMQ2qZqlsqwvjjaGkZUJkJj46pWQtmBq2qVieOO4THKPqZ9JC/cllepSlPx5YTh3P1y27jtcsnVKnT0NYauQqOposMMNyjLMflGZ2a5XLvrn2rP28kR3ag0l3VyG1GSHkY4kW3cZkpWBetGRaAlul2f1erycnrfWFswGt+kNOkSqf0HbqiENRHDkMuKV16FHmSky7ZEo0+8Qw5y1Nzp+zXuwjlKUWFbxrUR58iQ5rOWhJ5U+8W72DL4xquSuNViVI7Fbh5fY3fwGT70bWfU9bcfkSMxs/hY7lYcx4YmMbUONqzSZ847nadP0reTid/1fXuRtx9lcR6GkRj4ncPo9pzYAAAAAAAAAAAAAAAAAAAAJMr0lI9rX5DE4SZXpKR7WvyGAyVoe34Wb0b9IuhXr20gVObR4UeXFlN01tC5BE8ypslpStSSURGeJliW4dirJ6fuhreHASTd9dnISZHU1xa6ZwD7RkpMhKSw9nYOE0mntyhcd0t3LdsrcR6G43nzxX3PFTiMNYsWq1EdJZlfueUacu638t+hhQl9F272LmojrXVEvMVqlk5s24pNC8xns5hie+bhT9Fy7KlyCshaF68GtZT4vBoiD1BrMjw1kpZEhCcS2mnOrbsSfNyhvyuYYsHHo7jTCUcdcfT1vqCQf+8MXx6K20FI5RyYtv11rctPTU2fKvP8AKvC97/r9LxNJ+8ubeVeHIRr3U8Xg0+PiUenREmZoZbI9+/E1HtUZmZ9oe7Rdv0qmi5fpZ+9eJBXNgxVOQ6xBbykqXAeLK6hJnsJZclacTIszacTwxFmMxW2hBJhtyhOLad6bH6a2iLepZxMlq+uxUePNjlxim2gqDEB5BK3tuMyFFifMZFiXsjTzhK70dFR7RvkXcXH2ssBIrk60ECY9Bsu5Hdzttk6alrVHxTgWYt59kOYb1Bbdc9DEbNBbEYLt/eCY0grl7krN3ix72LxqPZh6qzoDkNM5xSFPoQ26SzTgR7CNSfhHg4VG+O6PSAtFdk/dPbum2nj0OHWOiDlPUpZRzWcZTZLxIuu1avFMaOyLPt9D47nq3n0+Klo/94ZupV2MeLZPohq0culm9m8Js5hgvT6X8XSdnez13fLlytv0wplVhuNH1tm5vuqN8aHvmG0ugHpUyNE2sSF2sp0+fd/bAvqlxRvWPQJbTpoRMSjEs6SRmS4guUZEkyxNOCvZdjo53b2juzolUqDdT4xVYceZI1czAtYSFYZSy7C5atnsDAlAt4bViU0J2zdPkdDI5v65TiyNeskJMyMi2ERa4/FGbLL0vm1jfI6+5ctaGnNbcqUlz3efPl899Hayo6QmhBfbZfilrL17p7QUh3qnEbQVSEnKeHZMylEpJ+8NbL/tPPRY0ZbvalYvREptkp9rKqytmO5ZqC0im09SiMuMOuoTkeUnapDac2JlysCPbyblUVuVIdkcXSjXOG5lT2OJ44FjzD4igticXRUd5qJp6aJBWagt1HSDsuqbxFopGseWa9bqyJWbkb82I4rWTit2jtpa2ZT3Eux5FSdeZcTuW2t11SVF4DLb74sToG2Mz6O9Fj6ytrc+48W/Ox13zDBqvDarJ13YjRx3De7Nj5y/lStV/wCh5pSxtDm/qpP2sp8iRY21cZmHWuKpzPxDQpRsyUIx5ZINSiUktppUZliZEk+sDOlHodXn2cVHqF9d2NSpkpJKchVisQ2+bEiWxJURkZeFOwcRr5qPHdvIQ231i243xmYxfJs83xhZeuPyi9nxW4vP7Q6T6Tc79qP3Z1o3d4Va8O4S2K7tbJ3A2lspUIVniqqqhHs2ps4zC3OLE2ZmyWRRmTaixIzPkjGWgzpzWn0Q6xLodcpciv3f1uQUioU2Pl4zEkZSTxmLmMkmo0pSSkKMiURJ2kZYjXSLRW2vNHrcprbrYy4vD5d37O6ZmhbfRZxMeZe7YZcSW2SnqbaeQzDUnZhgtqVlLEvBj7It5VoODJu5l9MMaqXBU+Xm5L1Pcpr7+OG/KzmV8Q4Yu0Ft0S0Wfb7mIxqlvxwlOm/cnpF2BoVzlz7dTqaKLX2ay/V3IfF4WVqNJYJhpK8HFHi8R5sqUkSdmbHZoJBVUKBUIVco8x2FUKfIblRZTajJxl1tRKbcSfMZKSRkfgFRZpLbXVAYgzK9XKfZulknjdVlNQY+sVgjWOLShGY8NhYqITiOuuidwql0t4Nm4Nl7/awxYu2cFlCJFRlJyUupmWJa1twjPUrPAjUhZEWKuSZ7cueLaXz6ClZQi1Ft7zLmKw7HwU3JkVOnTJGwiIsCJSlqwIiLAiMcNb4tGK/u4ysS6XeZdpW6c0wtSU1JEVb1PkIT2bUpBG2osMDwxxLEsSI9gxjCgTKnJRCpkN6XIcVlbZZbNa1+wkixMUHYup8IlQL39JK7DR40dIkhqyqrTQ01asJZ4uibGj9U4vFbIsUsFqyzKPLmJGBFkMzPZPT3nMQNDi9iRI6xdn3Y6fwnFobT/rLIaScFboSW+s5btGkle3ZuXZ9imxn49mqdUo62Jjz7yDbXLU2vBTbZNLcSnMWKtZmLAiIzzLwv98dLsbo7sXStTE9F7eVCPjHSpOdMKK6h9xxRbySbqGk485mZdsBx5oSepj4uq1CzddhWgocxcWpUqU1OiSG8M7Lza0qbWnHsiUkj94eKmLqDutbhw5Eji7ZvPaltS8jZGRGtWUthEZkWO7aQzDotaMdv9KS9Cj2TpFCqTVmjkJerlcTHUUeFDSZG51Qyym4ouShO0zMyPDAjMrDvpc5b071Lp7JXjrpj1PVaWjxam5FdSaVsLdbSpScDM8CIzPDbuwHFbhMr6XL6NKqr0emTESKFYNsrOwdWoloU+gzVLc2GfK1xqRs5mU85GOuWk5fXZzRa0fK1bdBR4a6XBKmWehZiInpykGiMyhJ45iTlzGW3BDaj3EZl+fezS5EusrqFTkOyH5CZLzzzyjU464ppalKWpW1SjUeOJ78RFFZSxe6K3qm0CCYlt1sQoqEfjDTbnWaxCXOVzYkR/EKKupSJ7mrjtrdWvsW04n8Qy1kmMcvEr929W6GWzj0/V5mq081BU5ztmtZElafCRmNnrA22ql3NtOJ2g1sdaJGZWbYTpEZEeBnvI8CGALirtq5ay9izceRCUmOxNamSMu00ttnm5WG4jNJF746AXy3Ew7b2bXUKfDRx2I3rG1J2LSZYGeHb3DlN51Nml2NuXvTvdTs9m5S3l8V7mX7PW6s/eDR/pOQ0qRl5ScxeyXPvEcOzvVFuataHUdklWBq8I0IsBeRXLr7YIp9UkSEIjvGy4nwYYYliW0t2zwDc+7q+Ch2thtSOiDSFoxTq3HCI1Yf+4525prmnllH01dHptTl4Y91fhczFLqFZkauRHkaranM5gXWnv3b/AJhVIll24vU3MiP97tYisMWsobUf0xkQjlKUrDce/A8f+cRatvLzLP2cpciZxxHI5SUqUWff2u1u+EVnHNtde5Lw+y3L3baUuxFL1kiRkR6GrL2OJeHYW0aKXlXjTLW1hFPpbi5C3XDbSrfsM8x4YbiIVe/++qZaiY7T4czjaJGCcqdpK2mZ4YeEh47obt6g1HdtRXG1oW6k9SlSdqCPaZ+A9g9HTaS3pIdW95+1Gn1Zaq70LPl71a6W2ZkFbOZDkOZ+KuIZT63kkZ4e+Y9cVltptAhvRbfjXh1xwm16rjhqJXN1pbD7RinwKtrW9ZrOyJOX1WOPzfGO20sqdOMv3Pn2tjL6if41/NWgElmQ2790E4bTUAAAAAAAAAAAAAAAAAAAABJlekpHta/IYnCTK9JSPa1+QwE4ZZ0XPtwQfcMz9mMTDJ2jnW6RZ29WJU6/U4sCKmHJSp6U8lpslKRgRGpRkRGYpP0vJ32M57bejDvlWNfyZR0zfrfZL3RM+S0NYBsXpZ2psvXYVmY9Er9NqTsWRL4w3FlIdW1mS3lzkkzy44HhjhuGugiz6Xm9jbVy1tFqNyNaS7+6vd71AABkdQAAAPU99Z4nuqT8hkZbRe9Q+ktFP6F1DOiL0PzdTwz6nLm67ds9nwDEr31nie6pXyGBH/1F/wCML5BjXu2o3McnR7Rv+s2Ot2mkrSmcaUr3ctjbvdJex1kru6VQ5lBrTrtEjx4LymUsZFrNK+UnM4R4cg95FvIa4UlGSm1RJ9jCbL87jDJCJj6xzfdkT5D48Wb/AJ9/H4MSL4BljbxcNoNp0+hndvWKcSnXv/h/9qhTuH0AF3rAzDo9p+yD/wAH/wCt84w8KjZyRIi1iJxeQ61neRmyqMs23nw37zGHUWuvb6boey+8R7P7pa12GWPPdzx50rTz7/lf15NJqlUvMQ3S6fIl8XZiOOJZZUvIjN1yspbC9kY8rdLqFLmLbqlPkRHV4uJTIZU2akGZkSiJRbSxI9vgMZIuCkSHa5VXJDi3V8Rb5SlGZ9f2zHjv++yiF+LU/tXBrWrnTn0Pinm6zetns7ntE+08ZVpO5Ovg86U76082Pp8fitQlQ23FrRHkOMpzdkSVGWPxCQPZW/rvUPdj/wAsx4xvUfNZwwl3AAAlR8VuHkpFU6XLYUK0kiMp5qk1KNOU2nAjWTTqVmkjPYRmScPfHsHnkRW3RFYjtLYLhRtDm8Kl6uv2wk2UkOtlroNoKa4RFieGXO2S21bu3gLwRpn6ClKJNQjXyWAjrR1q4yC1ifCRIRmIxwbdorYl9ASGLFbl2Jvn4XfR5sRS5Me6iLUrwa5mNthLbLkKCk8CMlrfdTmUnbuQgzPDDk7xyjvovevE0h7wKhefeXUUy6rNTq2W205WIUZJqNuO0nsW05j7ZmZmZmZmZi2maK2PWlmO02L4HLY3gxrzrs7m9IurVy9u1FPoVCqFk5tNTIqGOoW+uTFWltWCTIsUtLPbs5I6b2s4RDQtu5ojsun3rUeqmjlN06z0dUh15Z7MEpQkkEewtqjIcKZbcPVy/aSV7+tQXkxFERHclSOLw463V+pSnH/2IY6pi2F0ydM22mlzbOPUKhDdoVkKJnTRaCmRrCaWrYuQ8sklneUWBbsEkWBdkasEU6TNdkaunx3XV5TTlb5sxGW09xFt5xVqfYltrJIrjmflel2VF/rK/gXwi4W0x4zeoiR0x2vUpSRF/wARGS8bWXqW9BsbIzocrE/J6ptnafb2qPYXvC5ocGn0tGrp8dDSOy51q9kz2mYkK3j0NqGKfkzxjg6J3TWHsnS7N2cqFl4bSGqhFalKeSnFbuKCVipR7T2mYzvFo7bsdDfrcqvXkZbhqdoVXmN16j/yb1hzJNo+d6n6xXosZRmakp8KFHu7Si7Q3FYS3yNWPnWss3LeolS58uzs3o3LMZRawaQejXT683LrlDhusyGsXNWpsjQraR4JMuUky29suYatLs/byxEhceHUFoyK1jeVKlks9pZTPDk4YnvHU56HHnx1x5DaHUepUnHyjE1rLlbNz5C5DdPS1n5WZKSxSeO3YewxtafVytx6cu+iJQjc8XlVpUzfFe5Fp64bmp1S29Z1bMWzaWztlyTFqWtql8lspi49YkSGkassqW2TwUWwixItuGz4jG438kNDpbesmR2qgvXZszycdijIsTNW4iIi3eEeW0Vj6fPrmso7bWqQyTPJb67L2sdxY7ffGf62zb8UYUZbemnc8Mp14aw3W3K8arDTkxvjDqFErWKbMz+DE8P+I2Hq9Fbo1H4u232OXLz/AA84yTZ+xsOgwkOcXyLy5vwTPftFs2pZ41n9RmyjS1Gqlfl4nr6KFux4bbVW0lxbdo+iFoKfrUTZGscSlSj1a1p2EXgPYQ1qq9BbdcVxdtMeR1yuYjPnIy5jHR2e9T7L2LrFYqB5GqfHflJ9kkmZEXhM8C98c9pita4txzr1qzKV4T3jo9j1Vy/GuXlRyvaLT2bd6MrceOfNaZrqFM9MR1ZPVJ2l8JCpQ602790Hr1nidklXZCnyaPHd6pH+l1+t3K94dHS65iVn/Cq7Uht37oJwtU3KhS/TDedPYuJ2lh/Ae6HWhljNryjirgDztzG3RPzELqvoAAAAAAAAAAAAAJMr0lI9rX5DE4SZXpKR7WvyGAnD4rcIHpDbXogpb9aba+6CORXH5EiU4uRIcWt5fXKV2Qli3emBvug9DFabd+6IDk8laAS2ZDbvoY+uONteiCRGApEqsNtfdB5CtE33QUyF2PfWeJ7qk/IZEX/UX/jC+QYobNebdp8dvWdY86rxktF/umKg1O1sfi7bnI1ms9/DDyC7YlL8qfk+5v8AX9d13vfCPg8kuoNtClvV5tv7oI5a6vgLd6YG+6f6wqEWqNuhyKkPXSnm4tQiSJDmRCHCUpW/KWPgHh1jer1g8UmqNtCVo1xlkuiyVerFBqjXQeoLiLluNsvZUpPMjMXJPMR7PYF1WOtDErttVTbxptPmxWYbrLaqk21qk4OJNJERpwx2r8O0xiJi0jbUyO5rPQnEK+A8RLVX0OrWedPLxGvOEZPc23fNTt1YUr4oQllhXnGvHf30/FnO8mh0y1Ncg0672DTJU1Dcpyc3AUw0eJLbI1LPEixxNW88d4si2Nl6xZyqL6KUziqJbzyoqdYhZG2le8iSo8pbS2HgK9czXI7t4lQkOOZEOx5Pwm6gxXNIH05QvaZHykDXtXZW7lLXnR2m6bbo962O92ilHC5lSmMfTxzSnl+H72KAAB6D5aidZcabaccbyIeb1jfKLlIzKTjs3cpCi94RLZcabTIcb5DuOVXqsNh+wPVUfSdK9wr/AHl8Qy/rZT/8/wDKIE2vFDL/AJ5vGADw1GdqmwQjlTm2vugosmpuOucXj53VL61Kdpn7w9FNpMyvOcYcc1UVHXOJ3mfOSfnF0wqfDpjeSHHyeqUratXsqGGU2WkFIgUWZKhobqjbURHZZW0m6sjPEiM8OSW74BWYzMOA3xenx0NI9bvUfbM+cDUPgxSkvCEbfpRqcA+cQD4SgZn0TmVCSPqd4C47K2qrljbQQrSWbqC4k2E4TzLiVGW0uYy5yMsSMucjHSzR70iLL33UNEPWIp9o4jZKmU1StuJbDcbM+uR8Zc45ZocFUo9aqlBqDVUodQkQpsdWZmRHcNtxB+BSTxIeXr9BHWx+KtzR6yViWP3XZ6OrqmrE6XB1vqBz/ux0+LYUFtqn3iUNq0EdrkqmR1aiXgRdkXWLPw8n3xsbZ3Te0f69HQ3ItJIo8haeUzUoLqCL/OJSaMPfHNT0F6x6ovchqLdz0yZUqNDp7ra23G/9UUZmydLiuI4vHR4olQ77Lm6z9b70LOO5/U1Bv+Jj7OvuuPs51SsXqWaa9aqoNmfwJPEa8tNcl93+Tcjexee1MfisfV+r9T/EWBaGK3Ah8YmZGkI5SlKUREki5zPmIWneXpsXJxZDvS3MqFoHWscqY8NbDWz17xJIy8JYjUa9/SStxe04uHIyUqj9jT4alYLwx2uLPao/BsLwDLp9ov35eKPFEz3SzprfzL4V7SMvuj2t/mXZOQvoVHVmmSm8SKW4W5JdtCT2+EyLtDX19QnuODxOOa0dhpdLb0lvpxcrrNTc1NzOXukq3D4B7wG01eTN7A8T1Hhu9Uj/AEuv1uGGPhL5h68vhEJ7hZMqZKUqPWIv3PWp9U2rH4t4mxq53TxRUUqEt6PHlemI6F+uTsP4SExuYsNbL0x6k26PWhQttVJkNdUhyNajrsqth+8e4xOptSc1mrczZ+ySrsRljNgrCUVwgIGnNa3rBGMqgAAAAAAAkyvSUj2tfkMThJlekpHta/IYD5Z2z9Qt5biz9g6XIaam2iq0Okx3HsciHZDyWkKVhtwI1kZ4dodk7j+C80YblqIVXvHhIt7Wmmc02pWgUlMBgywMzajY5EILLvcNat+0iPAuO1gbUt3e3sWMvAmU52dHs1aCnVh6OyokLebjSW3lISZ7CUokGRGfbF76SOlZfRpU2kdn2/rrsShIkG5T7OQ3FIgQi3I5P3Vwi3uLxPE1YZSPAYV3bKjw9Cmq1E7J0Ol3NSpqlE30PjxaYpaz3EkkJTyjxPDAsRjTSF4M3Rxvks/NXZCy0SwVqtW4qDVKMyTTGuMuSUiMnkONmZFjgSVFhsUW4+GEukoZbxJGA7i8FlfTau+TRkRHtpVJFVqdj6s9QePSlZ3ZEdKEOM51HtUaUOkjMe0ySWOJ4mdRxntxYm1l0F4FbuztxD4pXbOzFw5jaVGaFGWBpW2oyLM2tCkrQeG1KiMUZ16ZVJkel0uO7LlzXkx47LaTUt1xaiShCUl1xmZkRENz+GNocOj6T1IrsPIiRV7LxlSspEWZbbrqEqPtnlyl7CS7QpPBL3O0+87STXbSuRkyKfd7T+izbaixI5zh6uOZlhty9UWXrkJPmFslG22iPwVN2li7P022mkXSkWttbNjokOUSQvGm0s1p9CU2n0dxObBSlGbZGXJI8Mx7LMQ9Clu0Cbs41Kud6NZtSVFTDppvqWWzJq8uJqx2Yb8RinhRdIetXGaPJUSyNUdp9o7ezOg8aUyrI9GiknPJdQZGRpVkyt5i2lrcSwPAy4aqpv0vrBVd2o0ruC3ukvRs3NtJcfRoth7bxWVORY8PqNLqSy26p5nDBpStpE4jDAz5RKIiw43yiqlAqM6hVyG7CqFPkOw5kV5JocZfQo0rbUXMpKkmWHgHcXgzdIGt3+6NkRdsJ7s20lj5y7PzpTysXJbaG0OMPqMzM1GbbiUmo9pqbUfOOevC5XUNXf6UaLX0iHqoFvaO1VHFpSRIVObWpmQktu/KhlZns2ui0ZC1dA/Q7p+mPbe0UO0lsJtCs7ZJmI9UE09KTmSTkG4SENLWk0I9CXipSVc2w946sUPRl0INHWkMN1Cwd39JRqsqZlplMSJEgiPE1GuUZmo8e1u8G4ccNG3Svt3owWTt/T7s4TLVo7bpp8VmrPJJxNOZY15rW2g9inTN5OBqxSWBngewYstHVLUW8rkq1Fs65UK1V56tZJnT5Cn33T8KlGZ7C2EW4iLAB+g6HdPojXx0R3oRd/dhainnglxyn02E7k3kRGtpOZO4+ctw55af/BsUC6ay82/S4BuXHodM6tXrPPPG6mGwZkRyIq1crIk9qkKM8CPEjIiyjSS4K9K2FxF8lmLf2Mqj0KVCqEduU22rBubDW6jXRnUl1za07DLtkRlgZEZfostpSKPbK7+u0CsRESqVXaPJhymV7nY7zCkrQfgNCjL3xUfmiKpfS/onYjfXg/uDosRpFWHavsvftJPkUCROejQ6BTXDjm8bLhpWch7DMSDPHBLeU+fNzDnvHbcyavDNvTmTuPA8NngGx9nNNm9u7/Rso2jjdZIkWYSiRUJFarkdzCbIKQ6akNR1pPFhJJM8yi5ZmZYGnA81h1/RdloMXGtookyyl0tmnkqSerqTMLjObAiJSjexXiZYbTFWtDoxaJN9tnNZIunsFWKbLSpLdQpMNhpe3ebciNlUSvCSsSH56HqfJluOzJrjsiQ6s3XnnFGpS1KPFSlKPaozMzPExtpwXd89tLtNKKzt3dPqjvSxbpx2BVaapRqbU6mO4piQlOOCXErQgjVzoUou0ZVFZ0ydC+ZocW3ptuLD1CbVbvbRuKiR3pThLk06YZmvizqiIiUg0JI23N55VEZYkRqwfeVWujMehOazPkZf+M0fMOxPCUWfh17QuvEKWSc9NZhVGOvZih1mYyojLZsM05k+wsxxMqTzjtPo+s7m75UjHj9rGTptDuNz+xdRovu8xr/OjxgADccs91Q9J0r3Cr95eCX9a6f/AJ/5RBUfSdJ9wn+8vhL+tdP/AM/8ogWs/q/+fNFLlPaptYocSK5XqoiPy9UjlPK9Sj5z3CdWpn3MV+zFL6F0vWSPTErBxztpLDkp+A/jGGcl4RVIm22m0x47aEtJSSUpTuIiEpYmrUJR84wMwlIZPABcw+q3AUQK3j4ACywAAKpBGlQgHw1AJ6HgOQJBqHw94hOSapwQ6wedW8DUHFFs0a3BIW4ClCUsSIFqEpSRNPcIMxAhLWkQHvEat4+AiqFSRKVvEahLFkAhz+ERCE+cAz+EeGoxz+uEfr0clz1xdsegTkeh/h9cKnqjjJ9o87Wtiri0S+kJmrb9CXyki6Ib2tbG1bk1KxxTgABdQAAABJlekpHta/IYnCTK9JSPa1+QwB2O276IIDbbi9UEx55tpsTrCWCt5fJbOn3eXb2fl1qu1BWVlmOnEkI3KdcVuQ2nEjNasCIUkKO1DrFra5Cs3ZulyKnVanIbhw4cds3HZDqzJKEISnaZmZkXvjvloNaO0zRm0e6JYOuLYVaKW47Va4pnahMp48dUk+yJtsm0Y85pM+fAWPoS6AFh9FaAi2Fo3o9orx5cc0yqsaT4vT0K69iKlXWlgWBunylYH1pHlGBeEK4SCnUuJWbgtHuulIq0hLkG0FpYbhG1EQpODkeI6k+U9gZpW6nrNpEecsU0Xac8JRfNS77dKu0VQs3IRIotmmWrOQ5CFYokKj5jecLmw1zjqSMt6UJPnG5fAi2XRFu+vQtn2dTrVPpeJ9qKwtzZ/pfkHKrobqo/5o67cCpMbcuDt1T+zj2yW8r2FwoyU/szFRiDhsK47JvLuss19xg0WoTk9rGQ+2hXxRkjnxq/qeN8+GmZcK/S72R2C7KuNp/CTMdM/lENEFK+p4vFFXSPgR6+6T97FlCzapCqXUC7WKtcj4cEipcNrQW3qFdVaTk61mdUaelXPg420s/exbL4BbPAksunbO9uWTatV0PpTebmx1j54ezgL34bKY10hXX07P1VdcmPF7CWEpP41EKJcuabFb1Ymy5TcVvqY8Lc7VR/RBsfocaCl4mlnWEWgn8Ys7d3EkauZW1N8uaaVES2IaTLBa95Gs+SnbjiZZRlrVRTdBbRltHpNX50czgOosbZeczUrRVBSVE3q21ktMVKyLa66aSThjsSal82A7KaX989PuE0dba28kTWo89NLeg0VKtuuqL6FNx0knsiJZksyLsUKE7NcBoSXIEg3KfY+xlnmzy5lGt+W+eJnhieeRIcMj2bTM/AWzi/pkaYFsNMK3jUtxh2kWKoji02foalFmQSiIlyJBpMyW8vLzbEFyS7JasfqXYCocPqYrSYbfogghx24rY8VUqmqb9E/CGRRNn1BtptbfWDfDgk9Fq0Fp7ymtJu09OXFs7ZjjMWha5tRdEJzjRtLdRmLBTTSHHCzFs1plgeKDw8Wg7wZ1bveODevpBwJdIsUpKJFOoaszEyspPalxw9imY5lgZYcpZHsyltPoppD6StzGhldpGcrBRGXmohRbOWWpykNvyibwSlLbewm2UYlmcMsCLtngR45VyXYU4Wi92l2W0eEXQx5BLrt4M+M2mOhXVEQoz6H3nTLHEkmttpvw5zIcoLRU9yBDomsbyZmXfKkXXaG9a3+lTflOvHvDkIdmyoxtxYraMGYMNDmLcdovUpzq2ntM1KM9pibfTTW6W5Qo7fe8jN8KBr5/bxi7PRbRL/AKc1G4+3NKfzoxqJ86O3Fcabbz8uO04rN21oSo/jMx6rQ/XiR+Cz+zSPdTKQ3X7WWfoch1bLVSepsNTicMUE5qkGosdmJEoz29ob3Liq3IwsyuS9u/8AlVTqj6TpXuFf7y+JVSc1VHp7nt/yiGer3tHmz9g7DotBDtHUpTtPcjwUtvNtkS0OyDxUeCS2lrT+AhYN5129LsvZtciPVJbq4SVqSlxKeUalFvwIYJaiMZR/e2OzOmudptvv67b/ABW7XqrXu/f7+fcwvHjuVmuMQzLk6zWOfgp2n5MPfF8uuC27DReXOqjnYYMt+/tV/ui4TUKTl4kQj4XwQlzCHN4BAlQquiEefwiAQnvARAIc3sCIF3xW4QiMS1APoD4kM3gAQqUGb2R9EAD6ahLPnA+cQLAFbhAofQAS1bxLPnExW8Sz5wWQAAhBFUKx8SkfVCIWOAedaRMPcPmUwKpBpExrmEK9w+CskPHU2da3rG+va6p8G8eujTOpo9cIFK80eCIriszV9h1yfYF7cmO9H7y7gEmM5rW0CcNpqgAAAJMr0lI9rX5DE4SZXpKR7WvyGA8DNOrlqLQ0+y9nKe9UKrVZTUGDDZTmckPOKJLbaS5zNRkXvjvJog6JtgND269TbjkJ208uLxq1No3VEjOaCNSm0rVsbjNFjgWwuSaj2mOW3Be2ZpdqNNSzTlQj61FFp9QqjKVczqGTS2r2SNzEdor5LrqZfRdnX7rq3WKlSqfaKKcOVJpziUSCaUZGtKTUlRYKIjSeJbjMYKruT+nfwmdob059TujuBrMikWIaNcaoVtnkS62nDBSW1YYsx8cS2YKWRFiZEZoPQ6mqjtDsN9Bc0av8OLff6ZF/qBF9Bf0b/wDD28H/AEyL/UBGQ5ES50d2Pq2x0X4E620aLaa9K7uRNwdqEWm1eCwpRYdRU82+aS3mZk8xj+AMIcIrobXdaIT93rF3dctBU+m1NV450WeacycW4rk1eRCcMdevHHHcQwZoz35V/Rqvos7e3SEOvx6e9qapDbURHNp7mCX2tuwzNOCix3LSk+YSOhXDXXczJdl7uL2IUdS49FmTaLUFJbM8pSSbcYUo9xESmXS27zcIctl1Bvi+rH6JZ0a5TTMuIXEKRGtRYe2