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	<title>My Blog &#187; FinTech</title>
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		<title>Create A New Linked Account Managed By An Advisor Or Dealer</title>
		<link>http://new.admore.se/?p=725</link>
		<comments>http://new.admore.se/?p=725#comments</comments>
		<pubDate>Wed, 07 Feb 2024 04:13:18 +0000</pubDate>
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				<category><![CDATA[FinTech]]></category>

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				<content:encoded><![CDATA[<p>These linkages embrace all money and positions and can be found to accounts which are not at present Advisor or Broker clients. There are a number of checks which are performed which can prevent the linking of an account, similar to, however not restricted to, trading permission incompatibilities between the Advisor or Broker Master and the shopper account, fee schedule1 differences, etc. Search for and do business with a number of advisors, brokers, and wealth managers. Access dozens of advisor portfolios, together with Smart Beta portfolios, provided by Interactive Advisors. Accredited buyers and certified purchasers can search for, research and make investments with hedge funds.</p>
<p>It helps you discover new alternatives to diversify your portfolio and uncover undervalued companies which will have larger development potential. Spot market opportunities, analyze outcomes, handle your account and make knowledgeable choices with our free superior buying and selling instruments. Our proprietary API and FIX CTCI options let institutions create their very own automated, rules-based trading system that takes benefit of our high-speed order routing and broad market depth. Any buying and selling symbols displayed are for illustrative functions only and aren&#8217;t intended to painting suggestions.</p>
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width="302px" alt="ib brokerage account"/></p>
<p>In 2014, Interactive Brokers became the primary online dealer to supply direct entry to IEX, a personal discussion board for buying and selling securities. As of 2021[update], about 23.5 p.c of the company is publicly held, while the rest is held by staff and their affiliates; Thomas Peterffy is the biggest shareholder. The company is headquartered in Greenwich, Connecticut and has workplaces in four cities.</p>
<h2>Advanced Trading Tools</h2>
<p>This website is for informational purposes solely and isn&#8217;t intended to be a solicitation or commercial in any jurisdiction other than the United States. See necessary Terms of Use and our Privacy Policy Notice on our Forms and Agreements web page. When placing your money with a broker, you want to make sure your broker is secure and might endure through good and unhealthy occasions.</p>
<ul>
<li>Fund your account in a quantity of currencies and commerce property denominated in multiple currencies.</li>
<li>From commerce date to settlement date, our Securities Financing solutions provide depth of availability, clear rates, global reach and automatic lending and borrowing instruments.</li>
<li>Between 1993 and 1994, the corporate group Interactive Brokers Group was created, and the subsidiary Interactive Brokers LLC was created to control its electronic brokerage, and to maintain it separate from Timber Hill, which conducts market making.</li>
<li>In 1994, Timber Hill Europe began buying and selling at the European Options Exchange, the OM Exchange and the London International Financial Futures and Options Exchange.</li>
<li>For extra information about charges on margin loans, please see Margin Loan Rates.</li>
</ul>
<p>Also in 1994, Timber Hill Deutschland turned a member of the Belgium Futures and Options Exchange, IB turned a member of the New York Stock Exchange, and the Timber Hill Group LLC was fashioned as a holding company of Timber Hill and IB&#8217;s operations. Award successful platforms for every investor from newbie to superior on cell, net and desktop. IBKR&#8217;s highly effective suite of technology helps you optimize your buying and selling velocity and efficiency and perform refined portfolio analysis. Commissions starting at $02, low margin rates, excessive interest paid, and Stock Yield Enhancement.</p>
<p>Covestor Ltd (175 Federal Street, Boston, MA, 02110) (also known as &#8220;Interactive Advisors&#8221;) is an Investment Advisor registered with and controlled by the Securities and Exchange Commission under the Investment Advisors Act of 1940. Covestor Ltd is not registered in any jurisdiction exterior the United States. While registered as a private restricted firm in the United Kingdom, Covestor Ltd is not registered to provide funding administration or advice within the United Kingdom.</p>
<h2>Opening An Account</h2>
<p>In 2001, the company name of the Timber Hill Group LLC was modified to Interactive Brokers Group LLC, which at the time dealt with 200,000 trades per day. You may view performance data in your investments with us by logging into your dashboard. Real-time commerce confirmations, margin particulars, transaction value analysis, subtle portfolio analysis and more.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="303px" alt="ib brokerage account"/></p>
