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		<title>Fortune India: Enterprise Information, Strategy, Finance And Company Perception</title>
		<link>https://milesnsmiles.net/fortune-india-enterprise-information-strategy/</link>
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		<pubDate>Tue, 17 Sep 2024 17:25:49 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://milesnsmiles.net/?p=39544</guid>

					<description><![CDATA[<p>It has been making an attempt to create a world computing community that will extend the purposes of blockchain and cryptocurrency. The primary difference after this Ethereum improve has been a change in the consensus mechanism. Earlier, Ethereum used the same methodology popularised by Bitcoin, proof of work Ethereum Proof of Stake Model (PoW). Influence &#8230; <a href="https://milesnsmiles.net/fortune-india-enterprise-information-strategy/" class="more-link">Continue reading <span class="screen-reader-text">Fortune India: Enterprise Information, Strategy, Finance And Company Perception</span> <span class="meta-nav">&#8594;</span></a></p>
<p>The post <a rel="nofollow" href="https://milesnsmiles.net/fortune-india-enterprise-information-strategy/">Fortune India: Enterprise Information, Strategy, Finance And Company Perception</a> appeared first on <a rel="nofollow" href="https://milesnsmiles.net">Miles-N-Smiles</a>.</p>
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										<content:encoded><![CDATA[<p>It has been making an attempt to create a world computing community that will extend the purposes of blockchain and cryptocurrency. The primary difference after this Ethereum improve has been a change in the consensus mechanism. Earlier, Ethereum used the same methodology popularised by Bitcoin, proof of work <a href="https://www.xcritical.in/blog/ethereum-proof-of-stake-model-what-is-and-how-it-works/">Ethereum Proof of Stake Model</a> (PoW).</p>
<h2>Influence Of Blockchain On The Worldwide Tech Trade And What Top Leaders Take Into Consideration It?</h2>
<p>This might enhance the worth of Ether (ETH) over time, making it a extra attractive investment. Recently, the Ethereum blockchain platform fully transitioned from ‘proof of work’ to a ‘proof-of-stake’ consensus mechanism and this revamp is recognized as the Merge. Full implementation of Ethereum 2.0 and integration with shard chains are certain to push the value up. Experts say whereas the Merge will change the consensus mechanism, it won&#8217;t increase the capability of the Ethereum network. “The Merge might result in forked chains similar to Ethereum Classic (ETC) that split from Ethereum in 2016,” mentioned Vikram Subburaj, CEO, Giottus Crypto Platform.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/08/xcritical-uninterrupted-fast-85-768x377.webp" width="407px" alt="Ethereum Proof of Stake Model"/></p>
<h2>What Is Proof Of Stake? Proof Of Stake Explained</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/08/4cf5cd70-3528-4823-9c1b-02bc65dad66b-768x512.webp" width="400px" alt="Ethereum Proof of Stake Model"/></p>
<p>As we progress in 2023, The Merge will embrace new capabilities that will make it simpler for programmers to comprehend what is happening between their code and the EVM. It can be anticipated that Ethereum will give consideration to introducing new features to enable the development of decentralized purposes less complicated. The Ethereum Merge’s underlying technology is built with backward compatibility in mind.</p>
<ul>
<li>Ethereum customers don’t need to replace their wallets or funds since the pockets works the identical way as they did pre-Merge.</li>
<li>The Ethereum community is expected to shift from a proof-of-work to a proof-of-stake mannequin by September 15.</li>
<li>However, ETH builders don&#8217;t need to fret as they won’t should make any changes to their existing code.</li>
</ul>
<h2>The Brand New Consensus Mechanism Adopted By The Crypto Is But To Be Absolutely Tested For Resilience And Hidden Vulnerabilities</h2>
<p>The value of these machines is handed onto the community, making it costly to transact with the blockchain. But PoS is a trustless, distributed consensus algorithm that doesn’t require expensive hardware. It’s more like a lottery, where the extra tokens you stake, the upper your probabilities of successful. PoS blockchains could be designed in such a way that the price of transacting with them is as little as attainable. As we embark on a fresh bull run, harnessing Ethereum’s safety by way of a extra sturdy validation framework turns into crucial.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/best-crypto-trading-platform-xcritical-which-attracts-gen-z-img-3-768x512.webp" width="400px" alt="Ethereum Proof of Stake Model"/></p>
<h2>The Evolution Of Gen Ai Powered Conversational Assistants: Reimagining Customer Engagement And Loyalty</h2>
<p>To process transactions simultaneously, 64 &#8220;shard chains&#8221; will be used on this update. Compared to the current Ethereum network, it could theoretically record transactions 64 occasions sooner. With a long and illustrious past, Ethereum has seen a quantity of developments and situations that have served to both spotlight successes and highlight failures. Ethereum has now formally switched to a PoS mechanism after the process was completed.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/aml-crypto-how-do-aml-regulations-apply-to-exchanges-768x512.webp" width="407px" alt="Ethereum Proof of Stake Model"/></p>
<p>The impending Ethereum 2.0 enhancements goal to make the cryptocurrency&nbsp;considerably faster, cheaper, and more scalable. Participants could stake ETH tokens as a part of the replace to aid with network security. The majority of specialists predict that Ethereum 2.0 will totally debut sometime in 2023, at which point staked ETH (and incentives) cannot be unstacked.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/09/crypto-volatility-important-points-you-should-know-768x512.webp" width="407px" alt="Ethereum Proof of Stake Model"/></p>
<p>As this exciting journey unfolds, Mudrex is here to empower you with the instruments and assets you should take part and thrive in the crypto world. With our numerous collection of 350+ cash, user-friendly app, and accessible learning assets, Mudrex is your companion in navigating the ever-evolving world of cryptocurrencies. Remember, knowledgeable choices are key to successful investing, so dive in, discover, and take advantage of the crypto revolution with Mudrex. As crypto continues to grow and&nbsp; reshape how we interact with cash, it additionally promises to redefine how we generate, transact, and retailer wealth. But to harness this potential whereas managing dangers, a research-driven approach is essential. Our beginner-friendly app and complete studying resources make navigating the crypto investment landscape a breeze.</p>
<h2>Everything You Need To Find Out About Ethereum 2Zero</h2>
<p>Ethereum, the world’s second most dear cryptocurrency, accomplished a big software overhaul final 12 months. The newer swap of the consensus model now guarantees to assert the security of the coin, whereas claiming to cut down on its carbon footprint, almost completely. The Merge will solid aside the position of crypto miners and gigantic mining farms, who had beforehand pushed the blockchain to now assign the ‘validators’ who randomly approve transactions and earn a small reward. This story could be already acquainted to all blockchain lovers, because the PoW and PoS adorn the basics of Blockchain.</p>
<p>The second step was the actual transition to proof-of-stake (PoS) consensus whereas officially deprecating proof-of-work (PoW). The Ethereum upgrade, also identified as the Merge, has already occurred in 2022. The improve introduced several modifications, including a shift to Proof-of-Stake, which could make ETH a deflationary asset. Eth1 and Eth2 were terms used to distinguish between the original Ethereum blockchain (Eth1) using Proof-of-Work and the newer, more environment friendly Proof-of-Stake chain (Eth2). With the Merge, these two chains have combined into a single Ethereum network utilizing Proof-of-Stake.</p>