UNKtYy5lcZWRkpJ+qZfaWRGaTwNKk4GW8hofH4EWOVrCOXpBOrsvrjXqW6CSZ+qxPBvObxtkok4FrMuGO3V8wiMhe/AuWCmUa5e2t4c2Gppq0tfTFguKSZa1iK0RKWk+dOseWnHttq7QwLw0l40etX32Mu3hOoX0q0FcyUaVdZImO9YouYyaYaV7Do6PW6t7cjoN3CROOKZpFmrOxCp9FpaHsZNRfJJmhlolYqdcWeKlK24YqWeBEY4C3w3kWovovMtFenbBz6pWinLmOJTym2UHsbZT61CCSgvAkQM46AmiJI0sr1FxrS8aj2Fs0lEyvSGcUnJM1dThNrI8UqcwUZqLalKVbjNI7AX/393QaElzMKfNpTESDEbKl2bs5TUpaVJcQjFLTaS2IQkiI1OHux5zURHhvghbH0+gaIsa0DDaeN2mr9QmSHMu09UsoyE49oiZM/wA4xkTSh0D7t9LK1lKtPeJbO1kHoLB4jDg02QyiOjFalLdIltqPOrFBHtwwbTsLbiHFrSI0oL1NJ+267V3j1dXFI7ijpdFjqNMKmNHuS2jnVgRYuKxUr2MCKxYciHFb7DOOvBcC7o2f4d3gf6ZF/qALgYNG/wDw8vB/02L/AFAmMhyKmVRvi/U3BvpwXOhXS72Z69Ii9ekIm2ao8zU2bpr6cWqhNbPqkl1OGCmmlEkkpPElLJWJYJwVoRejZ+LY28i1VjKe+67EoVcnU2O48ojcW2y+tCTWZERGZkksR+iDRQspCsToz3W2bgMIaRFsnTHHcuwlvux0OvL/ADnVrV+cEpDEGnRp5WU0T6AizFno8eu3i1Zg3IFL1nUoDR4pKVKw2knHrWywNZpPaRYmOJVvrzrcXv2zm2/vMtRLrtdqCurSpSi2IxM0ttoTgltssTwQkiIsdhDtBfLwW9y9+V5loL1La3gW6XVrQyNe82zMjk0ygkpShpolMmZISlKSIjM9wssuBe0by/7eXge9Mi/1Agcwbl7QU+jWsXIccSjPBcb981tn/AxdF9lWj1mRRJEfuMjN8KBv1b7gktH+wlhLS2zo9uLdLm0Wky5zKXpkc21LaaUtJKImSMyxSXOOZ9iLw4kOtUqq2jsrFrsWC26lyFJUnVyDWnAjPMhRJynge4xi6X2tLjq49pa2Ozl7aYx5rWuVKfNeaV45/wB3y0P14e/Ba/ZpFcsf9s2yH4xo/wApkXxXLW2Mt7bez1Hpd2FHoWpmZpTjOrc44hTBZW1pJlOxOzDEz3cwuG1Vn6HS67YeZS6PCiSF2upTOsZjpQvVks8EYpLdyU7PWkJu6iMZUt/Lydv7O6nduzOq3iXEKW6V5jXvr3U+ac07+ae7KOk2rVXRzXHOs6IQM3sFIQZmNb767bWerNEkR6ZVGpBSEnq8uYs+BluxIbHaUv2m6n7sh/tkjQ+0r30pH/znlLAVjZjPxS9nGfoo3+/tvZ/U6S3GnF2VaVrXn4pTu4/FXbMM8Vs/H/xudz4TPD4iIezN4BGy3xWHHj9yZQn4CwMSVKEumfVbhAkfRLNQCYAl5jEQCIB8SIVKARZvAPghzGPub2QXfQHw9whAfVbxLWGfwj4reAhVuEIAA+JEKlCJQhAQj5lITkJES0gPOvV6tHX5+y5OzwYfGJAmrEo94AITUIj3iAWWFKEOYwVvHwFUtz0QE7xCv0QfRUQDw1JvqaJDfYdd7Bj2qEDzetbW36tJhRP3Xto8jWt6sVUWxRntU5q3OvQoXMShtxaUo4voAAsqCTK9JSPa1+QxOEmV6Ske1r8hgKldveheZcZbRFvLp7SLoVdRHdhpmJisyD1TmGdOR5C0bcpbcMdgzB9Eg06Pv6S/1DS/7MMIatsNU33MUxGb/oj2nR9/OX+oaX/Zg+iPadH385f6hpf9mGENU33MNU33MOmtyua+DSDv00h36Iu+i3bto12f4x0NNyDFj8X1+r1uGoaRmzapvrscMuzDE8bKXT+p6se9LbfcxGLUiqr10F/d+GjxVHahdBb+pUJEhwnJUFOV2FJMiIsXI7hGhSsNmbDMXMZDP03hZtMuTT109qoWSiOrTl42zQ+qp9cWZak4+ykawKbb7mIOLo9QK9Nbl7Lxrzb1L6bRrtPevbiq2lqW3VuTnsW2SPelptODbSfWoSRCiPU1vi4qiEttfcx9DFVkO7LTK0qrlrHwru7sL1naLZ2nqdciwU0mA+TZuOKdWed5hSzxWpR7TPf2tgun6I9p0ffzl/qGl/2YYQU233MNU33MOmtyzf8ARHtOj7+cv9Q0v+zD59Ee05/v8y/1DS/7MMI6pvuYatvuYdM5UKurrFqK5ULSVyRxqoVWU7OmSFNpQbr7izU4vKkiSRmpRngREQ2Ao/CDaa9nKPBs/Rr6pUan0yO1Dis9A6YeqYbSSUJxVGMzwSkixMzPYMPZWxDqm+5hics3/RHtOj7+cv8AUNL/ALMH0R7To+/nL/UNL/swwhqm+5hqm+5h0zlmKt8ILpp2jo86z9cvqlSKfU47kOUz0DpiNY0tJpWnMmMRliRmWJGRjB0Sm8QkOx9X6Eo0/AZl/Ae5Tbfcx76wn6sVDV9+P/LUGK/HhyXXZP7alM90N/sCGX7cfXSwn5ZUv5ShhO7dxx28CjuOOLWvjHXKViexCiLafgIZstx9dLCfllS/lKHmar9qg+obJH/sDdPwr+VF+aUyv7i9V91Q/wBukaHSklKqFMh9eSpHK9jMWPxDe7SrV/cYqfuyJ+3SNF6F9NWka/8Al23HPiw/iNuHpfnP9HX91S/z1/ouuSrqi/wh51qEa1Dzr3iuLv0alCUtQ+ZvAJalAuiJQ9Bbh4mldUHqJQCYIU7wVvEOYgH0fU7xCncPoLpihKVuH0QHzgIQHxW4QgPhqA1CF30UfMxgPoCEAE1ChE76GJOYx8N7qYD4rcJSwNQhAQqEsRqUACAfMxD6IT5wTVKWClCFahCpQIRZvAPogPcCVAmjwq+lahj6vlC54rmtbQLZqSMer+pVyvYFZoz2tbGeDWvR8SqgADMwgkyvSUj2tfkMThJlekpHta/IYCcAsDojUO/JH6VXzh0RqHfkj9Kr5xTqLcL/AAFgdEah35I/Sq+cOiNQ78kfpVfOHUOF/gLA6I1DvyR+lV84dEah35I/Sq+cOocL/AWB0RqHfkj9Kr5w6I1DvyR+lV84dQ4X+AsDojUO/JH6VXzh0RqHfkj9Kr5w6hwv8BYHRGod+SP0qvnDojUO/JH6VXzh1Dhf4CwOiNQ78kfpVfOHRGod+SP0qvnDqHC/wFgdEah35I/Sq+cOiNQ78kfpVfOHUOF/gLA6I1DvyR+lV84dEah35I/Sq+cOocL+X6EPbWk/Vioe7H/lmMadEah35I/Sq+cROVSpuuKdcqEhS1malKU8rEzPnPbvEZr8+HhmK7T7PKJ7o/3FDONuvrpYT8sqX8pY0yi1usQ5CJMSqTGXkHmQ42+tKkn2yMjxHvk24thMNlcm1NVdVGeRIZUuY4Ztup61aduxRYngZbSGpdtdS5G58Oq0PaOGl7PavZJQrWt7niXPdTu+G+OlmeNzdQ92Rf2yRpBZNP1Ymueojn8akjw1e8K3lehqp1ctnXKjFWolKZl1B51CjI8SM0qUZGZGKfSq5Lo7jrkdtpanU5FawjPZjjswMhljTGj5p2b2WuxaX6aU8vFWvNKcefH+y/c3gEpW4Wj05VTuEXxVecPh2wqXe8XxVecJ4dFkupW4Sli2Omqodwj+Krzh86aaj3JjxVecK4rZxXMhXVB6i5hZvTNP7hH8VXnCZ02VHveN4qvODEzivBO4QqULS6bqp3KP4qvODptqncI/iq84MTOK7DUGbwC0umyo97x/FV5wdNlQ73j+KrzgxW6lF4EoQi0+m+pd7xvFV5w+dN1T7gx4qvODFHUouk94hzeAWsdq6gf/AEeP4qvOHzppqHcWPFV84YnUouVauqBmIWwdpZ+OfVsY/gH84dM07uTHiq+cMTqUXPmIMxC2OmWf3NjxT+cOmWf3NjxT+cMTqUXJm8AhFudMc/ubHin84dMc/ubHin84YnUor6gSLf6YZvcmPFP5xD0wTe5teKfzhidSi4VKEvMQoXR+Z3JrxT+cfOj0zubXin84Yp6lFdz+EQrUKH0cl9ya8U/nHw63LP7m14p/OLcIzoqJK6oJpbhRk1Z8tzTXin84+9GH+5NeKfziOFupFVzUCt4pPRaR3JrxT+cQnVJHcmvgP5w4OrFVXG9bHW36tIjoDnW+8KP0Ykdya8U/nHmRIfa9D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width="300px" alt="hft trading software" /></p>
<p>High-frequency trading is a growing phenomenon in the financial world, but it’s been around for several years. It involves using computer algorithms to place trades at a very high rate of speed, often within a fraction of a second. This enables larger profits when done correctly, but it also comes with many risks that can result in massive losses. The basis of high-frequency trading can be thought of as a more sophisticated version of MT4’s Expert Advisors (EAs) offered by day trading brokers, such as eToro. The algorithms behind high-frequency trading take market data, perform analysis and use indicators to signal an opportunity which the bot will use to make an order.</p>
<p>In essence, HFT represents the intersection of finance and technology, where the speed and precision of computers are used to navigate and profit from the complexities of the financial markets. At an individual level, experienced proprietary traders and quants use algorithmic trading. Proprietary traders, who are less tech-savvy, may purchase ready-made trading software for their&nbsp;algorithmic trading needs. High Frequency Trading is a trading practice in the stock market for placing and executing many trade orders at an extremely high-speed. Technically speaking, High Frequency Trading uses HFT algorithms for analysing multiple markets and executing trade orders in the most profitable way.</p>
<p>These are available directly from the tastyfx Web Platform and offer real-time technical analysis chart patterns developing on the major currency pairs across different timeframes. In our live fee test, I found the spread for EUR/USD averaged 0.8 pips, beating the industry average of 1.0 pips. Tastyfx is an excellent option for high-frequency trading as it also offers volume-based rebates – the more you trade, the higher your rebates. For example, a notional monthly trading volume between $50 million and $100 million provides a 5% rebate, meaning you save $5 per million traded. What makes it perfect for high-frequency algo trading is its API offering coupled with DMA (Direct Market Access) execution, which is especially suitable for scalping. Additionally, I clocked IG’s average execution speed at 14 milliseconds, below the industry average.</p>
<p>Expand your knowledge account, then decide what you think of fast strategies. Yellow is constantly exploring new technologies and techniques to improve HFT software development. We are always looking for ways to optimize trading performance, reduce risks, and enhance security. Investors must be careful not to succumb to the temptation of taking these risks without fully understanding them and their potential outcomes. This is why it’s important for investors to learn more about high-frequency trading before deciding if they want to participate in it. The method relies on mathematical models and computers rather than human judgment and interaction and has replaced a number of broker-dealers.</p>
<p>The software also requires constant maintenance and gradation as it becomes outdated or slower, or a newer, faster one comes into the market. But, on the other hand, codes are made leaner and more efficient, and every millisecond shaved off gives a distinct advantage. This caused the price of frozen concentrated orange&nbsp;futures&nbsp;to shoot up. A trader operating in Florida would be aware of this crop failure. Joey Shadeck is the Content Strategist and Research Analyst for ForexBrokers.com. He holds dual degrees in Finance and Marketing from Oakland University, and has been an active trader and investor for close to ten years.</p>
<p>Changes in market structure, trading volume, or liquidity can affect the firms&#8217; HFT strategies, leading to reduced gains or greater losses. Critics argue that HFT firms, with their speed and sophisticated algorithms, could potentially manipulate markets for their benefit. The rapid influx of orders and cancellations can create short-term volatility, making it difficult for traditional, slower-paced retail investors to compete. For example, suppose a high-frequency trading platform detects that a stock is slightly cheaper on one exchange than another. In that case, it can buy the stock on the cheaper foreign exchange and sell it on the more expensive one, pocketing the difference. This strategy, arbitrage, is a common practice among high-frequency traders.</p>
<p>Firms are moving toward&nbsp;operationally efficient,&nbsp;lower-cost trading strategies that do not trigger greater regulation. Jesse has worked in the finance industry for over 15 years, including a tenure as a trader and product manager responsible for a flagship suite of multi-billion-dollar funds. What makes Coinrule especially remarkable is the pre-defined templated strategies. Before the Volcker Rule was instituted after the 2008 financial crisis to ban banks from using their own capital for certain investment activities, many investment banks had segments dedicated to HFT.</p>
<p>Even though the ramifications of high-frequency trading are unclear and hotly debated, there are undoubtedly some clear-cut advantages. The technique no doubt ushered in new realities for traders, markets and regulators, offering large returns for those able and willing to make big investments. And interestingly, high-frequency trading is gradually being made available to retail investors through software packages and commission-based services. Secondly, investors using high-frequency models must store time-sequenced records of their systems, algorithms and trades for up to five years.</p>
<p>There is a very high degree of risk involved in trading securities. It should not be assumed that the methods, techniques, or indicators presented in these products will be profitable, or that they will not result in losses. Our research team has conducted extensive testing on IC Markets’ entire product offering, check out our full-length review of IC Markets to read more about our findings.</p>
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		<title>Ssw What Does Ssw Stand For? The Free Dictionary</title>
		<link>https://www.rafaekiko.pt/ssw-what-does-ssw-stand-for-the-free-dictionary/</link>
		
		<dc:creator><![CDATA[Carmen Santana]]></dc:creator>
		<pubDate>Sat, 13 Jan 2024 03:48:49 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://www.rafaekiko.pt/?p=6542</guid>

					<description><![CDATA[When the Rossby waves are sturdy, their amplitudes grow with top into the stratosphere where the waves break, similar to]]></description>
										<content:encoded><![CDATA[<p>When the Rossby waves are sturdy, their amplitudes grow with top into the stratosphere where the waves break, similar to on a seaside. If these waves are robust sufficient, they may decelerate the jet sufficiently in order that the westerlies flip easterly. Such a change in air circulate <a href="https://www.xcritical.com/blog/what-is-seesaw-protocol-everything-you-should-know-about-ssw/">seesaw protocol</a> disrupts the stratospheric polar vortex either by displacing it from its normal location over the pole or splitting it into two daughter vortices. This descent causes the air to compress and its temperature rises dramatically, sometimes by greater than 50°C in only a few days.</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.xcritical.com/wp-content/uploads/2022/08/992835f5-064f-4f3f-90a0-b5daccf05929-768x495.webp" width="304px" alt="what is ssw" /></p>
<p>In order to precisely learn and interpret a wind course chart, sailors should first understand how each level on the compass pertains to its corresponding diploma vary when reading from left to proper on a chart or graph (from North via West). The degree range for south-southwest winds (SSW) is between 180° and 202.5° – which corresponds with the lettering S (for south) instantly above it on the chart or graph getting used as a reference level (see illustration below). As mentioned in a latest MetDesk weblog, there may be vital variability in terms of surface temperature response following displacement occasions <a href="https://www.xcritical.com/">https://www.xcritical.com/</a>, subsequently it&#8217;s not shocking to see a similar response for wind anomalies. An evaluation of the spread exhibits there is a much more of a selection in uncertainty and variability in the stress sample after displacement events (not shown), therefore the more washed out anomaly sign. Looking at the following 60 days after the onset of the SSW, it is clear to see there are important alterations to the stress pattern across the northern hemisphere.</p>