<p>You can even deposit money in most main currencies (see above) with out additional charges. For extra info learn the Characteristics and Risks of Standardized Options, also called the choices disclosure doc (ODD). Alternatively, please contact IB Customer Service to receive a duplicate of the ODD. Before buying and selling, clients should learn the relevant risk disclosure statements on our Warnings and Disclosures page.</p>
<h2>Select The Best Account Kind For You</h2>
<p>The danger of loss in online trading of shares, options, futures, currencies, international equities, and glued Income could be substantial. Set up enhanced consumer access and account safety by creating one or more Security Officers for the master account and designate as much as 250 users by operate or account. We hope that this text gave you guidance on the way to open an account in the Interactive Brokers dealer. We also present state-of-the-art services serving to you overperform your benchmark or fill the tax statements easily and fast. Below you will discover an entire listing of all account types available to traders on Interactive Brokers, with details on features and helpful data for  selecting.</p>
<p>Spot market opportunities, analyze outcomes, handle your account and make higher choices with our free trading tools. You can create a brand new account that might be managed by an Advisor or Broker and that shall be linked to your existing account. Use simplified workflows, logically grouped menus and person entry rights to effectively handle your relationships from any desktop or mobile device. 100+ order sorts – from restrict orders to advanced algorithmic buying and selling – assist you to execute any trading strategy. Discover new investment alternatives with over 200 free and premium analysis and news suppliers. Graphic is for illustrative purposes solely and shouldn&#8217;t be relied upon for funding selections.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="300px" alt="ib brokerage account"/></p>
<p>The given information is exemplary and may not suit your account type and scenario. Make sure to continually study the entire Interactive Brokers (IBKR) methodology for opening an account and save space for your self and unnecessary stress. The info provider, CCFR SOFTWARE, s.r.o., just isn&#8217;t responsible for your account or info stored within Interactive Brokers.</p>
<p>Trading on margin is just for experienced buyers with high danger tolerance. For further details about charges on margin loans, please see Margin Loan Rates. Security futures involve a high degree of danger and are not appropriate for all buyers. Before buying and selling safety futures, learn the Security Futures Risk Disclosure Statement. Structured merchandise and fixed income products similar to bonds are advanced products which might be more dangerous and aren&#8217;t suitable for all investors. Invest globally in shares, choices, futures, currencies, bonds  and funds from a</p>
<h2>Interactive Brokers Group Cookie Policy</h2>
<p>Broker accounts at Interactive Brokers give international regulated brokerage corporations the means to reduce their operational, brokerage and clearing costs whereas providing electronic market access worldwide with our professional white branded buying and selling technology. Fully Disclosed Brokers can create multiple tier accounts by adding Registered Advisor, Non-Professional Advisor , Proprietary Trading Group Separate Trading Limit (STL) and Multiple Hedge Fund master accounts to their dealer account construction. Each Advisor, Proprietary Trading STL and Multiple Hedge Fund master account holder can add shopper, sub and hedge fund accounts as required.</p>
<p>React immediately to market-moving news and trade over 10,000 US Stocks and ETFs, plus US Equity Index choices, when it’s handy for you. In 2009, IB launched iTWS, a cellular trading app primarily based on IB&#8217;s Trader Workstation; it also released the Portfolio Analyst software. In 1997, Timber Hill Australia Pty Limited was integrated in Australia, and Timber Hill Europe started trading in Norway and became a member of the Austrian Derivatives Exchange. In 1994, Timber Hill Europe started buying and selling at the European Options Exchange, the OM Exchange and the London International Financial Futures and Options Exchange.</p>
<p>In 2004, IB launched direct market entry to its customers on the Frankfurt and Stuttgart exchanges. In the same yr, IB upgraded its account management system and Trader Workstation, adding real-time charts, scanners, fundamental analytics, and instruments BookTrader and OptionTrader to the platform. The original group was first created as a market maker in 1977 beneath the name T.P. It became the first to make use of truthful worth pricing sheets on an exchange trading <a href="https://topbitcoinnews.org/particulars-about-introducing-broker-2024/">Introducing Broker</a> ground in 1979, and the primary to use handheld computers for trading, in 1983. In 1987, Peterffy also created the first absolutely automated algorithmic trading system, to automatically create and submit orders to a market. Between 1993 and 1994, the corporate group Interactive Brokers Group was created, and the subsidiary Interactive Brokers LLC was created to manage its digital brokerage, and to keep it separate from Timber Hill, which conducts market making.</p>