<p>The yr 2024 has witnessed a surge in validator numbers, signifying rising confidence in Ethereum’s PoS system. This rise in participation strengthens the network’s decentralization, making it more immune to assaults and manipulation. Real property sector creates unprecedented wealth for promoters as corporations chase next section of expansion. PoS has two major advantages over proof of work – power effectivity and speed.</p>
<p>&#8220;If chains like Polkadot, Cosmos or AVAX don’t offer any extra utility or use cases on prime of their present choices, it might be much better to put cash into a $163 billion ecosystem than any other,&#8221; says Gupta. Futures contracts are financial devices that enable individuals to take part in prospective price directions of specific commodities and securities. They are binding contracts to buy or sell a given money asset at a stipulated value on a fixed future date.</p>
<p>Read more about <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> here.</p>
<p>The post <a rel="nofollow" href="https://milesnsmiles.net/fortune-india-enterprise-information-strategy/">Fortune India: Enterprise Information, Strategy, Finance And Company Perception</a> appeared first on <a rel="nofollow" href="https://milesnsmiles.net">Miles-N-Smiles</a>.</p>
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		<title>What&#8217;s Electronic Communication Network?</title>
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		<pubDate>Tue, 17 Sep 2024 17:25:49 +0000</pubDate>
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					<description><![CDATA[<p>However, there’s a stp dealer potential battle of curiosity, as the dealer could have an incentive to manage prices of their favor. The selection of the most effective trading platforms varies depending on the experience degree. PrimeXBT, a platform that consistently delivers excellent results, is our top choice ecn broker meaning for expert and newbie &#8230; <a href="https://milesnsmiles.net/what-s-electronic-communication-network/" class="more-link">Continue reading <span class="screen-reader-text">What&#8217;s Electronic Communication Network?</span> <span class="meta-nav">&#8594;</span></a></p>
<p>The post <a rel="nofollow" href="https://milesnsmiles.net/what-s-electronic-communication-network/">What&#8217;s Electronic Communication Network?</a> appeared first on <a rel="nofollow" href="https://milesnsmiles.net">Miles-N-Smiles</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>However, there’s a stp dealer potential battle of curiosity, as the dealer could have an incentive to manage prices of their favor. The selection of the most effective trading platforms varies depending on the experience degree. PrimeXBT, a platform that consistently delivers excellent results, is our top choice <a href="https://www.xcritical.in/blog/ecn-broker-definition-benefits-and-platform-reviews/">ecn broker meaning</a> for expert and newbie traders due to its innovative features and tools.</p>
<h2>Assetsfx Buying And Selling Platforms, Fees &amp; Regulation</h2>
<p>The financial markets are complicated entities with many alternative methods working together to keep things going as they want to. While most Forex buying and selling platforms require one to 3 business days for withdrawals, there may be occasional delays. Consider the platform&#8217;s capability to supply quick entry to funds following a deposit and any necessities to attend for deposits to clear before putting orders.</p>
<h2>Best Ecn Dealer 2024 What Are Ecn Brokers &amp; How Does It Work?</h2>
<p>The ECN supplies an electronic system for patrons and sellers to return collectively for the purpose of executing trades. It does this by offering entry to data concerning orders being entered, and by facilitating the execution of these orders. The neighborhood is designed to match buy and promote orders at current current all through the change.</p>
<p><img decoding="async" class='aligncenter' style='display: block;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-2-768x512.webp" width="407px" alt="ecn trading platform"/></p>
<h2>How Do You Use An Ecn In Foreign Exchange Trading?</h2>
<p>Overall, navigating the world of ECN Forex brokers calls for cautious consideration of buying and selling options, spreads, regulatory compliance, and buyer assist. RoboForex provides ECN (Electronic Communication Network) trading, offering traders with direct entry to liquidity providers and interbank markets. With IC Markets’ ECN mannequin, retailers benefit from lightning-fast execution speeds, minimal slippage, and tight spreads, enhancing their trading expertise. With FP Markets’ ECN model, traders benefit from ultra-fast execution, deep liquidity, and competitive pricing, enabling them to execute trades with minimal slippage and tight spreads.</p>
<h2>Exness’s Advanced Shopping For And Selling Platform</h2>
<ul>
<li>ECN brokers additionally conduct a variety of types of trades, no matter dimension.</li>
<li>Forex buying and selling in Myanmar, also referred to as the international change market, is the buying and selling of currencies.</li>
<li>It’s additionally advisable to check if the platform has been involved in any data breaches recently to evaluate the dependability of its safety system.</li>
<li>AssetsFX provides an array of trading tools, encompassing technical analysis indicators and skilled advisors.</li>
<li>ECN brokers play only the position of intermediaries between promoting and shopping for orders.</li>
</ul>
<p>Tradersway provides affordable spreads, but the account setup process is gradual. It took longer than anticipated to get everything up and operating, which was a bit irritating once I wanted to start trading quickly. Leverage&nbsp;in&nbsp;Forex&nbsp;is the ratio of the trader&#8217;s funds to the scale of the broker&#8217;s credit. In other words,&nbsp;leverage&nbsp;is a borrowed capital to increase the potential returns. The&nbsp;Forex&nbsp;leverage size usually exceeds the invested capital a number of occasions. When it comes to being a regulated brokerage firm, Traders Way might not sound like a dependable choice to decide on as it&#8217;s not a regulated dealer.</p>
<p>You can capitalize your buying and promoting account immediately and start buying and selling. Some ECN Forex Brokers providing you entry to an essential trade servers in New York, London, and Tokyo. The servers are called “Equinix servers” and they’re made for fast and massive execution. Market makers, hedge funds, and institutional traders using the servers too.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/what-are-cfd-liquidity-providers-and-how-to-choose-one-img-1-768x512.webp" width="409px" alt="ecn trading platform"/></p>
<h2>What Is An Ecn Buying And Selling Account?</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/stablecoin-as-a-payments-the-role-and-opportunity-768x450.webp" width="409px" alt="ecn trading platform"/></p>
<p>AssetsFX supplies me with friendly and useful service, enhancing my funding experience. Despite the limitation of supporting just a few languages in the mobile trading app, I believe this concern can be addressed effectively. An ECN (electronic communication network) is the other change mannequin obtainable to market individuals. In order to understand the that means of ECN, let’s proceed with our analogy above.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/prime-of-prime-pop-what-it-is-and-how-it-works-img-2-768x512.webp" width="403px" alt="ecn trading platform"/></p>
<h2>Capabilities Of Electronic Communication Community</h2>
<p>If you’re a forex trader, you may also like the truth that foreign money value movements are less volatile if you use a Market Maker to execute your trades, than when you use an ECN. If your buying and selling account is on the modest side, you may discover that the smaller tons put on offer by Market Makers suit your needs better than those offered by ECNs. And, as we mentioned, if you’d like to trade freed from commissions, a Market Maker may be the best way to go. When publicity grows on one facet, they merely hedge the hazard and reduce the place as the inside e-book turns into extra balanced. A-Book brokers have become increasingly more unusual throughout the retail overseas overseas cash buying and selling sector and sometimes cater to consumers with extra vital amounts of capital.</p>