<h2>Dictionary Entries Near Ssw</h2>
<p>SSW stands for “south-southwest” and is used to describe the course from which the wind is blowing at any given time. The degree range  for south-southwest winds is between 180° and 202.5° (south wind (S) is 180°, whereas south-southwest wind (SSW) is 202.5°). This means that if a sailor have been going through into the wind, they&#8217;d be taking a glance at a compass bearing of both 180° or 202.5° relying on the exact course of the wind at that second in time. Sailors are all too conversant in the ever-changing course of the wind, and the phrase “SSW” is one that is usually heard on the deck of a boat or in a sailing climate report.</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.xcritical.com/wp-content/uploads/feed_images/forex-broker-marketing-plan-tips-to-forex-companies-img-2-768x512.webp" width="305px" alt="what is ssw" /></p>
<p>These are giant meanders in high-altitude winds and occur within the atmosphere as a end result of Earth&#8217;s rotation. These types of waves are generated by circulate over mountains and continental land-sea temperature contrasts. They may also be generated by year-to-year changes in giant scale weather patterns corresponding to&nbsp;El Nino.</p>
<h2>What Does Ssw Stand For?</h2>
<p>The variations within the proposed definitions make an inter-comparison tougher, and therefore reaching agreement inside the scientific neighborhood on a standard definition to define events, notably for the application of forecasting, is important. There is consensus within the meteorological neighborhood, that for the purpose of operational forecasting, taking the 10hPa zonal imply zonal wind at 60-90N is a straightforward and strong technique to find out a major SSW event. The stratosphere is the layer of the atmosphere extending from ~6 miles to ~31 miles above the surface. The stratospheric polar vortex (we guess you&#8217;ve heard of the polar vortex!) resides in this area, and can significantly influence climate within the mid-latitudes.</p>
<p>As was to be anticipated, each displacement and break up occasions are characterised by excessive latitude blocking across the North Pole and Greenland, although it&#8217;s clear to see the anomalies are significantly higher with the break up occasions. The highest anomaly noticed is a +12 hPa anomaly over the pole in the course of the 15 to 30 day period. The tropospheric polar vortex is a standard atmospheric feature that affects our weather every winter. The lagged response of floor wind following a break up occasion show a method more noticeable reduction in winds relative to normal throughout Northern Europe, and an increase in winds across SW Europe throughout.</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.xcritical.com/wp-content/uploads/2022/08/create-cryptocurrency-exchange-768x512.webp" width="302px" alt="what is ssw" /></p>
<p>If waves are robust sufficient, the winds of the polar vortex can weaken a lot that they will reverse from being westerly to easterly. This results in chilly air descending and warming quickly, with the red line on the graph showing the sudden jump in temperature. When the North Pole tilts away from the sun during the winter, the air above the pole becomes extremely chilly, reaching temperatures as low as -80°C by December. Circulating round this chilly pool is the stratospheric&nbsp;polar vortex&nbsp;with an area of low strain at its centre. The vortex appears every winter within the stratosphere above the Arctic and exists till sunlight returns to the polar regions within the following spring.</p>
<h2>Tips On How To Define An Ssw</h2>
<p>Due to the massive temperature distinction between the chilly polar air and the nice and cozy air at mid-latitudes, a&nbsp;jet stream&nbsp;flows around the perimeter of the vortex, known as the&nbsp;Polar Night Jet. The Polar Night Jet flows west to east, typically in tandem with our own more acquainted tropospheric jet stream some 20 km beneath. The European floor wind response can be attributed to modification of the mean sea degree strain (MSLP) pattern. This intense modification of the Northern Hemispheric flow results in a southward shift of the jet stream across the North Atlantic into southern Europe, and a internet easterly circulate throughout the mid latitudes.</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.xcritical.com/wp-content/uploads/2022/08/f98aba06-bdb0-4ba8-951c-1ac79da87a0b-768x512.webp" width="306px" alt="what is ssw" /></p>
<p>A lower of between 10 to 20% is noticed from the UK, North Sea into Scandinavia throughout, and throughout Germany and Eastern Europe during the first 15 days. Positive anomalies can be seen across Iberia all through, with no less than a 10% enhance D1-15 and D45-60, and 20 to 30% improve for SE Spain and NW Iberia for each period respectively. The most anomalous wind response was across the NW tip of Spain D45-60, that includes a 30% increase in wind compared to normal. Historic SSW occasions have been decided by wanting on the zonal imply zonal wind (ZMZW) for 60-90N at 10hPa. When the ZMZW fell under 0m/s, it had to persist for a minimal of 5 days to be thought of as a significant SSW occasion.</p>
<h2>Sudden Stratospheric Warming Events</h2>
<p>This information will present an summary of what SSW winds are, how they can be utilized by sailors, and some tips about navigating with SSW winds in thoughts. This evaluation concludes that the tendency of wind throughout Europe could be predicted at sub-seasonal time scales, however the timing and magnitude of the anomalies can not. This is on no account a forecast, nevertheless forecasts higher than climatology can add worth to these uncovered to wind related danger, and subsequently continues to be thought-about useful information to wind energy firms and energy merchants. Two latest MetDesk blogs released by senior MetDesk energy meteorologists focus on the impression break up &amp; displacement SSW events have on Northern Hemispheric temperatures. As proven beneath, over the Canadian quadrant of the northern hemisphere, there was a sudden warming of over 50C inside 10 days. First discovered in 1952, a Sudden Stratospheric Warming (SSW) refers to a swift jump in temperatures within the stratosphere that is generally linked to the onset of chilly weather in winter in sure areas.</p>
<div style='text-align:center'></div>
<p>This explains the higher than regular wind anomalies across southern Europe and the reduction of wind in comparability with normal across northern Europe all through. It is obvious to see that there&#8217;s an obvious response in floor winds throughout Europe (image below). However, by days forty five to 60 (D45-60), the sign is much more washed out across Europe with tentative indicators of beneath normal from the UK to Iberia, and Scandinavia to SE Europe, but slightly above normal winds from the North Sea to the central Mediterranean. The different type is a cut up where the polar vortex is also displaced off the pole, however it moreover breaks up into two distinct vortices, changed with larger geopotential heights over the pole. However, you will need to notice that some displacement occasions can finally become break up events, particularly over longer persistence instances.</p>
<h2>What Influence Is The Coronavirus Pandemic Having On The Accuracy Of The Weather Forecast Models?</h2>
<p>These embody the solar cycle (Labitzke, 2006), quasi-biennial oscillation (QBO) (Labitzke, 1982; Naito et al., 2003), and section of El Niño–Southern Oscillation (ENSO) (Taguchi and Hartmann, 2006). An SSW is alleged to be minor if the temperature enhance is observed, but the winds only sluggish; they don&#8217;t reverse. Abnormal climate circumstances clearly will have an impact on the infrastructure that supports aviation operations resulting in decreased system capacity, runway closures and so on. SSWs do not always outcome on this consequence — however a&nbsp;cold snap&nbsp;follows more typically than not, so the SSW greatly will increase the chance of wintry weather. The term SSW refers to what we observe &#8211; fast warming (up to about 50­°C in just a couple of days) in the&nbsp;stratosphere, between 10 km and 50 km up.</p>
<p>With giant land lots within the Northern Hemisphere in comparison with the Southern this results in more Rossby waves and so SSW occasions are largely a Northern Hemisphere centered phenomenon. There is solely one recognized exception to this; in September 2002, a significant warming was noticed for the first time in the stratosphere within the Southern Hemisphere. Only Rossby waves with the best spatial scales are able to unfold upward into the stratosphere.</p>
<ul>
<li>An SSW is said to be minor if the temperature improve is noticed, but the winds solely sluggish; they don&#8217;t reverse.</li>
<li>For sailors, understanding what SSW means could be an necessary part of ensuring secure navigation and ensuring that they stay on course throughout a voyage or race.</li>
<li>Since earlier this yr, the time period ‘SSW’ or ‘sudden stratospheric warming’ has turn out to be quite a buzzword inside the power trade.</li>
<li>This leads to excessive stress over the North Atlantic, &#8216;blocking&#8217; that flow of gentle Atlantic air and dragging in cold continental air from the east.</li>
</ul>
<p>Over the next weeks, the action of further Rossby waves allow the easterly winds to burrow down through the stratosphere. The wintertime polar stratosphere is managed by a normally sturdy westerly cyclonic vortex (aka stratospheric polar vortex- SPV) positioned in each hemispheres, driven by the strong equator to pole temperature gradient. (As the North pole tilts away from the sun during winter, temperatures cool on the pole resulting in increased equator to pole thermal gradient). You can think of the SPV as the stratospheric equal of the tropospheric jet stream that brings a lot of the wet/windy climate to Europe.</p>
<p>A subjective approach is used to categorise the events into cut up or displacements based mostly on their synoptic appearance over the Northern Hemisphere on the 5 days following the start date. Overall, a complete of 28 major SSW events have been found from 1979 to 2016, of which 19 had been displacement events and 9 were splits. This preconditions the polar vortex, permitting SSW’s to happen more simply (Labitzke, 1982; Naito et al., 2003). Gray (2004) then went on to suggest photo voltaic min + easterly QBO as well as solar max + westerly QBO can reinforce each other thus leading to major SSWs. In February 2019, an SSW occasion caused the stratospheric polar vortex to split in two causing the&nbsp;polar vortex&nbsp;to maneuver south into North America bringing extreme low temperatures to the Great Lakes region. Weather methods normally arrive over northern Europe from the west — with a flow of relatively mild air coming in off the Atlantic.</p>
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		<title>Best Buying And Selling Apps In India 2024 Forbes Advisor India</title>
		<link>https://www.rafaekiko.pt/best-buying-and-selling-apps-in-india-2024-forbes/</link>
		
		<dc:creator><![CDATA[Carmen Santana]]></dc:creator>
		<pubDate>Wed, 13 Dec 2023 17:57:00 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://www.rafaekiko.pt/?p=94082</guid>

					<description><![CDATA[The best part — you get the identical clean and delightful mobile trading app charts that merchants enjoy on the]]></description>
										<content:encoded><![CDATA[<p>The best part — you get the identical clean and delightful <a href="https://www.xcritical.in/blog/how-to-select-best-mobile-trading-app-for-investment/">mobile trading app</a> charts that merchants enjoy on the desktop model. Just because you’re stepping away out of your pc doesn’t mean you gotta step away from StocksToTrade. Bring it with you, all in a shiny little package known as StocksToTrade Mobile.</p>
<h2>#1 Zerodha Kite Mobile Buying And Selling App Review</h2>