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		<item>
		<title>Information For Proprietary Buying And Selling Groups</title>
		<link>http://new.admore.se/?p=820</link>
		<comments>http://new.admore.se/?p=820#comments</comments>
		<pubDate>Sat, 01 Jul 2023 02:54:11 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://new.admore.se/?p=820</guid>
		<description><![CDATA[ [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>There are other kinds of buying and selling methods as nicely, you presumably can learn more about related subjects on Blog by Tickertape. What better time to begin investing&nbsp;than in the course of the auspicious season of Diwali? Pick your stocks and begin creating a wishlist for Muhurat Trading session. Before investing in stocks blindly, conduct some research and check shares on Tickertape. While these proprietary trading organisations turn out to be the one beneficiaries within the event of earnings, additionally they bear the consequences of losses. They are the one operators; therefore no other entity is responsible for bearing the cost of loss.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/cutting-edge-software-top-5-features-xcritical-img-3-768x512.webp" width="301px" alt="What Is Prop Trading"/></p>
<p>Trade Brains is a Stock market analytics, financial &amp; business information service supplier and education platform in India with a mission to simplify inventory market investing and buying and selling. In conclusion, Prop Trading is an exciting avenue for beginners to explore the financial markets. With the correct information, technique, and mindset, people can embark on a rewarding trading journey on their phrases.</p>
<p>Comparing proprietary buying and selling to traditional investing operations, monetary organisations may be able to achieve larger returns. Financial establishments can use their expertise and market knowledge to uncover worthwhile alternatives and produce sizable profits by buying and selling monetary products with their own capital. This one-stop solution is ideal for establishments seeking to cut back prices and enhance productivity with a fully built-in OMS/EMS setup.</p>
<h2>Correct Use Of Buying And Selling Algorithm</h2>
<p>To safeguard capital, threat management methods should be put into follow. It consists of setting stop-loss orders and diversifying the trading portfolio. Note that they aren&#8217;t investing clients’ or different investors’ money, but their very own money that they generate from business. The danger of loss in online trading of shares, choices, futures, currencies, foreign equities, and fixed Income could be substantial. Spot market alternatives, analyze outcomes, handle your account and make knowledgeable decisions with our free advanced trading instruments.</p>
<p>Run and customize activity statements to view detailed details about your account activity, together with positions, money balances, transactions, and more. Technological tools improve effectivity, offering real-time data and automation potentialities. Staying ahead in Prop Trading requires adapting to evolving market trends. Beginners should be prepared with identification paperwork and proof of financial stability. Beginners ought to research and choose platforms with an excellent status, user-friendly interfaces, and dependable customer assist.</p>
<ul>
<li>In this approach, firms seek to generate profits directly from market movements and value fluctuations.</li>
<li>While it offers alternatives for revenue, the inherent risks require diligent risk administration to safeguard in opposition to potential losses.</li>
<li>Financial establishments can earn cash via proprietary buying and selling from numerous sources, together with curiosity income, trading earnings, and capital progress.</li>
<li>Staying ahead in Prop Trading requires adapting to evolving market developments.</li>
<li>In general, trading is a risky-prone exercise with the probabilities of dropping money.</li>
</ul>
<p>They can construct a solid basis for his or her success in prop buying and selling by adopting a perspective that values lifelong studying and placing the knowledge they purchase into apply. With the proper strategy, Prop Trading presents the potential for substantial returns. Beginners can capitalize on market alternatives and see important progress in their <a href="https://www.xcritical.in/blog/proprietary-trading-what-it-is-how-it-works-benefits/">what is proprietary trading</a> buying and selling accounts. Proprietary Trading, usually generally identified as Prop Trading, is an interesting avenue for people seeking to enter the dynamic world of monetary markets. Prop Trading includes people or firms trading on their very own behalf, utilizing their capital to generate profits.</p>