<p>TradersWay&nbsp;is an organization positioned in&nbsp;Dominica, whereas&nbsp;Dominica itself attracted many monetary companies or activists to carry out and deliver providers to international clients. Besides, TradersWay accepts four foreign money pairs at a time for completing all of the transactions and stuff. Though this account was solely designed for ECN/STP trading functions, it nonetheless ensures low latency along with tight variable spreads.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="402px" alt="ecn trading platform"/></p>
<p>However, the particular term &#8220;supertrend&#8221; was first coined by Olivier Seban, a French dealer, in his book &#8220;Le Supertrend&#8221; in 2008. In simple phrases, the supertrend is a technical indicator that helps merchants determine the path of market tendencies and potential entry and exit points for their trades. It is plotted on the price chart and consists of two traces &#8211; a bullish line and a bearish line. ECN brokers provide their traders with direct access to other market members utilizing interbank trading costs.</p>
<p>It is an impediment for merchants who don&#8217;t have good expertise in the utilization of computers.The value of securities traded on ECNs can vary from that within the wider market. This is as a outcome of ECNs are typically concerned in the matching of orders on their community. Also, it can’t trade in the direction of customers because it solely matches the assorted on the market trades between individuals in one other market. The spreads out there on ECN accounts are narrower in comparability with the spreads out there on typical brokers. But you have to perceive that when coping with ECN brokers, you’ll be charged a exhausting and fast fee for each transaction.</p>
<p>Read more about <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> here.</p>
<p>The post <a rel="nofollow" href="https://milesnsmiles.net/what-s-electronic-communication-network/">What&#8217;s Electronic Communication Network?</a> appeared first on <a rel="nofollow" href="https://milesnsmiles.net">Miles-N-Smiles</a>.</p>
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		<title>What Is a Brokerage Account? Definition, How to Choose, and Types</title>
		<link>https://milesnsmiles.net/what-is-a-brokerage-account-definition-how-to/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 14 Mar 2024 02:40:47 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
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					<description><![CDATA[<p>Content Is It Dangerous To Have a Margin Account? Create a free account to unlock this Template d) Assessing Service and Support How to Choose a Brokerage Account Understanding the Role of a Stockbroker How Do I Open a Brokerage Account? What Is a Brokerage Firm? How It Makes Money, and Types Their primary responsibility &#8230; <a href="https://milesnsmiles.net/what-is-a-brokerage-account-definition-how-to/" class="more-link">Continue reading <span class="screen-reader-text">What Is a Brokerage Account? Definition, How to Choose, and Types</span> <span class="meta-nav">&#8594;</span></a></p>
<p>The post <a rel="nofollow" href="https://milesnsmiles.net/what-is-a-brokerage-account-definition-how-to/">What Is a Brokerage Account? Definition, How to Choose, and Types</a> appeared first on <a rel="nofollow" href="https://milesnsmiles.net">Miles-N-Smiles</a>.</p>
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										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;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">Is It Dangerous To Have a Margin Account?</a></li>
<li><a href="#toc-1">Create a free account to unlock this Template</a></li>
<li><a href="#toc-2">d) Assessing Service and Support</a></li>
<li><a href="#toc-3">How to Choose a Brokerage Account</a></li>
<li><a href="#toc-4">Understanding the Role of a Stockbroker</a></li>
<li><a href="#toc-5">How Do I Open a Brokerage Account?</a></li>
<li><a href="#toc-7">What Is a Brokerage Firm? How It Makes Money, and Types</a></li>
</ul>
</div>
<p>Their primary responsibility is to help clients like you buy and sell securities. Your priority should be to choose a brokerage firm that best meets your personal and financial needs. Keep the following pointers in mind during your selection process. A leasing broker is comparable to a credit broker, with the exception that they exclusively lease equipment. Leasing brokerages provide services to legal institutions and enterprises. Though this has resulted in free stock trading, some investors and regulators have become concerned that this practice is <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> unfair and can result in inferior prices for customers.</p>
<h2 id="toc-0">Is It Dangerous To Have a Margin Account?</h2>
<ul>
<li>Some of the most important factors to consider include the level of services and support you need as well as the amount you have to invest.</li>
<li>This means they are on record with and under the regulation of the SEC.</li>
<li>While full-service brokers provide a whole catalogue of services, discount brokers focus on the basics.</li>
<li>Brokerage accounts hold securities such as stocks, bonds, and mutual funds and some cash.</li>
<li>These days it’s also common for stockbrokers to offer their clients additional related services, such as financial planning and retirement advice.</li>
</ul>
<p>More recently, apps like Robinhood and SoFi have catered to micro-investors, allowing even fractional share purchases. Most accounts in the markets <a href="https://www.xcritical.com/blog/a-book-vs-b-book-brokers-in-forex-trading/">a book broker</a> today are managed by the account owners and held by discount brokers. The rise of online stock brokers and investment platforms is a testimonial to the intensity of impact the internet has had on the stock market. Earlier, only high-end individuals could transact in the stock market by paying high charges to full-time brokers. However, after the ease in accessibility of the stock market and share stockbrokers on the internet, the stock market has percolated to a much more convenient level. Investors with minimal disposable income can also start investing in the stock market through discount brokers.</p>
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DRaxdDxfhsmHwszpcuabGGQZTeha6uW+655YzuLyPTwEERFxKEREAREQBERAEREARRYibI29ydAO9U55pY8pJBvlWnktKLYNiiwikD2hw5rNZAREQBERAEREAREQBERAEREAREQBERAEREAXZdEI3uwriyTJUrtMoIPZbvz+BC41dx0J9Uf7U/S1AXf/ABb3Y1mKe9tsjMeVrT2rJNkk6b7LIcK/15xef/1dXky+N3d/otki6drL0r6Eoq8R4fHiojFKCWEg6Gjprup3Rgtym68CQfiNVmixbqikMWEjY4uaxoeRRdXaPmd1MiKXYCIiAIiIAvAwAk0LO5rUr1EAREQBERAEREAREQBFDPimR1nJF9zSfyCrYnizI5I4iyQyS3kaALdQs7nT3rSi3wgX0VeLEPcRcL2D/kWf/VxU0jw1pc4gNAsk7AeKlA0HTb1RntR9Llw67DpljWOgjjGYOLw4BzHCwAQTZHiNPFcejTQCIvLUB6iKEYppNNtxHcFaBMixjkDhY2WSgCIiAIiq8SNRHxIVSt0D1gzyl38rNB58youKahoAJN3svOFDsuPirpkaNyB71t+7L5EIMAwtjAOmp0VlU34wudliFn+o7BRYmQxlvbLnbny8k0uTKbFeFwurFrESdjMdNLK1kDDNIXE0B/gCkY3dg2yIiwAiIgCIiAIiIAiIgCIiAIiIAiIgC7joT6o/2p+lq4dbvB8TfhcDE9r8rTjAJNAbbkBcPlyW8cHkkorlh7HfItTh+Ku6l+KxAbDh6BY06vrkXa1Z0po71HiuNt6mTsujk+zPma0kZg0CgSAdCSfkVeyldEs3JIAs6AIDYsahcnPK5nR7M9znOdGLLiSTnf3nwKtdHp5JXNjLzC3DMYzqNMz+yKe4/wBPcB7yusunai5Xw2vIWdGi5aTpDJ9nxOLJyxxydXDGALeQRq8kHfuFVruunjdmaDVWAaXKeKUORZkiIuZQiIgMJJQ2rDjfc0n8tlRh4sJZZYoo3OfEQH5iGtF7d55cgtiuF6QYx+ExuMEVh2IgYQf6dQ0u8NM2vevRgxLK3Hv/ACv4I3R2rpskbny5WhoLnEEkADU60tc/j8QiZOWu+zvdlEvIa1mcNw2xv8QFBDh44oSyA3HHC8PeD2XuI+BduSeW3NUejfC/tPD8MJ35oW5nCICg4h7qzm+0PAUO+1qOOGlylwmv59dhZtI+JNfxB0JZI10cRcHF3Yc0ltnKPHY+aw4djJscDNG/qYM1R00F7wDTnOvYbgD49yts4W0Yx2KzHMYury6UBYN/JSs4dC0FrYwGm7YLDDe/Z2+SxKUEtuaX5G5aRAEXAoREQBc70i7OO4a4el1j214HKCuiUb8Oxz2vcxpey8riAS296PJdMU9Er+fqqIzR4TiMmJxE0gm6nDQPMQFNuRw9IkuGm4qlH0peXcKlfICHAjLuN5AGkt76o0dl0PVNzZsozd9a/FQcRwEeJiMUoJYSCQCRsbGy6RyxWSMqpKvQVscn0mjmGGgkmcxjG5WNYDZNtsuc41r2dh8VzYIOo1Xa9Oog7BMaRp1o+ly+aQzuhzsPu81ite6BPjcSS7q2eRKNDY5Y2g6gHN433qDBU3NIf5R8ypOHML5HPPL8yttJKvADiGIJd1Y2G/irENNZliGY8zy87VPEsLJszhoTa2zXAixssSpRVAxhjyNA+azRFyKEREAVDirtGjvJKvrX8Sic5zcrSdFvH+pWCTAwNMYJF3arY6TtZGAADeuZWyhZlaG9wUE2BDnZgSDutKS1WyEmHhEba+JWssPnsnQuWydh83puJHdsFIYWndo+CkZ02wUOIYsEZGm+88lZwMORmu51Kn6tumg020WSjl7tIoRVmyPkvJTWjYnW1HhcaXOyPFFTSwXURFkBFSx2KdG4BtbK3E62g94WnFpWDJFSx+Jewty6A+CsYaQvY1x3KaXVglRFBCw53k3qdNdKpQE61ONe5klB7tu9bZabF9qYjxAXTErZGbdh0F9yyQIuRQiIgC3/AA3h0mIwUfVAEx4wSOBNaBourWgXcdCfVH+1P0tW4TcJKSAxPRwv66EPy4SanZAaMbwb7AojKeY08FB0j4UGQ4jFuleZeqMelBmU00Ny60L133J8l1C5zppEDgyxrLlmkYxpqzd3vyGi9GHLOWSKb7/6sy1sWcFgosTw2LDvOZnVxh2U8wAavzCsv4S37TFiGOLHRs6twqw9vcfLe1fiYGta0bNAA9yyXF5ZW6fj6lo1eN6PYWdrmujAzOzHLprzPcCeZ5rZgVovUWHOTVNlCIiyAiIgCIiAxljD2ua7VrgQfI6FRYLBsw8TYohTG7Cydze581OituqAREUAREQBERAEREARU8bxSDDkCV+W65EgAmgXEDsi9LNK4q00rBz3Tb1RntR9Ll8+xGCbIb1B8F9B6beqM9qPpcvn+IxGXRurqs9wHeVY3ewNbiourOQOsHU6fBbHAACMAGzzVDCsMstu15lbhdcjpaWRHjmg6EWo24dg2aApUXCyhERAEREAREQBERAEREAREQEcIysAPILV4ftz2O8lTS4kyNEcYJsalWsNAImkk68yuy91O+WQsItfHiHyyU05WDu3UsOIp5jcSTehWHBopV4ofvB4BbKEUxvkFqcac0xA8Ap8TLJEW9u7G1Cl0cbjFEPeLfye/wDRT4SRrYm5iB5qpxCTN1Z7xatYCABocdSR8Aj/APWrBZZIHbEHyXj5mt0c4Bauc9VMS3bev0WXEmtDhQ1IsrKx218RZsnTNFajXZaiEl0wIF2SVcgj6uIvvdqg4W23k9wWopRUmC0/Eva8NyXfdf5q2iLiyhERQBdx0J9Uf7U/S1cOu46E+qP9qfpagOhREQBERAEUGFxsUxeI3hxYcrq5HuKnVaa5AREUAREQBEJWnOLxEmHGIwxjlJcS2LSnMuqz3o+tb25UtRi5A3CKDEYtsULpZOy1jczu8abac1Rk441uGimMTw+YgRRGs7idvADnfcqoSlwgXcZjooOr612XrHhjNCbcdhorC5XpHNI+Th+aIh/2m8gN3kcNia331rdWMb0jLo2Mw7cs75/s56wf7br1JAOvh/8Aql29nbjFx77JZ0SLm8Jx7I/HCWUOZhsoYTWZxynMOzobLe7RUmcTx2HwUM5zYgSsffZsscbMbtN2+aLppvb5eqsWdcJmF5YHNLwLLbFgd5Chix8T3ZWPDjZbYBy2NwHbEjutcfwjDyzx4gQO1ZC5hfeskstOkJd4UG+4LpOA4VscETSx7ZI4w0h4rL/UG6ZTZ5jfS0y4Y4733Cdm1WL3ZWknYAlZKtxKJ78PMyP03Rua2+8ggLzpWynPwzxY/h8r5pGQGd1uJcCWtY6mjWv6fiSea2GH41GDh42teWSnJG53pODW3nDd8um5re6rVRO6Pl+Aw2GLw3qyxzxVtfWpadtLPyVqXg3WTtnfM9sjGlrerDQ1oPcCDr4/kvXKWJ2r2t1/Bnc5zphxgyRSNYwGKGZrM+bV0mV1tA7he64nFnI0R3bnauK7vpXwpuH4dDFDZDZw4l5suJa+y48yuOgwdOzvOZy5NwTuPBTLBYfq2a+kd1YRFxbt2UIiKAIiIAiIgCIiArYrFiMgVdqTD4gSNse8KhxQ9tvkthhx2G+QXRxSimDIu7QHgslGT2x5H9FIuYCIiA0+sMgI2IvzCu48kw23UafBY4uAuiaa7TRt+a84bOC3ITqNl3btavAhjw57Wsc4nnr+iqskqUPcCATa2v2dl3kF+SkpZ7RW34g1GF7cwPiSs8W4zSZWa1p+6vnCxn+UDy0/JZxxNaKaAFXkV2hRq8ezKWN7mq5DimiNt71WUalTvgY5wcRZCkWXNNJA1rMK+V+d4yju/Re47DPe+2jSq3WxRO0d2WiGSDNHkutl5hcKI7o3anRY1OqAREUAREQBdHwPFTRYDEyRua0REvFtvM6h2T3DTz7Xhrzi2vBzmdFFPrhJJaIGgMgALA/vae7vC7YY6p7kZ3nD8QZoIpS3KXsa4t7rF0qHDuIyS47GQurq4ery0Ne0LNnzWlnxeLvEShs3XNnDIomtcWsjadXZRo7MDV63yVSBs0kk0kPWtxE2LtoBc0NjbrmkbtWtdrfkvRHp1Um6+Hw4f2JZ0fAOJyTHEiVzfu53xsoVoNh4rZsOR0hfICCcwBoZRQFfEE34rjsDhOswuPH2d75p5ZBHbNNTocx0ADtfcreG4FOMWJZGNc6PCtY2QnR0oAok+l3iyNgpkxQ1Pevh9EEzPonjI/v3udTsRiZMmhp3PQ1XeupWt6P8OOEwkcLiC5tlxG1kk6fFbJcOokpZG48FXAREXEoREQEOMhMkMkYNF7HNB7rFLWcK4W7DwRR9XD1jBRkOuuuo0BO+1hblFtTajp7gctj+GfbcY6NjBDFC0Z35NJXXbWkaBzR/m62PEeGySYjBztyuMBdnb6N5gBbd6qtj8VsW42IyGISNMg3beo0uvOlOujzSVLwX3W/mSjWP4WZp4sRO4h0JJjjYeyLFW4kWT8B+ZndwnDmR8hiaXPrNeoJbscu1jvq1afI1tZnAXoLNX5IHgkgEWNxeova1z1y8SmLcOwAAMaABQpo0Hd5LU9IeKuw0Tmw11lAN0ui7RjQ3mTR8g0nuB2eLxscMZlkeGsHPe+6q3KqYfDwTTGYxv6xpHpk00lo1DbIBqvEe9ahSeqStEPOj/C/suGaw6yHtSOu7cdT+3uWzRFicnOTk+8oREWQQDGxGUw9Y3rQLLL7Vd9KZrgdvH5aLnsCQOM40uoVFGQT3ULW7wTrja7+q3DycSR8iuuSCjVeC9URGh6eS5cJGau5mj4tcuLXb9OGg4WO+UwI/teuIXIoREQBERAEREAREQBERAavinpjyWww/oN8gqnFIicrgLqwV7Fifu2tZq+q8vErq94IhYjOaRx5NAH6n9FMo4IsjQPmpFzZQiIoAscgu6F96yRAEREARQT4tsZo3fgpIpQ9ocNirTqwZoquMxeQU2i78lHC2R0ZfnOY7d3wV0urBeRRYaXOwO71KsvYBERAEREAREQBdb0Y4dFicDIyUEgy3YJBBDWkEHkdSuSXXdG5ZI+G4h8QBka95aDteVu61G7Vcg6pgoAWTQ3O5817a5PhnS0jDF+LAa8sc+MgUJQCW5R/yB5dxtVOj0csfEXGZxMsmFMknIglwIHuFDwXp9lktWravUzqOuHEITIYhIC8ENIF6EiwCdgdDorK+f9Hp3wYRr5tYZ52PEt6se2QZs/gQ27873XftIIBBsHYhY6jD2UqW5U7PURF5yhERAEREBAMQXehG8jvIyj56/JaHoU6V+Cbbm5A941BLt+RsVuulVXh3Do8MwsiBDC4uom6J3rwXVTSg4+NfyQ4zopOyI5JAWXiSWPd6JIY5rhmPOj78y3GEx0smIxcb5HdnEwtjbdULzmq1NtafcFadwQQtndAHSOkz5Y3uGRpkrMdvAb3oKG5U3BOBx4WKOw10zW0ZK1O+l9wuh4L1ZcuOeqfe6/38fUiRrCzNxPGfaHhjOqaWFw/9Y1flJ213P5LzhpcMTj3zwPyYhsbmNyk520Rl23oiwdteWq6WWBj6zsa7KbGYA0e8WpFwefaq7kvKv6LRz/EeBvkw+GDAzrIZRKWXTTZLnMBrQWdPJbeEuAa1kIY3nmIFd9Bt2fgrKLnLI5KmKCIi5lCIiApT8JhklMrmnO5oY6nEBzQbAcAaI/PbZXURVyb5BznTl4bhGEmvvR9LlwfWuPot073aD4brvum3qjPaj6XLh1AEREAREQBERAEREAREQBERAEREAREQBa6XiJDiA0UDz5rYrSYuPI/Ld6fmuuKKb3IzbYecSNse8dy9xEmRhd3Ba57HQuD2+ieX6LzG4nrC1rdv1Ts7e3AIO05rnE3ta2PCz92fAqHFRdXA1vO9VLwsdg+a3N3AFHGD71/mthw6YOZl5tVGTWc/9laxWFynrIzlI1IVlTiosE+DFNP/AGd+asKjgMS2sh0dZ96vLhJNPcoREWQEREAREQBdh0YhdJw7ERsIa57ntBOwtjRa49dx0J9Uf7U/S1VOnYNhgOERx4aCF7WydTRBLf5t8wvbUlYwcKLcdNii8ESRhgbl2Aq9b12WzRb7WVt3ySjSN6NsZC+KOR4aWvawPAc2MP8ASoaWdask17zez4fhBBBHC0lwY0NBO5pWEUlklJU2KCIiwUIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCLSSY2R+MdA932aJtZDoHTkjUNcdAB3DXxCx6QyMgw87mzStc2I9kPcTbiAxxJsjUEDa9V1WJuSj4/wAksj6beqM9qPpcuHXTcakf/wCMwzZBIXgsLnP5nIb1Op3+S5lYlHS2ihERZAREQBERAEREAREQBERAEREAREQBabGnNMR5BblVWYFofnsk3eq6Y5KLshYcwFuUiwoMPgmsN6k8r5KyixbRTX8WOjB4lTcOH3Q8z+alnw7ZKzclnHGGtDRsFtyWjSDWYyIslz1YJBVguMzgB/tjUnvV1FHO0DT8QrrTW+m3etuy6F70o24dgNhotSpKVpIBERYAREQBERAF3HQn1R/tT9LVw67HoniRFgySC4unytaKsktb3+FnyBVSsHUIqnDuIsxDHOZYLHFj2urM1w3BrRTyTta4NLhncCWtsZnVvQRxadMEiKniuJMiw0mIIJbGHWK1sGq+OircHhkkYzE4h7jI8Zmsa4iNgI0blBp2nM2taHp1MG1REWAEREAREQBEVLjMefCyt6x0Vt1e0WWi9T5Vd+CqVugZHiUPb7YIZ6ZAJa3vzOAoVzvZVm8UceInCZBlEPWZr13A/VU8bIcFBh4GtjkZI4QiNjS1xBBzOGpvxvvUHDsOx/F8WHDOI4o2dvtbhpvVemOKNSl3U680iWdOtXPxtgmMEQ62RvpAHRvhzJPgBpzIWt4HhnOxmLLoi3DZrja5pDQ69S1p013Jrcq5wXh0mDjfCW9YC9zmyMIDjf8AUHVr5WsvHGN27e3r/QssO41G1shILjC25smrWECy3MaBPgNfBQ4zjzWOw7I2kuxIBic7RmtekLzbHavCxyqYfo2/7F9kfLlYS5ziwdtxLrGYnTuut6GvfsmcHi6yGaQZ5YmBjTqG6XqG3V6lWsMX48/j19BuUuH42bEyzxSuaxuGeQ8x20vGuW9baKBJo66agXefRTEyS4Z75HOc3rXiJzvSLBtZO+tq83hMA6/sX15uSye14eXgrccbWNDWgNa0AAAUABsAFmeSDTUVzX582KMkRFwKUJsx65kkJmY5wyN7OUtytu7P9WbdaR3R7EvgihkexzTMHSdoktjGrYg4i3DU7rqkXWGaUP0ko5npu13UREEZA+iOd0cvuoO+IXGLuOm3qjPaj6XLh1yKEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAW04ZcrsJhwCQMQ+ZwHcxrK/Vatdh0JwcfVvny/e5izNZ9Gmmq235rpimoS1fMjKjo3ul4zC1ptzGuDRrrlJNeJtWOE4eaR2DniaCyCARFryWkuLBdabAkA+R3pdBhuGRx4ibEAuMk2XNZ0GUUKCuLvPqdqiu5famSim2GSOAhuV8hJc69GuLnW4D4kD3Krh+GyCdsjCMPC2/umGw++bh6Lefoi/FbZF51NqzQRYvfQPMgE0Nz5BZLACKKHExyEhkjHkbhrgSN968j8FKnACIiAIiICCHBRMOZkbGuAyghosDuB5DwWbIGNc57WND31mcAAXVtZ5qRFbYCIigCIiAIiIAiIgCIiA57pt6oz2o+ly4ddx029UZ7UfS5cOgCIiAIiIAiIgCIiAIiIAvHOA3NKnjMblOVurvyWUGD/mkOZ3jsFrTtbBMMQw7G/IErJkrToDqORWYCiMALi462KrwU2BH9ujur+WisrSuaDNTRQzV8FulucUqoBERcwEREAREQBERAEREAREQBERAEREAXVcA4ozCcPfK9rnAz5QG1dlre8rlVsy3Pw+GKyOsxzRY39AD9V1wQU8ijLgj4O3wvFo5ZZ42h/wBwae8gZL5gG9xzUB47BHCJc75Y/SMjWaNBeWi9uemlnRUsGyWDDTYIxfeiOTqntHYmsGiSfRfe4J8tFJDwaR3CW4Q1HIWAG9QDmzHbfmurx4093ta8u9ktk38RszStdFI0shM4Bq3MHhyOxo96w4BiMVPC6d51kbcbXaMBN0BQvLWXU6nXwufB8DbHPJM5/WZ4mRBpboGtABHjdWpoeFMjidCx8giIIDM3o3/S6sw+JUlLElUfh+S7nNSZGYXFjE5hxARue5xNOomm9W5p9DbQe8LbM4ecRw3DNkle0hkbzuQ7S8rx/M3XUeC2DeEQdsvjErpKzuk7RdW2+wHcKCvAVoFZ57Xu83f/AF8BRreH4mQyFhgqMNFSgFjSRplyO1HzC2SIvNJ2yhERQBERAEREAREQBERAEREAREQBERAc9029UZ7UfS5cOu46beqM9qPpcuGJAFnQID1FW+3s8a760Xs2I2azVztu4eJV0sFhFTnhcIy7O4uGt3+icPxBeCHakc1dO1guIiLICIiAIiICnicDmOZpp3yXoxTmaStr/kNQpusPWZeQbZUpC3q7mDFkgcLaQQq7Z3Fjnmm1eldypYj7qU9Wa8P0VjiMlMAqi7U+5a0cfEhWwEZdJdkVra2JwraO/nai4bHTM3NynxMmRhPPkmR3KkCVERcihERAEREAREQBEVR2Nt2WNuY9/JVJsFtFHCXkdsAHwKkUAREQBERAF2/QpoOFfYupT9LVxC7joT6o/wBqfpagOhREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREBzfTvN9jZlq+tbv/wBXL5n17nvDXnM2+WxX0n//AEC/sIyiz1g2/wCrl85wmEcXhzhTR3rrjqm2Qn4mwdWK5FecLAyk87pScQaXR0ASbCcPhLGHMKJKX/46A4hJljI5u0UXC4iAXHnsvZMG6R9vcMvcFdaABQ2UtKNIHqIi5lCIiAIiICF8Rz521tRBXj2yO0sMHhqVOitgrxYNjTe7u8piMI2QgknRWETU7sHjGgAAbBeSRhwpwsLJFAYveGgk7BVzjQAC5rgDsVhxOSmAd5/JeuPWwE1Xd7ltR2tgttcCLGoK9Wu4XLuz3j9VPi8Z1ZAq78UcGpaUC0iiZNceeq0tVeGzOcXZiTsppdN+ALjJmuNA6rNV8WPQPMOFfqrCjBreIYgk9W33+PgrmFw4jbXPmVUkwb2yZ29rW65qyzGNOjrae5y6S/SlEhYReA3svVyKEREAREQBdx0J9Uf7U/S1cOu46E+qP9qfpagOhREQBEVKLikckvVxh8mpDntbcbSBdF21+VqpN8AuoiKAIiIAiIgCIiAIvCaFnktbw/jkeIjbI1r2xvdka51Vd0AaOl8r7xzIWlFtWgbNFWk4hCyR0bpGte1hkIJqmjdx8FW4pxmPDxRyCpDKWtiAdQdexLuTfFVQk2klyDZItPiOMuY7DM6sF08uQdo+iN3jS/8APFWftExxfVgM6kNtx1L9dvBuvLW6OydnJK2LLkkrWUXODb0FmlmuU4e1+NmxjniznfhwTVRRjR2Ub5nfp7l1auTHodd5EwiIuZQiIgOe6beqM9qPpcuHXcdNvVGe1H0uXDoAiIgCIiAIiIAiIgCIiAIiIAiIgCIiA1XFH28DuH5q9GGtjDSQNO9a0DrJ/N35LbiNo2A+C7T2ikQ1PDnVKPGwpeK+k3yUGF0mHmf1V/H4cvaC3cLcmlNMGJdWGHeQAPeoOGvDXOzGtOalw8LyWZxTWfMq6Y2ncA+5c3Kk14grsPWvDv5G7eJ71aQIubZSCDEZi8GhlNKDEz9YCxjc57+QVp0LCbLQT5LMCtlbSdgrYHCmMGzqeXJWkRRu3bAREUAREQBdJwviX2XhcjwSHGcMbQBOoZdA6E1ZF9y5tb7gXD5MSIGkH7PHO+R5uu0GsyAc+9dcKjrWrgjN1w/pDlwcsmJNy4d7o3gUC4tOlDx/QqzNxm5cFG0U3Fse7NzbTA5tDYnVQ4bo/U2OLyOpxIAABJeNCHEkjezfNWcHwKNjWiYiYsaxjCW1la0UK10Ops8/cu03httf61/DJuY4qCXFYeaJk+QZ8olDdXAVmGlc7Fitvj6MczCdTA+IMDiGMETs1eJbQdXjR8Sti7DMLWtqmt2DSWiu6hWngvYcOyO8jGtvfKAL81w1qqfBSRERcyhERAEREAREQGt6RTmPA4hw0PVuAPnp+q5rDQu4fhmE2cPio2Zif/VKWinE/wBJ+VLreJYJuJgkhcSA8VY5dxWuxPR0YiGOLETPc2MNAEYDGnKK1BuyfPyrW/XhyxjDTLhvf5dxloix2EnbxL7RHFna7D9WDYoOz32rO1aq9i+DMkjw7Q4tdhy10bqvVorUcwaWxY0NAA2AoL1cXlltXcWjTYvgRlnixHXETRkkEsttEVQbelb7nfW1s8JhmxNygkkm3Odq5xO5J7/kNAKAUyLMskpJJ9xSm3hrG4gzsLmOcKkaKyv7i4VuO8UriIstt8gIiKAIiIDnum3qjPaj6XLh13HTb1RntR9Llw6AIiIAiIgCIiAIiIAiIgCIiAIiIAiIgKuGwYjcXXZVooirbfINbhsG8SBzgAAb3WyRFZScuQERFkBERAEREAREQBEWEbibsVRQGaIiALruieNEeFl7D3BrnPcQBQGUcyRZ0Og8O9cha63oth3HCveJcmWQ6PaHR6NaQ4g0QR3ghajV7g3PFeMjDywQ5QXzuppc7K1tVZJ79dArcOJc5sls7cZILQdCaDhRNbgjfZc2YZOIvw+JdA10cRlY5hOkgIpr2WPRvv7tLVzgQnhlxOGkBIaA9kpDiNWgZcx9KtAOdBemeKKht+pc+ZE9zTt6VOk7UvWNJcKZGQGtbffducRpZ012Wz/jWH8KT5futJ0PhZJi8r2teOrdo4Ajl3q5xLhDH8Rg6toEUwDqAodn0hXLQD4r5ryzktSo+3Lpumhk7OSfF3Zf/jWH8KT5fun8aw/hSfL91X6T4Bkn2VuGjYDI5wGVoF6DU1y5rW4vo05kcjmTxyviFyMbu0f55KOWRPYmPD0k4pu1fx+huv41h/Ck+X7p/GsP4Uny/daaPoycsfWYiOOSRuZjHXqN9SocJwAujfJLKyGNryzMdbINHblfNZ15Dp7P0Xj9/wDP6G//AI1h/Ck+X7p/GsP4Uny/daAdHn/aDCZYg0NzGTN2a2+Oh0XmN4A9jYnxSNmZK4Ma5ump5fI/BNeQvs3R2lfJ0H8aw/hSfL90/jWH8KT5futY3okS/q/tMXWAW5g3Hu7tfDkqeB4CZIuulmjhjzZWuf8AzH/B8irqyGVg6Jq7+5v/AONYfwpPl+68/jWD8KT5fuuU4nw5+FmMUlXVgjYg7FdPiOHNxGBwTTKyLQUXcyRoAOaKc3aGTpulgoyq0++yX+NYfwpPl+6fxrD+FJ8v3Wkg6MSvmmhL2tdGAQdacDdV3L1nRol7/v4+qjAL5f5QTyGvJNWQPp+iXf8Ac3P8aw/hSfL90/jWH8KT5fuqHDeDuw2PwzszZI5Mxa9ux7BUXF+DEvxOJkeIoxI4NBFl/kP85pqyVZnsOk1qPc1zfxqqNr/GsP4Uny/dP41h/Ck+X7rS4boy57IzJNHE+UXGx27v8968wnRmWRspc9kZifkcHbaUSb7qNpqyGn0/RK9+Pmbv+NYfwpPl+6fxrD+FJ8v3Wji6PW2SR+IjZC15YJCLDjdWK5e9a/ieAdhperc5rtLDmmwR/gUeTIt2bh0nSTlpjz9T6Rw7HsxMQljujpR3BHIq0ue6E+pu9o78mroV6Iu0mfGzwWPJKK4TOe6beqM9qPpcuHXcdNvVGe1H0uXDrRxCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiwmlDG5jssYMQ2QEi9N7Vp1YJUULMWxxoO1UyNUDFjw7Y3yWSwjjDRQ77WJxMYNZh8UrwBKihlxAaQNXE7ALHD4xshIAIPiml1YLChGKZdZtdlW4jiaGRp15/ssMPGCGMG9hzz3dwW1Da2DZKjicabyR6u2v9lZxIcWOyektfw8ta859HcrSCVNkLUbZWAlxz6aDnajw+Oc54a5o17leJ0tajAC5QfMqxqSbYNrLIGNLjsFRikfO4jNlaN63WwIsUdlXOCANsJYfDb4LMWkinpwTNPD5+ZXddEMPG/Cu6xrXVKaDhY9FutHRcBLPJF6WVw+BXe9BZhJg3uAI+9dv/1ajvkHUZgsXuFHXkVgiwDguiWJjixWaR7WNyEW40OS2uH41EzDTkub1sTpRDrqQ86EeF/IKXEdDonZjHI9pN5QaIHh30uMe0gkHcGl5G5Y1R+hjHD1cnJPwOtfxaGNvDXB4d1TaeGmy22BpseH6KbiPE2NZM+LFQEPacrBHbzfJ1Hz1K4tFO1Z19ghad/67O0wOOg6uMSYmKTDhvajnaOsbpsK3+aqcJxkbWSiHEsjBkcRFOPuy0nQg73Vc+XvXLKafCSRhpkY5oeLaSKvy+ITtH4B9HBWtXPy+x1MWI4f9ulLeqaOrAY5zfu89myBt/T8CpcTxWJkGHueOZ8Uwc/IALHaBpo7r964tetcQQRuDYTtX4EfQRbTcm6o7/h0MLuIS4iOdry9noAat9EGzy22Pf4LX8M4rE/CNh62KKSNx/3WgtcLOovz+S08/SfFPjLMzW5hTnNbTj7/ANlp1XlS4OWPoZST7R+Fd/H0Np0ixnXTg9a2UNaG52tyjvPzK3WfDz4bBMdiY43RU4g+FWL5Fciiwp7t+J65dKnGMU60/I7ZnGYH4nFu6xob1TWNJNZiM118VqeB4qF+DnwksgiL3Zmvdt/Lp/8AiPiufRXtGzC6KMU0m+70OyZxLDxSYKBsrXthzF8mzfQcBr7/AMljxTHwY2KeJ0kbHxPuFxOjh5+OvyXHqSSB7Q0uY5ocLaSCAR3jvV7V1VGPYYKSlq3/AJuztGcYiniiezEQwvaAHtlZZB09HUfJUH8Tjfg8cHSsc98lt0ylwAYAQ0+S5ZFHlbLHoIRez/12dL0fxjWQFrcSxjs3ajnA6sjvad79613SKTDuxJOGAyZReUU0u1sgfBaxrbIA3JpdaeiMTWgvmdddoigPmqtU40kTJ2XTZe0nLm9i70JP+jd7R35NXQ5h3rTcGbFFF1cJtoJuyCSbqzXfWngtovVFUkj4HUZFkyykuGzR9NT/AKVntR9LlxC7Tpn6qz2o+ly4taOIREQBERAEREAREQBERAEREAREQBERAVOJn7r3hU4JwyJ3e46KzxU9hvmqLIy0CSrbf+WvRBJw3IXOH4Su273D9VPxB5EZo0bClgmD22Ph3KtxQ9gDvK525T3Bhgcz43guO9WssbA1sNAbELLhg+7vvJWXEf8AaPiQq37+wIeGAZXOO409yr8Psyj3qxhIXCF9DV2wWWAwrmOJcK0oLTkveBW4kypLrQhbOBrcoLQKOq9kia8U4WFCzDFnoPIHcdQsOVxSBPJIGiyaVXiWTJrWbl3qaWDOBmOoN2F43CNvM63Hvd+yzFpblKeHc9sT7BIOjf8AO5e8MiIcXEEaVqtki08nPxIFG+In+ZwHcFIi5lIW4Vg1qz3nVd10MH+lf7U/S1cWu06Geqv9qfparYOgReIoD0L5rh8OyXFFkj+rYXOs0Sd9gBzX0oL59wjiDMLjXSSNJbbm6bizuP8AOa4Za2s+p/xzklkceaLmO4BEMOZ4jMA14aWytokEgWNB3hW39GsG3EjDmabrHMzNFDx3NeB+CixXG8McNNC2Sd7nPDg6TX+Zpodw0Xk/HoHcSixIzdW2PKezrfb5f/ILPuHoT6lrv7/sq9SvheBRNinmxUj2sjkMYyAWSDlvW+an6YgCLBBptuR1GqsUyjSwi4zhpI8TBP1gjfK+RjmgXRdmA8/3VbpDxSHEMwzYQ4CNpBDhto2teeyy9Ki6OsFmlni5p7N/KqPOGcIidhnYrEve2MOygMAs8r1ViHo7FJiS2LEB8AZnc8EFw/4mufNRcM4nAcI7CYnOGZszXsqxrdf53qbC8cw0GJd1ULm4dzMjv6if6t/dX/8AEWilZZvqNU9N3vXFV/ZhNwTDvhbPhpXujEjWPDwMwsgWNPEfFXf4Zwn2g4frpusLMzRQoDxNa/JVZOLYWGBuHw3WFrpGve9++hBof2hTHj8H/khiO11fV5fR1vyV9z4HNvqXdXW9ePdVlfD8Dw4wrp55JG5JCx2QAg0a0FLPE9GG/aoYopCY5Gl+Z1WAN+69x8VFieLxOwMsAzZ3SueNNKL738lan6Sxtmw0kYc4RsLHgijRrb4J7n2NX1N2r/8Ar5cbepHjujkQglkgdNmiPaEjaDgNy3QL2TgGEiLYZ8S5k7mZrNCMb8z5HnyXnFOMwujk6qbFOe/ZrndhuuormPDVZ4ni2BxBbPPHIZWsymMeid+fvKPRe1GYvqNKvVW/C3+H0JmYfDDhL82YgOpz2gE5rHon+m/kocbwx8zOHR9c93WM/mqmANaTVAXp39wVfBcUwzsFLhpg9lvL25NRuCBr4hSSdII2/YHMBc7DsyvBFXbWtNfAq3FoihmjJ0ndt7/Lb1PZeAYZ7Z24aaR00F5g4CjV2BoO4hZN4DhA3CmSWUHENFAAbkN51oNfmvX8awkIxEmGEhmnuw4ANaTd/M3zVfE8YhceH5c3+nrPp3ZNu/0So9HwNR9oe3vV68f2a/H4H7NjDCDmDXto+Boj819FkZa+fcWxjMRjjLHeVzmVYo6AD9F9Ce+lvDVujy/8i5OONy5rf0IYcOG6DQWT8TZ/NWFG2TvWa7nyjQdM/VWe1H0uXFrtOmfqrPaj6XLi0AREQBERAEREAREQBERAEREAREQBERAa7ix9AeanwDbhAI0N/miLq37iIQuwz4nZotRzap5YOta3Nba5aIixrZSWGIMaGjYKREWQEREAREQBERAEREAREQBdp0M9Vf7U/S1EQHQLxeohDxavFcAwsjnPdF2jZNOcNe+gURRpPk3DJKDuLojb0awdf7R/vd+6wb0bwmauqNf93fuiKaI+B09pzfvfmzJvRrBm/uj/AHu/dYydG8IKqI/3u/dETRHwHtOb9782ZHo1g7/2jt/W791i/o3hARUR/vd+6ImiPgX2nN+9+bJB0Zwf4R/vd+6xHRrB/hH+937r1E0R8B7Tm/e/NmDOjeEIP3R/vd+6yZ0awZH+0f73fuvUTRHwHtOb9782YHo3hMwHVGv+7v3WQ6NYOz90f73fuiJoj4D2nN+9+bK3Eui0Doi2H7p5Ip/adWuvZJUHD+h7Y33PL17S3RuQso6a2HFETRHwHtOb9782bL+GMH+Ef73fuvf4Ywf4R/vd+6ImiPgT2nN+9+bJMP0fwkbw9sXaabFucfkSruIizDny2JGxvkiKpJcHOeSc95OyKLDgOsXz3JO5s7q0vUVMHP8ATP1VntR9LlxaIhQiIgCIiAIiIAiIgCIiAIiIAiIgCIiA/9k=" width="303px" alt="different type of brokers"/></p>
<h2 id="toc-1">Create a free account to unlock this Template</h2>
<p>They facilitate&nbsp;currency trading, enabling access to fluctuating exchange rates and international transactions. If you&#8217;re a more sophisticated investor or trader who needs margin, options trading, and technical charts, a robo-advisor may not fit your needs. Robo-advisors also shine for those long-term investors who lack the time or desire to research and find the ETFs that meet their investing needs and strategy. Arguably the first robo-advisor—and first to offer cryptocurrency portfolios—Betterment launched in 2010 after the Great Recession.</p>
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" width="305px" alt="different type of brokers"/></p>
<h2 id="toc-2">d) Assessing Service and Support</h2>
<p>This involves buying a security and then selling it at a higher price. Online brokers are perhaps the best example of this arrangement, as investors can log on, select a security, and purchase it without ever speaking to another person. Discount brokers offer an inexpensive way to purchase securities for investors who know exactly what they want to buy. Ongoing assistance can include face-to-face meetings and periodic checkups to revisit progress toward goals.</p>
<h2 id="toc-3">How to Choose a Brokerage Account</h2>
<p>In contrast, a full-service broker would provide a broader breadth of financial services such as research, advice, portfolio management, and more. Today, as online brokerages have forced commissions down to zero, discount brokers have distinguished themselves by providing research and other services in addition to pure execution. Stockbrokers serve as intermediaries between markets (e.g., exchanges) and the investing public. Brokers take customer orders and try to fill them at the best price possible.</p>
<h2 id="toc-4">Understanding the Role of a Stockbroker</h2>
<p>As the name suggests, full-service brokers routinely offer individual advice and recommendations, and these services don&#8217;t come cheap. A full-service broker does much of the legwork for the investor. Some brokers will provide you with market data and give you advice on the products you want to buy or sell – depending on whether they are a full service broker, or execution only. However, a broker must be licensed to give advice and execute the sale, and they will only perform trades on your behalf once you have given them the go-ahead.</p>
<h2 id="toc-5">How Do I Open a Brokerage Account?</h2>