<p>Automated cellular apps can execute trades on an investor’s behalf, following pre-defined standards. Users can outline a strategy and set limits and let the applying do all the evaluation work in the background. You get access to highly effective StocksToTrade scanners while you’re away from your laptop. Even sub-penny shares load properly, which is an issue for some mobile apps.</p>
<h2>Question4 Why Zerodha Kite Is Best Trading App Of India?</h2>
<p>The dealer provides a cellular app for Android and iOS that streamlines the trading expertise of the merchants. IIFL Markets is the best choice when on the lookout for inventory buying and selling software program with an unsurpassed user expertise. The trading app is one of the greatest buying and selling purposes in India and is managed by India Infoline or IIFL. To aid buyers in making sensible inventory investing choices, it additionally provides insightful stock recommendations and market analysis papers without charge.</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.xcritical.in/wp-content/uploads/feed_images/crypto-prime-brokerage-a-comprehensive-guide-768x512.webp" width="405px" alt="Types of mobile trading apps" /></p>
<h2>Greatest Funding Apps For September 2024</h2>
<p>With trading-only apps, similar to Robinhood and its commission-free buying and selling, cell appears to be essentially the most handy and indeed cheapest way for most people to trade. Picking one of the buying and selling apps is instantly related to the stockbroker you select in your buying and selling and investing needs. Kite cell trading app is a miniature version of Zerodha’s Kite buying and selling platform which is the most effective trading platform amount all discount brokers. In this text, I am providing listing of best buying and selling apps in India based mostly on my buying and selling expertise and person feedback. Traders in India can access several totally different trading and funding apps.</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.xcritical.in/wp-content/uploads/2022/10/metatrader-alternatives-in-app-store-for-apple-mobile-device-users-768x529.webp" width="406px" alt="Types of mobile trading apps" /></p>
<h2>What Is The Difference Between Finance Apps And Investing Apps?</h2>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.xcritical.in/wp-content/uploads/feed_images/best-trading-tools-for-your-forex-brand-img-2-768x512.webp" width="405px" alt="Types of mobile trading apps" /></p>
<p>The Kite app is available free of charge to all Zerodha prospects on the Google Play Store and the App Store. The app is loaded with a extensive range of options similar to multiple market watchlists, real-time price data, highly effective charting, lots of of technical indicators, and so forth. The app is further built-in with the Console reporting dashboard to get various kinds of stories such as P&amp;L, portfolio abstract, capital gain tax report, and extra. The Edelweiss cellular buying and selling app is very regarded amongst energetic merchants for its superior charting options, comprehensive market evaluation tools, and detailed reports. It options real-time market commentary, entry to varied research tools, a devoted relationship manager, and a free portfolio organizer service. Financial goals, risk appetite and consumer preferences vary between traders.</p>
<p>In contrast, funding apps allow you to analysis investments, verify positions, and place new orders, all with out having to depart the app. Finance apps generally stop at being in a position to display your brokerage account balance as part of your general financial image. Some of the preferred monetary apps are budgeting apps, and we evaluate these individually from our funding app evaluations. Desktop buying and selling platforms nonetheless have a powerful buyer base due to the superior buying and selling experience they supply. Thanks to the growth of app-only retail traders, however, brokers can’t focus solely on the desktop expertise. Mobile-first and mobile-only brokerages exist already, and established brokers are having to simultaneously develop their desktop and mobile platforms to keep up.</p>
<p>And if you’re saving as a lot as get your sea legs with a StocksToTrade subscription, paper trading is an efficient way to learn. There’s no level in sinking your $100 into the stock market if you’re model new to buying and selling. Mobile merchants can use E-Trade Mobile or Interactive Brokers (with an IBKR Lite subscription). Webull is a contender if you merely like the simplicity of brokers like Robinhood.</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' 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" width="406px" alt="Types of mobile trading apps" /></p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.xcritical.in/wp-content/uploads/feed_images/cutting-edge-software-top-5-features-xcritical-img-2-768x512.webp" width="400px" alt="Types of mobile trading apps" /></p>
<p>Having been available on handheld units for years, these selecting to use the the MT4 app do so with a platform has already been user-tested by hundreds of thousands of merchants. It’s strong, dependable, and packed filled with highly effective software program indicators. Choose the platform that greatest helps you stay on track and identify progress towards your monetary objectives.</p>
<ul>
<li>However, our research has uncovered a number of variations between the 2.</li>
<li>This question’s resolution might not be so easy as it first seems.</li>
<li>Insights gathered from these calls helped steer our testing efforts to ensure every characteristic and power was assessed.</li>
<li>We&#8217;ll evaluate and compare them primarily based on the elements which might be most essential to merchants.</li>
<li>The solely catch is that it does not allow for DIY inventory buying and selling; it primarily makes use of ETFs.</li>
</ul>
<p>In this article, we spotlight the highest buying and selling apps in India and consider their features, user-friendliness, security measures, and customer help. Upstox PRO, a extensively known low cost broker program, is funded by well-known figures together with Indian billionaire Mr. Ratan Tata and Tiger Global Management. There are many kinds of cellular trading apps with a novel set of capabilities. That simply signifies that one inventory investor may have completely different preferences than another, and he can choose a certain trading software in accordance. The first step you need to do if you want to undertake cell trading or spend money on stocks utilizing your cellphone is to download the top Indian cellular trading apps.</p>
<p>Trading apps are enriched with new-age features however have sure limitations. Mobile apps provide buying and selling experiences by way of a small screen where one has to browse and switch screens, which could be disagreeable. Having a correct demat account makes shopping for and selling shares very easy. A demat account keeps a proper document of all your shares and securities in digital type, which additional helps you to maintain correct management over your investments.</p>
<p>It is important to notice that between 74-89% of retail buyers lose cash when buying and selling CFDs. These products may not be suitable for everyone, and it is crucial that you just totally comprehend the dangers concerned. Prior to creating any selections, rigorously assess your financial situation and decide whether or not you presumably can afford the potential threat of shedding your cash. Crucially, the Tickmill app allows users to entry charts, economic calendars, monitor their wallets and account, and deposit and withdraw funds, amongst its features. Make positive that you&#8217;ve an emergency fund and that you are adequately funding your savings objectives. Investors preferring automated portfolios may be excited that the Ally Invest Robo Portfolio has a $100 minimal and no advisory charges.</p>
<p>We may even outline how to examine trading functions and the vital thing variations vs desktop buying and selling. Zerodha Kite mobile trading app is one of the best cellular app for on-line trading in shares, F&amp;O, commodity, foreign money, IPO, and mutual funds. Kite by Zerodha is the flagship and user-friendly trading platform out there in 10+ languages.</p>
<p>Read more about <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> here.</p>
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			</item>
		<item>
		<title>Prime Brokerage Definition, Roles, Requirements, Examples</title>
		<link>https://www.rafaekiko.pt/prime-brokerage-definition-roles-requirements/</link>
		
		<dc:creator><![CDATA[Carmen Santana]]></dc:creator>
		<pubDate>Mon, 11 Dec 2023 22:22:16 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://www.rafaekiko.pt/?p=6949</guid>

					<description><![CDATA[Recent highprofile blow-ups have led to calls for elevated operational scrutiny and transparency of investment processes. Managers have been compelled]]></description>
										<content:encoded><![CDATA[<p>Recent highprofile blow-ups have led to calls for elevated operational scrutiny and transparency of investment processes. Managers have been compelled to improve their operations and accounting infrastructures amidst intense price pressures. Competition for investors has moved managers away from conventional investments into rising markets and over-the-counter products which has created much more of a necessity for tight operational management and comprehensive infrastructure. As these market dynamics change, prime brokers are realising they should adapt their enterprise models in the event that they need to sustain the excessive level of profitability their mother or father funding banks have grown accustomed to. Prime brokerage is a specialized service supplied by monetary institutions to hedge funds, institutional traders, and other high-net-worth people. It includes a complete suite of companies that assist shoppers in optimizing their buying and selling and funding actions.</p>
<p>Additionally, the shopper benefits from the reassurance that their property are being safeguarded, decreasing their own threat publicity. Furthermore, prime brokers present access to critical market knowledge and may offer insights that may inform strategy development and execution. As expertise continues to evolve, it is anticipated that artificial intelligence, blockchain, and other emerging applied sciences will additional remodel the prime brokerage domain. The incorporation of AI and machine studying is expected to reinforce threat administration, commerce execution, and operational efficiency, providing prime brokers with the ability to offer extra refined and tailored options to their shoppers. Furthermore, blockchain know-how could introduce more secure and clear methods for transaction processing and record-keeping, ensuring enhanced security and compliance with regulatory necessities. One of the primary advantages of utilizing side collateral is the ability to mitigate danger.</p>
<p>The likes of TD Cowen, Cantor Fitzgerald and Jefferies have all appeared to capitalise, though without being “ambulance chasers”, as one source highlighted. Many of the aforementioned crises could have been inconceivable to see coming; however, there are a slew of adjustments on the horizon in each the type of market structure and regulation, which is in a position to influence prime brokerage. The complete cost contains each the charge for borrowing and any curiosity that&#8217;s agreed upon as per the contract. Security holders who allow borrowers to use their security to quick the inventory receive a rebate from a prime dealer. Prime brokerage is a crucial a part of the monetary sector that creates jobs for 1000&#8217;s of peoples and contributes significantly to the economic system. For many large establishments, a main dealer could be a one-stop-shop that makes doing enterprise a lot simpler.</p>
<p>By providing liquidity, technology, and credit services, PoP corporations have democratized entry to the interbank market and enabled smaller gamers to compete with bigger institutions. PoP firms supply a bridge between retail brokers and Tier 1 Prime Brokers, permitting smaller financial establishments to access the interbank market and compete with bigger players on a degree playing area. As a retail trader, you might not have heard of PoP firms, however they play an important role within the foreign exchange market, facilitating entry to liquidity and credit facilities for small to mid-sized brokerages. For example, it allows them to access a quantity of markets through a single platform and benefit from decrease transaction prices because of economies of scale. “Following implementation, which can require vital resources, this modification could increase effectivity and reduce prices to prime brokers,” the agency stated. Technology vendor Broadridge additionally explains the change in procedures for asset managers delivering commerce details to prime brokers and coordinating data among the many asset supervisor, executing brokers and PBs.</p>