<p>Unlike traditional trading, the place establishments execute trades on behalf of shoppers, proprietary trading includes the agency speculating on monetary instruments for its personal benefit. Traders employ strategies similar to market-making, statistical arbitrage, and event-driven buying and selling to capitalize on market inefficiencies and short-term alternatives. However, proprietary buying and selling includes market volatility and liquidity dangers and is subject to regulatory considerations. Proprietary trading includes financial institutions using their very own capital to engage in buying and selling actions for the purpose of constructing income.</p>
<p>Our dedication is to deliver optimum value-for-money trading solutions, leveraging the most recent in cutting edge expertise. We collect, retain, and use your contact data for reliable business purposes only, to contact you and to supply you data &amp; latest updates relating to our merchandise &amp; companies. Link to Administrators for the purpose of offering administrative providers corresponding to reporting to your sub accounts. Yes, profiles of profitable traders demonstrate the potential for fulfillment in Prop Trading.</p>
<h2>Advantages Of Proprietary Trading</h2>
<p>If your firm is engaged with proprietary trading practices, you already know its advantages. So, this part is for people who just have began their proprietary  buying and selling journey. Now, let&#8217;s be taught concerning the benefits you&#8217;ll be able to expect from proprietary buying and selling.  Our Securities Lending Dashboard is powered by complimentary and premium safety lending analytics from Orbisa, a quantity one securities lending market data supplier. Use daily quick sale data on 1000&#8217;s of securities worldwide to generate trade ideas, gauge brief sentiment and evaluate your portfolio from a unique angle. Proprietary trading methods range based on the specific approach, including market making, statistical arbitrage, event-driven trading, and so on.</p>
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" width="303px" alt="What Is Prop Trading"/></p>
<p>Retail investors mustn&#8217;t try to emulate proprietary traders, however they&#8217;ll profit from the liquidity and value discovery that proprietary merchants present to the markets. For more info read the Characteristics and Risks of Standardized Options, also called the choices disclosure doc (ODD). Alternatively, please contact IB Customer Service to receive a replica of the ODD. Before buying and selling, clients must read the related danger disclosure statements on our Warnings and Disclosures web page. Trading on margin is just for experienced traders with excessive danger tolerance. For additional information about charges on margin loans, please see Margin Loan Rates.</p>
<h2>What Market Sectors Do Corporations That Engage In Proprietary Buying And Selling Prioritise?</h2>
<p>Security futures contain a excessive diploma of danger and aren&#8217;t suitable for all buyers. Before trading safety futures, read the Security Futures Risk Disclosure Statement. Structured merchandise and stuck <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> income products similar to bonds are complex merchandise which may be more risky and are not suitable for all traders.</p>
<p>Proprietary trading enables financial institutions to realize useful insights into market trends, facilitating informed funding selections. By scrutinising their buying and selling operations, these establishments can higher perceive market dynamics. Efficient capital administration and profit generation are achievable via proprietary buying and selling, though it inherently carries risks. Therefore, implementing sturdy risk management rules and controls is essential for monetary institutions to minimise potential losses. Instead of appearing as intermediaries, these institutions turn out to be the principal celebration in the transactions, aiming to generate profits for themselves.</p>
<p>Major methods are arbitraging, such as statistical arbitrage, hedging, elementary evaluation, and advance arbitraging. Financial organisations use proprietary buying and selling to extend their income and reap the advantages of alleged competitive advantages. Proprietary trading allows companies to tackle larger quantities of risk without having to reply to their prospects because it employs company capital somewhat than shopper funds. ’, let’s direct our focus in the course of understanding why such corporations and institutions have interaction in such trading activities. In general, these trades are speculative in nature, carried out through a variety of derivatives or other complicated investment vehicles.</p>
<p>They not solely possess considerably larger amounts of investment capital, but additionally have higher and quicker entry to high-level, price-sensitive info, which they will use to their advantage. Proprietary buying and selling permits monetary institutions to take pleasure in a better price of return when compared to investing in other options like bonds and term deposits. Property trading refers to a financial firm or business financial institution that invests for direct market acquire versus earning a fee by buying and selling on behalf of customers. Property trading may contain bonds, inventory, currencies, commodities, or other devices. These are a few of the high proprietary buying and selling corporations in India, according to. The enterprise model of those firms generates enough returns for their current in addition to the future development.</p>