<p>An introducing broker acts as a middleman, connecting clients with a main broker who handles trades and operations. This setup allows the introducing broker to concentrate on client relationships while the main broker provides the necessary infrastructure and services. Traditional Offline Brokers offer a more personalized service, with face-to-face interactions and tailored advice. For example, getting personalised tailored advice from a financial insurance advisor based on the client’s needs. They’re often liquidity suppliers – an entity that buys a large volume of an asset and then distributes it to other financial institutions who then make it available to retail investors.</p>
<h2 id="toc-6">How do stock brokers make money?</h2>
<p>The cost can be around 0.25% to 0.50% of assets under management per year. The minimum required to open an account can range from $0 to $500 to over $5,000. Robo-advisors might be right for people new to investing and experienced investors who prefer a hands-off approach to portfolio management.</p>
<h2 id="toc-7">What Is a Brokerage Firm? How It Makes Money, and Types</h2>
<p>Brokers who are employed by discount broker firms may work as over-the-phone agents (known as voice brokers) available to answer brief questions or as branch officers in a physical location. They also may consult with clients subscribing to premium tiers of the online broker. It is suited to individuals who are not regular in their investments, are new to the market or are unable to afford the high charges imposed by full-time brokers. A broker is an individual or financial services company that enables the trading of securities for other individuals.</p>
<p>A full-service broker charges a percentage of your trade value, while discount brokers charge a fixed rate. Compare different brokerage charges and choose the one offering the most reasonable rates. How are discount brokers able to keep their charges ‘discounted’? Since they provide only transactional services, they may not have too many physical set-ups.</p>
<p>Brokerage accounts may differ in terms of order execution speed, analytical tools, the scope of tradable assets, and the extent to which investors can trade on margin. A captive brokerage is affiliated with or employed by a mutual fund company or insurance company and can sell only its products. These brokers are employed to recommend and sell the range of products that the mutual fund firm or insurance company owns. Robo-advisors have their appeal, not the least of which is very low entry fees and account balance requirements. Most charge no annual fee, zero commissions, and set their account minimum requirements to a few dollars. A robo-advisor is an online investment platform that uses algorithms to implement trading strategies on behalf of its clients in an automated process.</p>
<p>Gordon Scott has been an active investor and technical analyst or 20+ years. Not only does eToro have a number of great tools for traders, but it’s got an incredibly user-friendly interface that makes it easy to get started. But your order is actually submitted on your behalf by your broker. You’re the one who chooses the stock, whether or not to buy, and how much. You’d want to do a bunch of other stuff, like do your due diligence about buying the stock and researching whether or not now is a good time to buy.</p>
<p>Brokers of credit are knowledgeable and maintain professional ties with financial institutions. Additionally, they can aid with financing, conversion, and repayment. Here are several reasons why you should employ an insurance broker from different types of brokerage . First, mediators can receive insurance coverage at a reduced cost. In addition, it reduces the paperwork involved with insurance coverage. Thirdly, it facilitates the identification of better insurance deals.</p>
<p>The post <a rel="nofollow" href="https://milesnsmiles.net/what-is-a-brokerage-account-definition-how-to/">What Is a Brokerage Account? Definition, How to Choose, and Types</a> appeared first on <a rel="nofollow" href="https://milesnsmiles.net">Miles-N-Smiles</a>.</p>
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		<title>Fundamental Evaluation Of Cryptocurrencies</title>
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		<pubDate>Tue, 10 Jan 2023 23:31:22 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
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					<description><![CDATA[<p>If you’re buying and selling on Balancer, your LP tokens are known as Balanced Pool tokens (BPT). They’re called Sushi Swap Liquidity Provider (SLP) tokens if you’re trading on Sushiswap. If you’re including liquidity to the pool on Sushiswap for individuals to commerce between USDC and ETH, your LP tokens might be USDC/ETH LP tokens. &#8230; <a href="https://milesnsmiles.net/fundamental-evaluation-of-cryptocurrencies/" class="more-link">Continue reading <span class="screen-reader-text">Fundamental Evaluation Of Cryptocurrencies</span> <span class="meta-nav">&#8594;</span></a></p>
<p>The post <a rel="nofollow" href="https://milesnsmiles.net/fundamental-evaluation-of-cryptocurrencies/">Fundamental Evaluation Of Cryptocurrencies</a> appeared first on <a rel="nofollow" href="https://milesnsmiles.net">Miles-N-Smiles</a>.</p>
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										<content:encoded><![CDATA[<p>If you’re buying and selling on Balancer, your LP tokens are known as Balanced Pool tokens (BPT). They’re called Sushi Swap Liquidity Provider (SLP) tokens if you’re trading on Sushiswap. If you’re including liquidity to the pool on Sushiswap for individuals to commerce between USDC and ETH, your LP tokens might be USDC/ETH LP tokens. You can also calculate the worth of liquidity supplier tokens using this method. Exchange liquidity refers to the liquidity of a selected trading pair on a cryptocurrency trade <a href="https://www.xcritical.in/blog/what-is-crypto-liquidity-and-how-to-find-liquidity-provider/">crypto liquidity provider</a>. It considers the convenience of trading one cryptocurrency for another on a selected platform.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/11/xcritical-chrome-extension-trading-toolbar-77-768x413.webp" width="409px" alt="How Is Crypto Liquidity Measured"/></p>
<h2>What Advantages Does Nadcab Supply For Dex Pool Analysis?</h2>
<p>The idea of liquidity swimming pools introduced a significant change inside the decentralized trade fashions, which beforehand relied on order books. The order guide mannequin face challenges, notably the excessive transaction costs incurred during commerce execution. This made shopping for and promoting not solely pricey however as well as inefficient for market makers and totally different market individuals. When a deposit is made, they get a model new token symbolizing their stake, typically identified as a pool token.</p>
<h2>How Liquidity Depth Impacts Your Buying And Selling On Dex?</h2>
<p>This ultimately results in increased prices as only a few gross sales can cater to the rising demand for the asset. Hence, there&#8217;s an inherent time lag in providing insights to the trader. Crypto property consistently maintaining excessive volume normally translate to less volatility and better worth stability. Of course, sudden volume and worth modifications occur when investors expertise excessive concern or greed. Price-to-Sales (P/S) ratio is the totally diluted market cap (FDMC) divided by annualized whole income (ATR). Total Revenue encompasses all sources of revenue generated by a DeFi protocol, together with protocol revenue, supply-side income, token incentives, and different revenue streams.</p>
<h2>What Is A Liquidity Pool In Dex?</h2>
<p>AMMs could be quickly adapted to include new tokens or change their pricing mechanisms through decentralised governance. Note that the liquidity of those markets can be fragmented throughout different exchanges, leading to disparities in trading conditions and the potential for arbitrage. Broadly, the crypto trading quantity indicates the activity degree within the crypto market. There are loads of technical indicators to equip crypto traders to make a profitable commerce.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/trading-indicators-the-tools-of-the-trade-img-2-768x512.webp" width="403px" alt="How Is Crypto Liquidity Measured"/></p>
<h2>What Is Liquidity In Cryptocurrency?</h2>