<p>The market volatility has certainly been a defining characteristic of the 12 months, for both shoppers and suppliers, and gave rise to opportunities for certain methods, while costing others dearly. Among hedge funds there have been winners and losers, and primes could have needed to each watch their books carefully and make themselves out there to assist clients with their evolving wants. Prime brokers are uncovered to various forms of risks, including credit score threat, market threat, operational risk, and liquidity danger. Managing these dangers successfully is crucial to safeguard the broker from potential losses and ensure the stability of its operations.</p>
<ul>
<li>These investment vehicles utilize prime brokerage companies to facilitate trade execution, manage cash positions, and lend securities, amongst different services.</li>
<li>The Prime Brokerage Group provides financing solutions and threat fashions that enable hedge fund managers to execute a variety of investment strategies, whereas nonetheless offering a framework that&#8217;s predictable and dependable throughout all market circumstances.</li>
<li>Liquidity penalties could additionally be established utilizing a rule-of-thumb for days-to-liquidate that 10% of the daily buying and selling volume could be liquidated without overdue influence on the price.</li>
<li>Additionally, investors ought to be certain that the prime broker can cater to their particular needs and funding strategies, rather than opting for a one-size-fits-all solution.</li>
<li>While regulatory modifications might pose challenges for some gamers available in the market, those who can adapt will reap the advantages of this growing industry.</li>
</ul>
<p>EMIR Refit, amending EMIR, requires clearing corporations to supply and provide OTC clearing companies to in-scope shoppers in the European Union (EU) underneath terms which might be honest, cheap, non-discriminatory and transparent (principles generally recognized as FRANDT). The circumstances underneath which phrases are thought of FRANDT, are specified in extra detail within the FRANDT Delegated Regulation. Developing a complete marketing strategy that includes financial projections and risk administration methods will allow you to stay  on observe and make knowledgeable choices. To begin a successful prime brokerage enterprise, you should establish your target market and competitors. JP Morgan and Morgan Stanley are simply two examples of many prime brokers  that provide these services.</p>
<h2>Global Prime Brokerage Market</h2>
<p>However, it is necessary to fastidiously consider the advantages and drawbacks earlier than making any choices about your investments. This permits smaller brokerages to manage their credit publicity more successfully and broaden their business with confidence. And if you would like one of the best of the most effective in terms of service providers, then look no further than Morgan Stanley. Many of the firms competing for this enterprise are touting the high-touch, technologically revolutionary approaches they are taking. Among the main changes is the Basel III ‘endgame’ update, the widely anticipated capital necessities hike for Global Systemically Important Banks (G-SIBs).</p>
<p>Business Consulting, together with vendor evaluation and introduction, techniques implementation, workflow development, in-sourcing vs. out-sourcing evaluation and structural concerns. Property and infrastructure consulting, covering real-estate sourcing strategies, architectural and engineering considerations, project management, network design and consulting, contract and proposal evaluation and more. With over 30 years of expertise, Goldman Sachs has an in depth global footprint in the futures market overlaying fifty five main derivatives exchanges worldwide. This means listening to their wants, offering personalized service, and going above and past to fulfill their expectations.</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.xcritical.in/wp-content/uploads/2022/08/forex-brokers-types-768x349.webp" width="309px" alt="Prime Brokerage Offerings" /></p>
<p>We provide 24-hour international coverage with over 100 skilled professionals positioned throughout the US, Europe and Asia. They have in depth sensible expertise in account administration in addition to broad operational expertise. Our experts offer in-depth data of economic merchandise, combined with native and international market intelligence, permitting us to service a wide selection of sophisticated business methods.</p>
<p>Side collateral refers again to the further assets that purchasers present to prime brokers to safe their buying and selling positions. While the principle collateral is used to cowl potential losses in the occasion of default, facet collateral serves as an additional layer of safety for the prime broker. For example, a hedge fund may depend on a main brokerage service to execute trades across various markets simultaneously. The prime dealer&#8217;s advanced buying and selling know-how and connectivity permit the fund to entry liquidity and execute trades swiftly, making certain optimum execution and minimizing market impact. Clients can deposit varied forms of collateral, similar to cash, securities, or even non-traditional belongings like art work or real estate, to meet margin requirements or secure financing. The prime dealer performs an important role in valuing, monitoring, and optimizing the utilization of collateral.</p>
<h2>Q: What Are The Similarities And Variations Between Prime Brokerages, Discount Brokers, And Day Trading Brokers?</h2>
<p>Pursuing a career in prime brokerage necessitates a blend of expertise, including a strong understanding of financial markets, analytical capabilities, and consumer administration skills. Professionals in this area must navigate by way of the complexities of financial devices, regulatory environments, and market dynamics, making certain optimal service delivery to shoppers. Moreover, interpersonal expertise, consideration to detail, and the power to work beneath stress are pivotal in managing client relationships and ensuring the environment friendly operation of the brokerage.</p>
<p>Prime brokers should recognize the multi-prime pattern and discover new approaches for building know-how platforms in help of the changing market. DCS is designed to streamline the client clearing expertise throughout products, asset courses and areas. In addition to credit score default swaps and rate of interest swaps, DCS may also assist centralized clearing for international trade, commodities and fairness swaps as they turn into clearing-eligible. Our DCS business presents our shoppers quite a few advantages together with entry to all main clearinghouses globally, margin solutions and optimized collateral management. They provide entry to a variety of economic products and services similar to securities lending, margin financing, and trade execution.</p>
<p>This increased leverage can lead to higher potential returns on investments, making it an attractive option for purchasers looking for to amplify their buying and selling strategies. By providing access to international capital markets and offering a extensive range of economic products and services, these providers are essential for financial institutions and traders alike. These companies include securities lending, commerce execution, financing, threat management, and reporting, in addition to further companies such because the capital introduction. Prime brokerage refers to a bundle of providers offered by giant financial establishments to hedge funds and other institutional traders.</p>
<h2>Key Functions Of A Main Dealer</h2>
<p>Our clearing professionals complement this with a variety of companies, including consulting, threat management and securities lending. They provide a main brokerage account that allows hedge funds to access multiple markets and devices by way of one platform, saving time and resources for hedge fund managers who would in any other case need to determine relationships with a number of brokers. The European prime brokerage landscape is shaped by a various monetary market and a regulatory framework that emphasizes investor safety and market stability. The Markets in Financial Instruments Directive (MiFID II) is likely one of the pivotal regulatory frameworks that govern prime brokerage activities in Europe, making certain transparency and fostering a aggressive market environment.</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.xcritical.in/wp-content/uploads/2022/08/07eb9f8b-8c09-4e26-badb-2d8ada65eb0b-768x512.webp" width="303px" alt="Prime Brokerage Offerings" /></p>
<p>It is a posh course of and requires a specialised organization to act as a intermediary to make sure transactions are settled correctly. Jefferies Outsourced Trading is a complete and cost-effective world trading answer for asset managers, designed to be an extension of their firm’s funding process and to enhance their commerce execution wants. With buying and selling hubs in London, New York, Hong Kong, and Tokyo, our global group <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> supplies 24-hour access to over 50 developed and emerging markets. We have a strong reputation for important and longstanding relationships constructed on the basics of consumer service, borrow liquidity and borrow safety. Our modeling of danger is complete and designed to fully reflect our clients’ methods inside a single and flexible stress take a look at.</p>
<p>In these unstable markets, it’s prudent for traders to have the capacity to play both directions of a stock’s worth move &#8211; up and down. Clients have access to a full world suite of equity publicity throughout index, sector, customized basket, futures and single stocks. The platform allows for numerous buildings and could be flexible according to clients’ preferences. We tailor reset schedules, timing and frequency of settlements, contract maturity, cash circulate exchanges and unwind methodology, amongst different features. Our group members embrace industry veterans with backgrounds in areas such as accounting, regulation, technology, operations, fund administration and property and infrastructure.</p>
<h2>Unlocking Securities Lending</h2>
<p>In this part, we will delve deeper into the intricacies of prime brokerage providers, exploring their key options and benefits. The daily operations of a major brokerage involve a myriad of actions, including trade execution, settlement, securities lending, and danger management, to name a couple of. These operations are pivotal in guaranteeing the sleek functioning of the brokerage and facilitating the varied companies offered to shoppers. The prime broker must navigate the complexities of the financial markets, ensuring compliance with regulatory requirements, managing threat exposures, and offering timely and accurate reporting to purchasers. As the hedge fund business continues its speedy development and belongings pour in at document levels amid rising institutional allocations, trade dynamics are changing considerably.</p>
<h2>The Last Word Guide To Margin Trading</h2>
<p>This is where prime brokerage comes into play, performing as an intermediary between the client and the market. Therefore it&#8217;s essential to work with a reputable dealer who understands your investment objectives and has expertise navigating advanced financial markets. Over the previous 12 months we&#8217;ve continued to see the ripple effect of a shift within the provider panorama which very a lot started taking its type in earlier years. The sale of Credit Suisse to UBS was relatively undramatic, given the former had already pulled out of the PB space, however the overall consolidation seen in recent years has certainly reshuffled the pack. Household names Deutsche Bank and Nomura all but departed the scene – becoming a member of Credit Suisse – whereas some remaining bank primes are looking for a diversification of purchasers, with widespread speak of offboarding or limiting access for numerous funds.</p>