<h2>Which Means Of Proprietary Buying And Selling</h2>
<p>They carefully monitor market situations, news, and economic indicators to make knowledgeable choices. Stock market pundits additionally informally check with this sort of exercise as ‘prop trading’. Before you suppose otherwise, the funds that these firms use for buying and selling or investing within the stock market are their very own and never these of their clients. Financial institutions trading monetary property, together with stocks, bonds, derivatives, commodities, and currencies, with their very own funds is recognized as proprietary trading. It entails monetary institutions taking up direct market exposure and risk with their very own capital, versus typical buying and selling, the place the financial institution serves as a broker for shoppers. Proprietary trading is when massive financial institutions enter the market to commerce and respect their very own capital as an alternative of investing on behalf of their shoppers.</p>
<h2>On-line Buying And Selling</h2>
<p>This infuses massive quantities of liquidity in the counter, making it simpler for buyers to purchase and promote securities. Additionally, prop buying and selling permits the trading agency to turn into a market maker, giving it a certain diploma of affect over the markets. While financial corporations do get entangled within the equities segment, their main focus is on derivatives such as futures and choices. One of the primary reasons for such increased trading exercise on futures and choices is the truth that the trades that these firms make are nearly at all times purely speculative.</p>
<p>Unlike conventional trading, where institutions trade on behalf of clients, proprietary buying and selling focuses on speculating on financial instruments for the firm&#8217;s own benefit. Proprietary trading has captivated the eye of both seasoned investors and curious individuals alike, offering a novel glimpse into the high-stakes world of Wall Street. Although monetary institutions do participate within the equity market, their major focus is on derivatives like futures and options.</p>
<p>These corporations make use of high-tech and expensive softwares to achieve near-perfect company targets. All guidelines of investments remain the same for proprietary trading as with others although the extent of risk could also be magnified due to the monumental quantum of investment corpus. Participating in proprietary trading enables monetary institutions to utilise their own capital for trading financial devices. By identifying favourable market alternatives, these establishments have the potential to achieve substantial returns on their investments. Proprietary buying and selling or prop trading is one of the most well-known phrases within the inventory market that refers again to the moral apply that firms do to earn important earnings.</p>
<p>One of the most vital advantages of proprietary trading is its capability to generate big income. Since monetary companies invest their capital in proprietary buying and selling, they get 100% profit with out paying any fee. Trusted by over 2 Cr+ shoppers, Angel One is considered one of India’s main retail full-service broking homes. We supply a variety of innovative</p>
<p>Every single profit or loss that they make has to be borne solely by the entity itself. That said, prop buying and selling companies use advanced and superior trading software program that is not available for public use. In addition to this, they also make use of algorithmic and automated buying and selling platforms as nicely for high-frequency buying and selling.</p>
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		<title>How To Spend Cash On The Metaverse The Motley Fool</title>
		<link>http://new.admore.se/?p=532</link>
		<comments>http://new.admore.se/?p=532#comments</comments>
		<pubDate>Thu, 12 Jan 2023 22:02:02 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://new.admore.se/?p=532</guid>
		<description><![CDATA[ [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>The company claims its community can deliver content material in 50 milliseconds or much less to 95% of the world’s population. But, as beforehand noted, the metaverse will have different wants, and Cloudflare can handle a few of these as properly. For example, the corporate already offers cybersecurity options, blocking 136 billion daily threats.<br />
They are different as a end result of there may be an ETF supervisor who actively trades the ETF and ensures that it maintains its most market worth. The word “metaverse” was used for the first time by Neal Stephenson in his 1992 sci-fi novel “Snow Crash.” In the e-book, the metaverse was described as a digital world parallel to the true one. Stith points to the fact that Nvidia is a market leader within the production and distribution of graphic processing units, and that an essential end market for the company&#8217;s graphic cards is gaming. But Cook has still hinted at some of the capabilities Unlike a bulky VR headset, the new system will doubtless be a lot lighter. But Cook continues to be excited about various applied sciences like VR and AR, all of that are important to the metaverse. Consider that Apple is anticipated to announce a model new headset at the upcoming WWDC event in June.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/11/white-label-cryptocurrency-exchange-55-768x512.webp" width="300px" alt="What is the best investment for metaverse"/><br />