<p>Choosing Nadcab Labs for DEX liquidity options provides important advantages as a result of our experience as a quantity one Blockchain Development Company. Our deep understanding of Blockchain Technology and Decentralized Finance (DeFi) permits us to design and implement strong liquidity options tailored to your wants. We leverage cutting-edge expertise to optimize liquidity swimming pools, enhance transaction effectivity, and minimize slippage, guaranteeing a clean buying and selling experience for customers. We present comprehensive providers, including Smart Contract Development, liquidity pool management, and incentive structuring, to ensure that your DEX remains aggressive and efficient. Our team’s dedication to innovation and excellence ensures that you receive high-quality options that improve liquidity depth and drive the success of your decentralized exchange. Hence, the trading expenses for the DAI-ETH pool are zero.3% and a liquidity supplier has contributed to 20% of the pool; they&#8217;re accredited 20% of zero.3% of the whole worth of all of the trades.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="401px" alt="How Is Crypto Liquidity Measured"/></p>
<h2>Components Influencing Participant Liquidity:</h2>
<p>Cryptocurrency markets are distinguished by several distinctive components, including their decentralised nature, the worldwide and steady buying and selling environment, and the diverse vary of participants. Additionally, as these markets don&#8217;t adhere to conventional trading hours, they probably provide enhanced liquidity alternatives. In worst-case eventualities, there can be no purchase order for the low-volume crypto asset.</p>
<p>The formulation above helps keep the price honest and as per the quantity out there within the liquidity pool. Once you deposit pairs of tokens in a liquidity pool, you’ll obtain LPs because the “Receipt” for this transaction. These LPs define the share you maintain in the liquidity pools, which you&#8217;ll declare anytime. Exchange liquidity is crucial for merchants seeking to execute trades on specific trading pairs. A highly liquid change provides a seamless trading expertise with tighter spreads and better order e-book depth. High liquidity exhibits that a big number of customers purchase/sell the cryptocurrency on the blockchain community.</p>
<p>This elementary idea is very pertinent within the rapidly evolving cryptocurrency markets, the place liquidity levels can significantly affect funding strategies and market notion. Market liquidity describes the facility with which belongings may be shortly purchased or offered available in the market at secure prices. It’s a cornerstone of efficient markets, as it impacts the pace and ease of transactions. High liquidity signifies a dynamic market where belongings could be traded quickly with little impression on their value, contributing to market stability and investor confidence.</p>
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" width="401px" alt="How Is Crypto Liquidity Measured"/></p>
<p>The buying and selling charges given by prospects who swap tokens by way of the pool are distributed based on the proportion of their stake dimension routinely. The trading quantity is the total variety of tokens purchased and sold on cryptocurrency exchanges within the final 24 hours. A high quantity signifies that a massive number of people are purchasing and promoting the tokens.</p>
<ul>
<li>Liquidity is a basic concept in monetary markets, and in the context of crypto exchanges, it plays a vital function in determining the effectivity and performance of the crypto market.</li>
<li>These providers include huge banks,monetary incursion, and even central banks that facilitate vast portions of international cash transactions.</li>
<li>Liquidity is an important idea out there throughout the market as a outcome of it helps to care for prices down.</li>
<li>Specifically, liquidity depth measures how much of an asset could be bought or offered without considerably impacting its worth.</li>
<li>Other kinds of property, corresponding to real estate, artwork, collectibles, jewelry, and equipment are illiquid assets.</li>
</ul>
<p>So that buyers have control over their tokens and AMMs can maintain the fairness of the decentralized platform. If you lose entry to your crypto wallet, neglect the handle, or have weak security for the same, you&#8217;ll lose your LP tokens. A hacker can even get entry to your crypto wallet, they will additionally steal your tokens. This is a vulnerability that accompanies the LP tokens, and you may have to watch out while buying and selling LP tokens.</p>
<p>Historical information is crucial in analyzing liquidity swimming pools, offering deep insights into past performance and tendencies. Performance tendencies, similar to historical returns and charge revenue, are instrumental in figuring out the pool’s profitability and efficiency over time. By examining these developments, buyers can gauge the pool’s consistency and reliability, aiding in knowledgeable decision-making relating to their participation. Liquidity is a basic concept in monetary markets, and in the context of crypto exchanges, it performs an important role in figuring out the efficiency and performance of the crypto market. Liquidity refers back to the ease with which an asset could be bought or sold without causing a big impression on its price.</p>
<p>Read more about <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> here.</p>
<p>The post <a rel="nofollow" href="https://milesnsmiles.net/fundamental-evaluation-of-cryptocurrencies/">Fundamental Evaluation Of Cryptocurrencies</a> appeared first on <a rel="nofollow" href="https://milesnsmiles.net">Miles-N-Smiles</a>.</p>
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		<title>Crypto Index Funds: Everything to Know About Diversifying Crypto Portfolios</title>
		<link>https://milesnsmiles.net/crypto-index-funds-everything-to-know-about/</link>
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		<dc:creator><![CDATA[wadminw]]></dc:creator>
		<pubDate>Fri, 21 Oct 2022 22:11:44 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
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					<description><![CDATA[<p>Content How Do Cryptocurrency Exchange-Traded Funds (ETFs) Work? iShares Bitcoin Trust ETF (IBIT) New and Upcoming Meme Coins of This Year: Detailed Analysis and Insights Motley Fool Investing Philosophy The world&#8217;s first and largest crypto index fund What’s Next for Crypto Investment Funds? One of the most popular and convenient ways to access any asset &#8230; <a href="https://milesnsmiles.net/crypto-index-funds-everything-to-know-about/" class="more-link">Continue reading <span class="screen-reader-text">Crypto Index Funds: Everything to Know About Diversifying Crypto Portfolios</span> <span class="meta-nav">&#8594;</span></a></p>
<p>The post <a rel="nofollow" href="https://milesnsmiles.net/crypto-index-funds-everything-to-know-about/">Crypto Index Funds: Everything to Know About Diversifying Crypto Portfolios</a> appeared first on <a rel="nofollow" href="https://milesnsmiles.net">Miles-N-Smiles</a>.</p>
]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;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">How Do Cryptocurrency Exchange-Traded Funds (ETFs) Work?</a></li>
<li><a href="#toc-1">iShares Bitcoin Trust ETF (IBIT)</a></li>
<li><a href="#toc-2">New and Upcoming Meme Coins of This Year: Detailed Analysis and Insights</a></li>
<li><a href="#toc-3">Motley Fool Investing Philosophy</a></li>
<li><a href="#toc-4">The world&#8217;s first and largest crypto index fund</a></li>
<li><a href="#toc-5">What’s Next for Crypto Investment Funds?</a></li>
</ul>
</div>
<p>One of the most popular and convenient ways to access any asset class is through exchange-traded funds. It&#8217;s why we&#8217;ve designed ETFs focused on two of <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> the most pivotal areas in crypto. Cryptocurrency index funds take the research and decision-making burdens off of individual investors and make it easy to speculate on a broad range of cryptocurrencies at once. Cryptocurrency index funds work by investing in a basket of different cryptocurrencies, rather than individual assets.</p>
<h2 id="toc-0">How Do Cryptocurrency Exchange-Traded Funds (ETFs) Work?</h2>