<p>The assigned broker, or brokers, might present settlement agent services together with financing for leverage. Keep in thoughts that a prime brokerage makes its cash from charges, curiosity on loans (cash, margin, and securities), and commissions. Based on this, the larger your belongings under management (AUM), transactions, and compelling your strategies are the extra attractive you would possibly be as a shopper. Prime brokers constantly monitor their shoppers&#8217; portfolios, assessing threat exposures and providing threat management recommendation. This includes real-time reporting, risk analytics, and stress testing capabilities, enabling clients to make informed decisions and manage their threat successfully. The impression of this trend on prime brokers is important given that managers count on services around these advanced strategies, together with order execution, settlement, and cross-margining across asset courses.</p>
<p>Side collateral can be a priceless tool for portfolio diversification and danger administration in prime brokerage relationships. By leveraging extra assets as collateral, investors can unlock enhanced liquidity, acquire entry to new funding alternatives <a href="https://www.xcritical.in/blog/prime-brokerage-what-is-it-services-examples/">Prime Brokerage Explained</a>, and cut back financing prices. However, it&#8217;s essential for traders to conduct thorough due diligence and seek skilled advice to ensure efficient utilization of aspect collateral in their funding methods.</p>
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		<title>Difference between a cryptocurrency broker and an exchange</title>
		<link>https://www.rafaekiko.pt/difference-between-a-cryptocurrency-broker-and-an/</link>
		
		<dc:creator><![CDATA[Carmen Santana]]></dc:creator>
		<pubDate>Thu, 05 Oct 2023 02:41:13 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://www.rafaekiko.pt/?p=73590</guid>

					<description><![CDATA[Content What are the main differences between stock and cryptocurrency exchanges? Trade cryptos like professional at Kvarn X What is]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;margin-bottom: 1em;padding: 1em;width: 350px">
<p class="toctitle" style="font-weight: 700;text-align: center">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">What are the main differences between stock and cryptocurrency exchanges?</a></li>
<li><a href="#toc-1">Trade cryptos like professional at Kvarn X</a></li>
<li><a href="#toc-2">What is the difference between owning cryptocurrencies and trading them as CFDs?</a></li>
<li><a href="#toc-3">Stay up to date with our latest news and product releases</a></li>
<li><a href="#toc-4">Benefits of Trading with a Crypto Exchange</a></li>
<li><a href="#toc-5">Partnering with a Third-Party White Label Provider</a></li>
<li><a href="#toc-7">How to Read a Bitcoin Depth Chart</a></li>
</ul>
</div>
<p>A crypto exchange offers a way for traders to directly trade with each other. Buyers and sellers can trade cryptocurrencies for other cryptocurrencies, or fiat currencies, directly with each other. In this setup, the crypto exchange is really just a platform that allows for this trading to take place. Brokers, on the other hand, have a <a href="https://www.xcritical.com/blog/cryptocurrency-exchange-vs-broker-the-main-differences/">crypto broker vs exchange</a> more hands-on role in facilitating these trades. With a crypto broker, the trader uses a broker as an intermediary to access the crypto markets. Crypto brokers enable the trader to buy and sell crypto assets, based on prices set by the broker.</p>
<h2 id="toc-0">What are the main differences between stock and cryptocurrency exchanges?</h2>
<p>The live Bitcoin spread at the time of testing was 20.49, while the spread for Ethereum was 2.4. Professional traders would appreciate the Advantage account, which features a $5 round-turn commission per traded lot and raw spreads from 0.0 pips. To test the competitiveness of the pricing mechanism, I executed a full-sized EURUSD trade. With a spread of 0.2 pips, the net cost of the trade reached 0.7 pips, which is better than the $8 industry <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> average for ECN accounts. We tested the live spreads during the U.S. open when the crypto markets are most active. Our tests indicated that spreads for Bitcoin and Ethereum were low.</p>
<h2 id="toc-1">Trade cryptos like professional at Kvarn X</h2>
<p>Cryptocurrency exchanges perform a crucial role in the broader ecosystem of digital currencies, facilitating the buying and selling of cryptocurrencies and allowing users to access new investment opportunities. For each ranking, the sum of weighted values across all or some of these key factors was calculated to award each brokerage or exchange its overall rank. Margin trading, platform lending and advanced trading were not considered for choosing the best crypto exchanges for beginners. Beginners can benefit from the relative ease of buying and selling cryptocurrencies on Crypto.com, although it charges slightly steeper fees than some competitors. The Crypto.com DeFi wallet allows users to store their crypto and earn rewards on their assets. Security considerations play a crucial role in determining the suitability of wallets and exchanges for managing cryptocurrencies.</p>
<h2 id="toc-2">What is the difference between owning cryptocurrencies and trading them as CFDs?</h2>
<p>Alternatively, make it a habit to move your crypto holdings out of an exchange’s default wallet to your own secure “cold” wallet. These are storage options that are not connected to the internet, making them nearly impossible to hack—although you’ll need to carefully record your passcode or you could lose access to your crypto forever. Some crypto enthusiasts object to centralized exchanges because they go against the decentralized ethos of cryptocurrency. Even worse in the eyes of some crypto users, the company or organization may require users to follow Know Your Customer (KYC) rules.</p>
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" width="301px" alt="crypto broker vs exchange" /></p>
<h2 id="toc-3">Stay up to date with our latest news and product releases</h2>
<p>Created to facilitate the buying and selling of cryptocurrencies, cryptocurrency exchanges are an even newer addition to the global marketplace. Cryptocurrency exchanges attract traders by various different trading pairs, for which they have quite a wide spread due to liquidity of that relatively small depth of market. They usually charge higher fees for their trades, withdrawals, and sometimes even deposits. There are two classic examples of using cryptocurrency exchanges.</p>
<h2 id="toc-4">Benefits of Trading with a Crypto Exchange</h2>
<p>We are compensated in exchange for placement of sponsored products and services, or by you clicking on certain links posted on our site. Therefore, this compensation may impact how, where and in what order products appear within listing categories, except where prohibited by law for our mortgage, home equity and other home lending products. Other factors, such as our own proprietary website rules and whether a product is offered in your area or at your self-selected credit score range, can also impact how and where products appear on this site. While we strive to provide a wide range of offers, Bankrate does not include information about every financial or credit product or service. You’ll also need to consider whether you want to trade more than Bitcoin, which is what the majority of traditional brokers restrict you to. If not, you may want to turn to a cryptocurrency exchange, since they offer more choice of tradable cryptocurrencies.</p>
<h2 id="toc-5">Partnering with a Third-Party White Label Provider</h2>
<p>They want to make short-term or mid-term profits and the broker is just a medium of how to reach those. One of the key differences when comparing an exchange and a broker is the target audience. Crypto exchanges are mostly used by crypto HODLers, who want to do some long-term or mid-term investment, to purchase a specific cryptocurrency and then wait for the further possible valuation of the price. Maybe just to buy and move those cryptos to their well-secured hardware wallet.</p>
<h2 id="toc-6">Best Online Brokers for Cryptocurrency Trading</h2>
<ul>
<li>It is important that you ensure that your contact details are correct and up to date.</li>
<li>Our authors have been published on leading financial websites such as Investopedia and Forbes.</li>
<li>This regulatory status, introduced in 2019, is essential for any company wishing to offer French users cryptocurrency exchange services, buying or selling against euros, or digital asset custody.</li>
<li>Cryptocurrency is unregulated in Australia and your capital is at risk.</li>
<li>Trading fees may be charged as a flat percentage of the amount of crypto you buy or sell, or an exchange may differentiate between orders that are makers and those that are takers, charging a different percentage accordingly.</li>
</ul>
<p>We use the crypto broker for&nbsp;automated trading where we trade with Expert Advisors (EAs) on MetaTrader and this is because the&nbsp;EAs are buying and selling daily. If we buy one Bitcoin, we pay&nbsp;at the moment (in December 2020) about €300 as a fee on the Coinbase crypto exchange for a complete Bitcoin. With the different brokers it’s different, but let’s say&nbsp;it’s somewhere between $10 and $30. With the crypto broker, if you buy Bitcoin, for example, you will be&nbsp;charged every night a small fee called swap. And this is a very small fee compared to the fee&nbsp;you pay on the crypto exchange when you initially purchase.</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' 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" width="308px" alt="crypto broker vs exchange" /></p>
<p>Another heavy hitter when it comes to the sheer amount of coins available, KuCoin&nbsp; provides access to a wide library of altcoins at low fees. Launched in 2013 by Block, Inc. (formerly Square, Inc.), and headquartered in San Francisco, Cash App allows individuals in the United States and the United Kingdom to send, spend, bank, and invest. It’s essentially a mobile banking app geared towards peer-to-peer payments, but it also has an investment component. Unlike its peers, such as Robinhood and Venmo, Cash App also lets users withdraw their Bitcoin to third-party wallets, which makes it stand out from its competition. Moreover, BitMart suffered a security breach in December 2021 that resulted in the loss of $196 million in user funds.</p>
<p>Check out our crypto exchange reviews on each platform for more in-depth analysis. Elevate your business with the Crypto.com Exchange’s liquidity and cutting edge trading infrastructure by joining our Broker Programme. The Crypto.com Exchange API Broker Programme provides a simple way for trading communities to earn a commission on their transaction flow. At FXEmpire, we strive to provide unbiased, thorough and accurate broker reviews by industry experts to help our users make smarter financial decisions.</p>
<p>They operate similarly to traditional stock exchanges but within the cryptocurrency market. Unlike a crypto broker, a cryptocurrency exchange allows users to trade cryptocurrencies directly with other buyers and sellers. Exchanges allow traders to sell and buy amongst each other based on current market prices.</p>
<p>It allows users to buy, sell, and store over 1,500 digital currencies and tokens. Crypto CFDs exist as an alternative to the traditional crypto investments. Crypto Contracts For Differences (CFDs) provide a different approach to profiting from the price movements of crypto assets.</p>
<p>One primary benefit of utilizing a crypto broker is the additional services provided, such as market analysis, trading advice, and robust customer support—utilities that roughly 80% of brokers deliver. This comprehensive support can be invaluable for novices who value investment security and wish to rely on expert financial advisors. Moreover, brokers often simplify the buying process with user-friendly interfaces and educational resources, aiding those new to crypto trading. Trading with a crypto broker offers several advantages, especially for those new to the cryptocurrency market. Brokers provide a more user-friendly experience with straightforward platforms and personalized services, including expert advice and market analysis.</p>