Its 3D world incorporates approximately 90,000 parcels of land (called LAND). MANA is the metaverse’s native token and it may be used to purchase these LANDs. But as an Ethereum-based project, Ether (ETH) can also be used as currency to purchase these land NFTs. ETFs could be in  comparison with mutual funds as a end result of they combine a group of similar stocks or thematically organized shares into one asset that gives extra predictable returns than particular person stocks.</p>
<h2>Motley Idiot Investing Philosophy</h2>
<p>Whether  the metaverse delivers on its targets or not stays a question as to which video games, platforms and applications will rise above others. Other uses of blockchain expertise embody NFTs, decentralized internet browsers, and metaverses. The metaverse has made waves lately because of the growing interest in digital reality spaces.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/crm-software-768x384.webp" width="301px" alt="What is the best investment for metaverse"/><br />
Instead, Riccitiello believes there might be many metaverses, each catering to certain categories. Keep in thoughts that Snap is a pioneer in augmented reality via its Camera platform. This&nbsp;consists of each hardware – similar to Spectacles, which are AR glasses – and software. There are over 250 million users that use this know-how on a regular basis. &#8220;We&#8217;re convinced the Metaverse represents the following iteration of the web,&#8221; stated Tejas Dessai, AVP and research analyst at Global X. Conventional knowledge has it that chipmakers stand to learn from the development of the metaverse, given the large amounts of compute power required to help immersive digital experiences.</p>
<h2>Put Cash Into Metaverse</h2>
<p>Devices like smartphones, virtual reality headsets, and digital glasses will allow users to access 3D digital and augmented reality environments. They can join with associates, conduct enterprise and visit remote places. But most of the features that the metaverse is supposed to have are nonetheless under development.</p>
<div style='text-align:center'><iframe width='569' height='317' src='https://www.youtube.com/embed/njpcTSscOy4' frameborder='0' alt='What is the best investment for metaverse' allowfullscreen></iframe></div>
<p>This is why an exchange-traded fund could be a good possibility for buyers in that it offers exposure to metaverse stocks, but in addition allows for diversification. Founded in 2004, the company permits users to create their very own 3D immersive experiences and work together with their associates. But the metaverse is basically no longer about science fiction or Hollywood, rather it has turn out to be a reality. Consider that virtual reality (VR) headsets can provide practical experiences in virtual worlds. Snap just isn&#8217;t a huge player in the metaverse hardware area, however the mother or father firm of the Snapchat app has one other angle.<br />
In many different cases, users pay crypto miners up-front fees to store knowledge for a limited time frame. By distinction, Arweave incentivizes miners to retailer data endlessly by steadily paying over time from an endowment pool that users pay into. This long-term answer to the problem may make Arweave a winner right here. Content supply network (CDN) Cloudflare (NET -0.41%) is designed with speed in thoughts.</p>
<h2>Software</h2>
<p>Currently, the metaverse is specializing in gaming and creating digital social environments. Anyone can use the metaverse even and not utilizing a VR headset, as most projects have web-based portals. In reality <a href="https://www.xcritical.com/">https://www.xcritical.com/</a>, on-line worlds that don&#8217;t require VR have been around for many years, together with 2003&#8217;s Second Life.<br />
Or there is a digital public sale and, in a frenzy, a purchaser might overpay for possessing an NFT for a novel art work. There is potential downside to investing in stocks such as Meta Platforms, Snap, and Nvidia. As noted, these companies are investing vital sources in the metaverse. However, it’s potential that the metaverse won’t pan out like everyone hopes.</p>
<p>Finally, the hype and excessive ranges of speculation sometimes leads individuals to buying cryptocurrencies at inflated prices earlier than promoting them off either for revenue or because of consumers&#8217; regret. As the primary company to provide you with the idea of the metaverse and put it into apply, it has a good future. Together with its personal many social media platforms, Meta is relatively the best firm that can bring an immersive and interactive expertise to customers and construct a metaverse ecological neighborhood. At the same time, Meta is vigorously promoting its metaverse ecosystem, focusing on metaverse information growth.<br />