<p>Erika Rasure is globally-recognized as a leading consumer economics subject matter expert, researcher, and educator. She is a financial therapist and transformational coach, with a special interest in helping women learn how to invest. Getting back to the subject at hand, there are no apparent plans to allow Vanguard customers cryptocurrency ownership or introduce a Vanguard Crypto Index Fund. Ultimately, the concept of intrinsic value for cryptocurrencies remains a topic <a href="https://www.xcritical.com/blog/crypto-index-funds-what-is-a-crypto-index/">crypto index fund</a> of discussion and interpretation[2]. Before diving into any investment, it&#8217;s important to do your homework. Bitwise Asset Management, the fund&#8217;s sponsor and advisor, explained how BITW works relative to an open-ended mutual fund or ETF.</p>
<h2 id="toc-1">iShares Bitcoin Trust ETF (IBIT)</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="306px" alt="cryptocurrency index fund"/></p>
<p>In this Investing guide, we will discover about crypto index funds and explore popular funds like Bitwise 10 Crypto Index Fund. But ETFs that invest indirectly in bitcoin—such as ETFs that hold bitcoin futures—are not inferior. They are simply alternative strategies, looking to gain exposure to bitcoin in a different way.</p>
<h2 id="toc-2">New and Upcoming Meme Coins of This Year: Detailed Analysis and Insights</h2>
<p>Level up your crypto knowledge with education geared toward investors of all experience levels. Fidelity® Metaverse ETF (FMET)Discover the real potential of a virtual world built on blockchain technology. Fidelity® Crypto Industry and Digital Payments ETF (FDIG)The companies that help to power crypto and digital payments could boost your portfolio.</p>
<h2 id="toc-3">Motley Fool Investing Philosophy</h2>
<p>This income-generating feature, which began on the ether platform in 2022, raises questions about how staking rewards should be taxed and reported. This gave the SEC another reason to be reluctant to approve spot ether ETFs, given the lack of regulatory clarity about their tax status. While it is possible that Vanguard&#8217;s involvement with blockchain could shape its future perspective on cryptocurrencies, there is currently no indication of a shift in its stance.</p>
<h2 id="toc-4">The world&#8217;s first and largest crypto index fund</h2>
<p>However, if the best crypto index funds don&#8217;t pique your interest, you can always consider investing in crypto directly on trustworthy exchanges like Binance, Kraken, KuCoin, and Coinbase. Well, mostly by the fact that crypto ETFs can be traded on regular stock exchanges, while crypto index funds cannot be traded there. This eliminates the need for you to keep up with the ever-changing crypto market and simplifies your investment strategy. As such, the Galaxy Crypto Index Fund provides convenience and accessibility to investors.</p>
<h2 id="toc-5">What’s Next for Crypto Investment Funds?</h2>
<ul>
<li>Investors in crypto do not benefit from the same regulatory protections applicable to registered securities.</li>
<li>This means that ETFs can be bought and sold throughout the day, while index funds can be bought or sold only at the end of the trading day (or according to the subscription and redemption terms of the fund).</li>
<li>Another key difference is that crypto markets can experience more volatility than traditional markets.</li>
<li>Other funds that invest in Bitcoin futures have experienced this problem in recent years.</li>
<li>A huge proportion of the value created and stored in cryptocurrency is enabled by smart contracts.</li>
</ul>
<p>We also provide data about the latest trending cryptos and trending DEX pairs. Spot crypto ETFs are funds that buy cryptocurrencies and securitize them. Investors buy and sell shares as needed, just like a traditional ETF. In a spot crypto ETF, the fund can issue and redeem shares, offering retail and other investors a stake in the crypto market.</p>
<p>The primary benefits of crafting your own crypto index fund include cost savings and complete control. As you personally acquire the cryptocurrencies, there’s no expense ratio, but be mindful of trading fees charged by exchanges. It’s advisable to compare fees across top cryptocurrency exchanges for affordability. CoinMarketCap does not offer financial or investment advice about which cryptocurrency, token or asset does or does not make a good investment, nor do we offer advice about the timing of purchases or sales.</p>
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" width="300px" alt="cryptocurrency index fund"/></p>
<h2 id="toc-7">What is a Crypto Index Fund? How to Invest In It?</h2>
<p>Cryptopedia does not guarantee the reliability of the Site content and shall not be held liable for any errors, omissions, or inaccuracies. The opinions and views expressed in any Cryptopedia article are solely those of the author(s) and do not reflect the opinions of Gemini or its management. The information provided on the Site is for informational purposes only, and it does not constitute an endorsement of any of the products and services discussed or investment, financial, or trading advice.</p>
<p>You should also consider if you’ll ever transfer any bitcoin from your exchange to a separate hot or cold crypto wallet. Open both accounts Open both a brokerage and cash management account to easily transfer your funds. Share thoughts on crypto with a community of investors who live and breathe it at r/FidelityCrypto.</p>
<p>Buy and sell crypto like bitcoin and ethereum, starting with as little as $1. Trade crypto 7 days a week—23 hours a day—on our website and mobile app. Explore the growing number of opportunities to trade and invest in the emerging cryptocurrency universe. Play-to-earn (P2E) games, also known as GameFi, has emerged as an extremely popular category in the crypto space.</p>
<p>First-movers are often more successful at attracting shareholders and their money in the long run. ProShares Bitcoin Strategy ETF launched in 2021 as the first bitcoin futures ETF, and it is still the leader in that category. It attracted around $1 billion in assets within a few days after its launch. Bitwise is one of the lesser-known sponsors on this list, but its Bitwise Bitcoin ETF has some features that make it noteworthy.</p>
<p>These investments allow retail traders to gain direct exposure to crypto prices without owning the assets directly. This makes it possible to speculate on cryptocurrency prices without doing business on a crypto exchange or dealing with the costs and complexities of directly owning digital assets. With so many digital assets to learn about and choose from, it&#8217;s no wonder that more and more investors are seeking guidance and opportunities wherever they appear. In this context, crypto index funds emerged, simplifying the process for newbies and experts alike. Investing in traditional index funds is a simple way to gain diversified exposure to a broad market or specific sector, with the potential to achieve returns that closely track the benchmark index. The low-cost nature of these funds also makes them an attractive option for long-term investors who seek to build wealth over time.</p>
<p>The Schwab Crypto Thematic ETF (STCE, $30.43) is a passively managed crypto ETF that tracks the performance of the Schwab Crypto Thematic Index. Approximately 60% of the index will comprise crypto and blockchain companies. The maximum weighting for each stock is 22.5%, or the maximum weight that supports $20 million in average daily volume. The index then only includes companies scoring 1 or 2, giving 50% of the weighting to firms scoring 1 and 50% to those scoring 2. The portfolio is capped at 100 stocks, and the index is rebalanced and reconstituted twice a year. It then applies a score of 1 for companies actively developing blockchain technology, 2 for companies actively using blockchain technology, and 3 for companies actively exploring blockchain technology.</p>
<p>The post <a rel="nofollow" href="https://milesnsmiles.net/crypto-index-funds-everything-to-know-about/">Crypto Index Funds: Everything to Know About Diversifying Crypto Portfolios</a> appeared first on <a rel="nofollow" href="https://milesnsmiles.net">Miles-N-Smiles</a>.</p>
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