<p>Easy to Use &#8211; Broker platforms are typically designed to be user-friendly. They often have simpler interfaces, making them more suitable for beginner traders or individuals who prefer an easy-to-navigate platform. Derivatives containing cryptocurrencies may take the form of cryptocurrency futures, crypto options, or trading CFDs. &#8220;Overall, they offer lower transaction fees than brokers. On the other hand, their more complex operation needs to be studied more closely,&#8221; explains Oliver Yates.</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' 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" width="302px" alt="crypto broker vs exchange" /></p>
<p>The United States has taken a keen interest in the regulation of trading platforms as well, with the SEC asserting in 2018 that platforms offering the trading of digital assets deemed securities must register or seek exemption. This need for regulatory compliance is also reflected in Japan, where a special license from the Financial Services Authority is mandated for cryptocurrency exchange operators. The fall of Mt. Gox in 2014, due to grand-scale Bitcoin theft, serves as a stark reminder of the essentiality of robust security measures in this domain. Understanding the nuances of these financial intermediaries and their roles in facilitating crypto trading is the first step towards making informed and strategic investment choices. While brokers offer a streamlined gateway to digital asset conversion, exchanges present a platform for direct trading, providing a cosmopolitan bazaar for cryptocurrencies.</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' 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width="302px" alt="crypto broker vs exchange" /></p>
<p>Moreover, experienced crypto traders can trade perpetual swaps on over 100 cryptocurrencies on BitMart with leverage of up to 100 times. Users can also access trading fee discounts when holding the exchange’s native token, BMX. The cryptocurrency landscape has taken the global financial world by storm, and that is not an exaggeration.</p>
<p>Limited Support &#8211; While this can vary between platforms, some exchanges offer limited customer support. This can be a drawback for users who require assistance with their trades or run into issues on the platform. Brokers &#8211; Broker platforms often offer a more straightforward and intuitive user interface, catering to both experienced and novice traders.</p>
<p>In the digital arena of financial trading, prominent platforms such as Binance, Coinbase, and Kraken have dominated the scene. As of early 2018, these exchanges led the pack in terms of trading volume and estimated revenues. Such achievements underscore their role in enhancing market liquidity, thereby facilitating smooth and quick trades for participants. The Binance group is an ecosystem centred around an online exchange for Digital Assets trading.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>What Are Automated Market Makers AMMs? Articles</title>
		<link>https://www.rafaekiko.pt/what-are-automated-market-makers-amms-articles/</link>
		
		<dc:creator><![CDATA[Carmen Santana]]></dc:creator>
		<pubDate>Fri, 01 Sep 2023 03:50:34 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://www.rafaekiko.pt/?p=115035</guid>

					<description><![CDATA[Content Automated Market Maker Strategies for Efficient Trading What Are Automated Market Makers (AMMs)? What is an Automated Market Maker]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;margin-bottom: 1em;padding: 1em;width: 350px">
<p class="toctitle" style="font-weight: 700;text-align: center">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Automated Market Maker Strategies for Efficient Trading</a></li>
<li><a href="#toc-1">What Are Automated Market Makers (AMMs)?</a></li>
<li><a href="#toc-2">What is an Automated Market Maker (AMM)? AMMs explained</a></li>
</ul>
</div>
<p>You can use them in many types of payment, or trade them in the decentralized exchange. Similarly, you can only send assets to the AMM&#8217;s pool through the AMMDeposit transaction type. Whoever creates the AMM becomes the first liquidity provider, and receives LP tokens that represent 100% ownership of assets in the AMM&#8217;s pool. They can redeem some or all of those LP tokens to withdraw assets from the AMM in proportion to the amounts currently there. (The proportions shift <a href="https://www.xcritical.com/blog/automated-market-maker-what-is-amms-in-crypto/">what is amm crypto</a> over time as people trade against the AMM.) The AMM does not charge a fee when withdrawing both assets. One of the most important functions of a market maker is to provide liquidity.</p>
<h2 id="toc-0">Automated Market Maker Strategies for Efficient Trading</h2>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' 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" width="307px" alt="what is amm in crypto" /></p>
<p>AMM systems were first developed in the 1990s by Shearson Lehman Brothers and ATD. Prior to the development AMMs, people would manually record liquidity-generating trades in order books. As DeFi continues to grow, understanding and leveraging the benefits of Automated Market Makers will become even more crucial. With <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> Transfi&#8217;s commitment to utilizing AMM principles, the future of cross-border payments looks more inclusive, efficient, and resilient.</p>
<ul>
<li>Unlike traditional exchanges that use order books, AMMs like Uniswap and Balancer use algorithms.</li>
<li>There are projects that use hybrid approaches, combining elements of different AMM DeFi models to optimize for specific asset characteristics.</li>
<li>Decentralized exchanges, or DEXs, are revolutionizing the world of cryptocurrency, and understanding the AMM meaning is crucial to grasping this shift.</li>
<li>A fork of Uniswap, SushiSwap offers additional features like yield farming and staking rewards.</li>
<li>This model is rarely used and is more complex from a mathematical standpoint.</li>
<li>Liquidity pools are essentially reservoirs of tokens locked in a smart contract.</li>
</ul>
<h2 id="toc-1">What Are Automated Market Makers (AMMs)?</h2>
<p>This could potentially mitigate the risk of impermanent loss and make AMM more attractive for liquidity providers. On a DEX, anyone can become a liquidity provider by depositing an equal value of two tokens into a liquidity pool. The AMM algorithm uses this pool to facilitate trades, with the price of the tokens determined by their ratio in the pool.</p>
<h2 id="toc-2">What is an Automated Market Maker (AMM)? AMMs explained</h2>
<p>When you trade against an AMM, the exchange rate adjusts based on how much your trade shifts the balance of assets the AMM holds. As its supply of one asset goes down, the price of that asset goes up; as its supply of an asset goes up, the price of that asset goes down. All this means is that the AMM is making sure that the amount of&nbsp;A&nbsp;times the amount of&nbsp;B&nbsp; in the pool is always equal to a constant number&nbsp;C. This is how it automatically determines at what price to buy or sell the assets. When there’s less of&nbsp;A&nbsp;in the pool, it charges more for&nbsp;B, and vice versa.</p>
<h2 id="toc-3">Understanding AMM And How An AMM-based DEX Works</h2>
<p>Traditional market exchange processes, involving stocks, precious metals and other assets, rely on buy and sell orders, offering various rates and forming an order book on the exchange. A user performs a trade when they agree to a listed price set by a seller. In those processes, there is always a need for a counterparty — a trading pair — to make a trade. Additionally, SushiSwap’s use of smart contracts ensures that trades are executed quickly and efficiently without the need for a centralized middleman.</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' 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" width="306px" alt="what is amm in crypto" /></p>
<p>Many financial institutions offer the service of ‘making a market’ for particular financial assets. In summary, liquidity pools and liquidity providers collectively create an ecosystem that enables AMMs to function efficiently. Liquidity providers supply the necessary resources for liquidity, and liquidity pools serve as a mechanism for automatic price determination and execution of trading operations. To execute trading operations, users send transactions to the pool’s smart contract. They can buy or sell assets, and the pool automatically updates its reserves and the asset’s price in accordance with the chosen pricing algorithm.</p>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' 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" width="305px" alt="what is amm in crypto" /></p>
<p>A centralized exchange (CEX) utilizes an Order Book to manage offers from buyers and sellers, while a decentralized exchange (DEX) employs an Automated Market Maker (AMM). The AMM uses Smart Contracts and algorithms to encourage crypto holders to provide liquidity for trading pairs and automatically adjusts or customizes prices based on the continuous liquidity ratio. When a trade occurs, the AMM uses a predefined algorithm, often based on the constant product formula, to determine the price of the assets being traded. This mechanism allows for decentralized trading within the AMM cryptocurrency ecosystem, eliminating the need for traditional order books and enabling a more fluid exchange of assets. If used wisely, you can earn passive income and earn profits from arbitrages consistently.</p>
<p>This flexibility enhances market efficiency and ensures that trades can be executed promptly and at fair prices. By removing intermediaries and automating the pricing process, AMMs make trading more accessible, transparent, and cost-effective. As the DeFi ecosystem grows, AMMs play a crucial role in enabling seamless and decentralized trading experiences. Also, DEXs replace order matching systems and order books with autonomous protocols called AMMs. These protocols use smart contracts – self-executing computer programs – to define the price of digital assets and provide liquidity. In essence, users are not technically trading against counterparties – instead, they are trading against the liquidity locked inside smart contracts.</p>
<p>Explore the differences between centralized and decentralized exchanges. Understand their workings, pros, and cons to make informed trading decisions in the crypto&#8230; Slippages occur when the price quoted by the DEX changes – from the time of quote to the time of swap. This helps traders to limit their slippages and gain more control over their transactions. Now, let’s say Bob wants some of asset&nbsp;A&nbsp;and is willing to give up some more of asset&nbsp;B. The AMM calculates how much&nbsp;B&nbsp;Bob must provide in order for the trade to keep the total value of&nbsp;A&nbsp;in the pool times the total value of&nbsp;B&nbsp;equal to 100.</p>
<p>Automated Market Makers (AMMs) act as autonomous trading mechanisms within decentralized exchanges (DEXs), employing algorithms to facilitate the seamless exchange of crypto assets for users. Unlike traditional exchange models that require order books and custody of assets to match buyers with sellers, AMMs allow users to trade directly with a pool of assets. These pools, funded by liquidity providers, determine prices based on a predetermined mathematical formula, usually related to the current ratio of assets in the pool. This innovative approach supports trading in a decentralized, permissionless and self-custodial manner, eliminating the necessity for a central authority or direct counterparties. Automated Market Makers are algorithmic protocols designed to facilitate decentralized trading of cryptocurrencies and tokens.</p>
<p>They also help in risk management since adjusting parameters dynamically based on external market conditions can help mitigate the risk of impermanent loss and slippage. Synthetic assets are a way for AMMs to use smart contracts to virtualize the AMM itself, making it more composable. For instance, a hybrid model can combine the CSMM variant&#8217;s ability to reduce the impact of large trades on the entire pool with the CMMM variant&#8217;s functionality to enable multi-asset liquidity pools. Curve Finance is an automated market maker-based DEX with a unique positioning of being a dominating stablecoin exchange. This enables Curve to be a reliable DEX with low slippage since prices of stablecoins are usually less volatile than many other cryptocurrencies (usually within a price band of $0.95 &#8211; $1.05). Constant product market makers (CPMMs) are the first type of automated market maker (AMM), introduced by Bancor in 2017.</p>