Metaverse-based platforms purpose to provide utility to non-fungible tokens (NFTs) whereas connecting people from around the world within the consolation of their properties. Due to the sheer extent of its investments in the metaverse, we felt that Meta and its corporations deserve two separate mentions. It is pioneering developments in GPUs for consoles, laptops and PCs (amongst a variety of different uses).<br />
This is undoubtedly very putting and of curiosity to new traders. For those who are on the lookout for how to put cash into the metaverse, here is a short information. Gamblers will be ready <a href="https://www.xcritical.com/blog/how-to-invest-in-metaverse-stocks-cryptocurrencies-and-more/">best way to invest in metaverse</a> to enter the virtual on line casino, use native ERC-20 tokens from Atari to put bets, and then receive their winnings in cryptocurrency. Decentraland is a distinguished project that offers this performance.</p>
<h2>What Is A Metaverse Stock?</h2>
<p>Another advantage when investing in metaverse stocks and ETFs is that you could additionally use U.S. You could contemplate investing in NFTs, cryptocurrency, or digital land if you are already knowledgeable of the metaverse and you are comfy with threat. ETFs (Exchange-Traded Funds) may be described as a basket of securities which may be tradable on stock exchanges. These ETFs mix the traits of conventional mutual funds with shares, or they are often traded in a mixture on the inventory market. Metaverse ETFs provide traders exposure to metaverse and metaverse-related companies. These funds put money into internationally listed firms that provide companies and products to support the development and infrastructure of the metaverse.</p>
<ul>
<li>Greenlight Insights predicts that the global metaverse market will attain $1.35bn by 2025, and $3 billion by 2030.</li>
<li>In the longer term, developers imagine the metaverse as a place where businesses can meet, transact and even set up shop for shoppers.</li>
<li>But the consumer experience with DEXs is unintuitive and distinctive to cryptocurrency.</li>
<li>And it can give individuals an immersive expertise and generate a mirror image of the real world.</li>
<li>And, with the sum of money Snap is plowing into content material, there’s a good likelihood its technology shall be used by many in the metaverse.</li>
</ul>
<p>It is a set of digital spaces and experiences that are being created by corporations in order to provide more immersive and realistic digital experiences. The objective is to interconnect all these areas, however that hasn’t occurred yet. There are many potential features that the know-how can provide, together with augmented reality collaboration platforms that would allow better collaboration. The metaverse could additionally become a work productivity platform for remote staff.</p>
<h2>What&#8217;s The Easiest Way To Spend Money On The Metaverse?</h2>
<p>Mark Zuckerberg’s significant investment within the firm&#8217;s new platform has just lately turn out to be controversial. The firm&#8217;s share worth dropped by 66.seventy nine %, and Meta had to lay off roughly 13 p.c of its workforce in late 2022. The mass firing was the first time Meta has ever had to do a spherical of cutbacks. That mentioned, the more obscure metaverse tokens may not have liquidity for fiat buying and selling pairs. Therefore, merchants could additionally be required to first purchase a much bigger cryptocurrency, such as Bitcoin (BTC) or Ethereum, before subsequently swapping it into the extra area of interest metaverse token they need. Bigger tokens could be purchased on cryptocurrency exchanges by simply swapping fiat cash into the specified token, utilizing the exchange’s liquidity pair.<br />
Part of this uncertainty was that the concept has not been well-defined. Get inventory recommendations, portfolio steerage, and more from The Motley Fool&#8217;s premium providers. Volatility profiles based on trailing-three-year calculations of the standard deviation of service investment returns. Learn how you can make money from the wave of seasoned companies innovating in AI and new AI tech firms. Software as a service has been a development driver within the tech trade.<br />
As a result of its main place in the tech and graphics trade, it&#8217;s unsurprising that Nvidia stands as one of the metaverse’s greatest buyers. As the creator of the immensely well-liked recreation Fortnite, it is hardly stunning that Epic Games would want its success in immersive technologies to continue. Greenlight Insights predicts that the global metaverse market will attain $1.35bn by 2025, and $3 billion by 2030. But this is extensively believed to be a conservative estimate, with some in the business predicting that the metaverse market could reach as much as $40bn by 2030. Throughout 2022, the metaverse became one of many largest buzzwords to dominate the telecoms business.<br />
Thus, it&#8217;s considered a good selection to purchase metaverse shares of this company. Metaverse cash or cryptocurrencies are the native cash of a certain metaverse that allow you to commerce the metaverse’s NFT assets and become involved within the economy of the ecosystem. But these metaverse coins additionally exist exterior of the metaverse and could be traded on cryptocurrency exchanges and buying and selling platforms, as you&#8217;ll commerce shares. The metaverse coin could turn out to be an excellent funding if the project manages to achieve reputation and attract more customers to the platform. The most popular metaverse investments are stocks and ETFs because these investments do not require the buyers to get entangled in the metaverse.</p>