<p>The XRP Ledger implements a geometric mean AMM with a weight parameter of 0.5, so it functions like a constant product market maker. For a detailed explanation of the constant product AMM formula and the economics of AMMs in general, see Kris Machowski&#8217;s Introduction to Automated Market Makers. An AMM sets its exchange rate based on the balance of assets in the pool.</p>
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" width="305px" alt="what is amm in crypto" /></p>
<p>Automated Market Makers (AMMs) have significantly altered the trading landscape within Decentralized Finance (DeFi), presenting an obvious contrast to traditional order book-based trading models. Automated Market Makers (AMMs) have emerged as a cornerstone in the growing DeFi (Decentralized Finance) market, changing the basics of assets trading in a decentralized environment. DODO is an example of a decentralized trading protocol that uses external price feeds for its AMM. To date, DODO has facilitated a trading volume of more than $120 billion.</p>
<p>These pools enable users to trade assets without the need for order books or counterparties. The term “automated market maker” refers to an asset price that is determined automatically by an algorithm which calculates token shares in a liquidity pool. A required trading pair is taken from liquidity pools — storages of cryptocurrencies on the balance of a smart contract.</p>
<p>The DeFi world in the UK has grown a lot in recent years, and automated market makers (AMMs) are a key part of this growth. As more people learn about DeFi, AMMs are becoming popular among UK traders and investors who want new ways to trade crypto assets. These are self-executing contracts with the terms of the agreement directly written into code. On a DEX, the smart contract holds the assets in the liquidity pool and executes trades based on the AMM algorithm.</p>
<p>Liquidity, security, trading fees, and user experience matter a lot for users. After the user confirms the transaction, the swap happens right away, and the tokens go to their wallet. Automated market makers usually charge a small fee for the swap, part of which goes to liquidity providers as a reward for helping the pool. The price of the assets in the pool is set by a special mathematical formula.</p>
<p>The use of blockchain technology ensures that all transactions are transparent and unchangeable. MoonPay also makes it easy to&nbsp;sell crypto&nbsp;when you decide it&#8217;s time to cash out. Simply enter the amount of the token you&#8217;d like to sell and enter the details where you want to receive your funds. Since there is more USDT now than before in the pool, this means there is more demand for BTC, making it more valuable. This is where market supply and demand act to change the initial exchange price of BTC, which was equal to 25,000 USDT. The Relative Strength Index (RSI) is a popular momentum indicator used in technical analysis to measure the speed and change of recent price movements in a cryptocurrency.</p>
<p>Therefore, the choice of model depends on specific trading and investment requirements. It allows for pools with more than two types of assets and uses a weighted geometric mean to maintain balance. This model can offer more flexibility and better capital efficiency for multi-asset pools. These contracts automate the market-making process, allowing for the automatic execution of trades.</p>
<p>Automated Market Making (AMM) is a revolutionary approach in the world of decentralized finance (DeFi) that fundamentally changes how asset trading and liquidity provision are managed. Unlike traditional exchanges that rely on order books and intermediaries to match buy and sell orders, AMMs use algorithms and smart contracts to facilitate trades. These systems operate through liquidity pools, which are collections of assets contributed by users known as liquidity providers.</p>
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		<item>
		<title>Variations Between Igo, Ico, Ieo, And Ido</title>
		<link>https://www.rafaekiko.pt/variations-between-igo-ico-ieo-and-ido/</link>
		
		<dc:creator><![CDATA[Carmen Santana]]></dc:creator>
		<pubDate>Tue, 07 Mar 2023 21:59:10 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://www.rafaekiko.pt/?p=67894</guid>

					<description><![CDATA[We offer excellent IEO advertising services that reinforce your small business goals utilizing an intensive and methodical strategy. Hivelance has]]></description>
										<content:encoded><![CDATA[<p>We offer excellent IEO advertising services that reinforce your small business goals utilizing an intensive and methodical strategy. Hivelance has developed and marketed tokens for crowdfunding for a number of years. We can help you with each step of the process from creating your token, wallet, and IEO web site <a href="https://www.xcritical.in/blog/initial-exchange-offering-ieo-meaning-and-how-does-it-work/">ieo meaning</a> to itemizing on the highest change and attracting investors. Additionally, our group has extensive expertise in the cryptocurrency business and may provide valuable insights into potential risks and solutions.</p>
<p><a href="https://www.xcritical.in/"></p>
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' alt='https://www.xcritical.in/' class='aligncenter' style='margin-left:auto;margin-right:auto' width='409px' /></figure>
<p></a></p>
<h2>Why Preliminary Exchange Offering (ieo)?</h2>
<p>The IEO rises as transparency and belief becomes the primary priority for buyers and IEO lets the method go straightforward. IEO is the fundraising model that enables the token issuers to listing their tokens in the centralized exchanges. Our group of expert blockchain and cryptocurrency developers creates tokens in your Initial Exchange Offerings.</p>
<ul>
<li>After establishing the stricture, the project becomes able to get listed on the change.</li>
<li>By conducting your IEO via respected exchanges, you can build trust amongst buyers, knowing that the platform has taken steps to forestall scams and fraudulent activities.</li>
<li>Step 1 &#8211; The IEO project is pitched on the centralized exchange for itemizing.</li>
<li>IEOs(ieo improvement services in india) are just like Initial Coin Offerings (ICOs), but with some key variations.</li>
<li>Our main focus relies on providing the utmost safety to the users who are the participants of the crypto ecosystems.</li>
</ul>
<h2>What&#8217;s The Core Technique Followed By Eon8?</h2>
<p>And Crypto marketing is not any joke it requires severe onerous work and professionalism. TECHSOLUTION is a leading IEO marketing company that has an in-house team of 50+ IEO entrepreneurs with years of expertise in the business. The name means that any project or concept that needs fundraising can supply ICO. It can be any service, product, creation of new coin, launch trade or anything associated to cryptocurrency. The firm creates cryptocurrency tokens and releases it on the ICO web site for traders to purchase. The token presents special benefits to the holders within the type of availing its services or represents some stake in the project.</p>
<h2>Advantages Of Ido (initial Dex Offering)</h2>
<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' 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" width="403px" alt="ieo development" /></p>
<p>The primary distinction between an Initial Exchange Offering (IEO) and the other offerings is that an IEO is hosted by a cryptocurrency exchange somewhat by the project team instantly. Both the initiative and IEO individuals can acquire from partnerships with reliable cryptocurrency exchanges. Before being hosted on an change, the projects typically need to bear a stringent vetting process. The IEO project staff can expand its consumer base throughout the exchange by doing so. At this stage, you&#8217;ll be creating tokens to list on exchange platforms for potential investors.</p>
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<h2>Top-tier Ieo Advertising Services</h2>
<p>IEO, Initial Exchange Offering, is a revolutionary blockchain-based approach for firms to compete in the cryptocurrency and crowdfunding markets. It can be utilized to maintain track of the tokens created by businesses, most notably startups and small companies. It’s a novel way to raise donations, and it’s a step ahead in the token-powered fundraising course of. Blockchain Technologies has been finding out the blockchain business since its beginnings and is capable of providing organizations with end-to-end IEO launch companies in Australia.</p>
<h2>Forms Of Crypto Crowdfunding: Ico Vs Ido Vs Ieo</h2>
<p>Once the platform completes the varied procedures, together with due diligence checks, etc., your tokens may be efficiently listed on the trade, and gross sales can begin. You should resolve on a funding objective concerning the variety of tokens which is able to enter the IEO sale. Before listing tokens on your chosen trade platform, you should already determine the utmost funding requirement. Post-IEO, the focus shifts to advertising and promotion strategies to keep up momentum and visibility. This includes leveraging social media platforms, issuing press releases, engaging in SEO-optimized running a blog, and participating in forum discussions. These efforts are important in constructing a strong neighborhood around the project and ensuring ongoing curiosity and investment.</p>
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width="404px" alt="ieo development" /></p>
<p>Investors which might be interested in the project contribute digital currency to the offering and are rewarded with tokens in exchange for their support. Hivelance is the highest IEO improvement company, with the most expert and experienced builders to assist the business. We assure that your project will fulfill your expectations when you use our services. As a top-grade IEO growth firm, our goal is to give you scalable growth potential and a productive work setting. Our goal is to be certain that your product reaches its meant market and wins over potential traders.</p>
<p>A complete project overview is critical to formally current to potential traders as part of a fundraising effort. In that case, the primary thing you have to concentrate on firstly is growing and strengthening the project to draw many buyers. This is much like an educational paper and serves to coach and inform buyers concerning the project. This includes a detailed illustration of the product’s technical features, architecture and the issues it aims to solve. It can even produce other issues just like the team’s vision for the project, why builders and investors should show curiosity in it and tokenomics. The key&#8217;s to align the selection with the project’s specific necessities, goals, and regulatory issues to optimize the fundraising end result.</p>
<p>Wallet Services &#8211; We offer state-of-the-art and user-friendly wallet formation and growth companies by way of our team of skilled developers. Making tokens/coins &#8211; Using our best methods, we plan our token growth service and tailor it to make your model in addition to industrial developments. Our advertising methods will put your crypto business on the map able the place it&#8217;s going to turn out to be a landmark. Unlike ICO, IEO is a trustworthy and considerably regulated methodology of fundraising. Here’s why an Initial Exchange providing is the best fundraising platform in your new project.</p>
<p>As a number one IEO development company, Hivelance helps companies realize the full potential of blockchain expertise for expansion and funding. Generally, you ought to purchase crypto at its initial launch within the ICOs (initial coin offerings). Our group has extensive expertise in this area and can present useful insights into potential dangers and options before launching your token sale.</p>
<p>Even when the marketing campaign is over, there is still work to be done, namely analyzing the project&#8217;s performance. This provides us a transparent image of the areas where the project may have performed better in addition to the procedures we will comply with transferring ahead. Our expert team will evaluate your queries and respond as quickly as attainable.</p>
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