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		<title>What Is Cfd Liquidity? How To Choose On One Of The Best Supplier</title>
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		<pubDate>Sat, 17 Dec 2022 01:17:05 +0000</pubDate>
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				<content:encoded><![CDATA[<p>- Check if the dealer presents tight spreads on the property you wish to commerce. This means plenty of consumers and sellers are willing to trade at each worth level. &#8211; Choose a dealer who presents quick transaction execution since it demonstrates their competence and commitment to maintaining high market liquidity. &#8211; Also, to see what other traders are saying about the dealer&#8217;s professionalism, check out their suggestions. It is crucial if you end up selecting one of the best crypto CFD broker in the marketplace.</p>
<p>Check on-line reviews, seek recommendations, and confirm their regulatory compliance. This, coupled with the SEC’s recent aggressive regulatory moves around the cryptocurrency enterprise, might create uncertainty about USDT. It guarantees quick transactions, an essential  quality given the volatility of cryptocurrency values.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/11/bitcoin-address-wallet-14-768x421.webp" width="306px" alt="What are CFD Liquidity Providers"/></p>
<p>On the other hand, CFDs primarily based on less liquid underlying assets, such as small-cap stocks or unique forex pairs, may be much less liquid. This can make these CFDs more challenging to commerce, particularly in massive volumes, without causing important price actions. However, if a dealer has numerous open positions and the market costs of these positions move in opposition to the trader, this could reduce their account liquidity. If the account liquidity falls below a certain stage, the CFD provider might concern a margin name, requiring the dealer to deposit further funds into their account.</p>
<p>CFDs are a kind of economic derivative which have exploded in popularity among traders of digital belongings. A Crypto CFD is a contract for the distinction between the value of a cryptocurrency on the time of the contract’s execution and the value of that cryptocurrency at a future date. B2Broker is ranked as a Top 10 LP in the business, offering an easy-to-implement solution for brokers, with access to over 800 trading instruments and seven asset courses on one single multi-currency account.</p>
<p>Some liquidity providers are very giant establishments with offices across the globe, whereas others are smaller sized corporations catering to a specific type of consumer or industry area of interest. Finally, some forex brokers serve a twin purposes providing liquidity as nicely. If you wish to begin your own forex brokerage, deciding on a liquidity provider is just like the choice making process that merchants face when selecting their forex broker of alternative. In short, figuring out which liquidity supplier to companion with requires careful thought and consideration.</p>
<p>The opening and shutting trades represent two separate trades, and thus you would possibly be charged a commission for every commerce. Founded in 2014, Atomiq Consulting presents an entire white label resolution and liquidity package to entrepreneurs thinking about launching their own forex brokerages. Whether you&#8217;ve a basic question about how liquidity works or are able to get began, our staff of consultants are available to discuss all features of our companies with you in further detail. The idea of liquidity is prime to the monetary trading industry as an entire, and Crypto CFD trading isn&#8217;t any exception. It is essential since it influences the usefulness and attractiveness of a trading platform. Crypto CFD trading also addresses certain sensible limitations of conventional cryptocurrency buying and selling.</p>
<p>For example, should you select to launch your white label with Atomiq Consulting, we’ll also provide your new brokerage with entry to liquidity. From our perspective, it is advantageous to have a single level of contact for all services related to the launch of your broker. Working with a variety of suppliers to begin your broker tends to slows down the complete course of and often leads to pointless confusion. Firstly, revenue, regardless of market course, is a major benefit for merchants. For instance, if a trader believes Bitcoin’s price will drop, they will short a Bitcoin CFD and potentially revenue from the worth lower, a function absent in conventional crypto trades. This strategic flexibility to revenue from rising and falling markets contributes significantly to Crypto CFD trading’s popularity.</p>
<h2>The Challenge Of Promoting: Tips And Methods For Achievement</h2>
<p>Due to high liquidity, merchants might take advantage of opportunities as they emerge by making transactions quickly. A&nbsp;CFD commerce&nbsp;will present a loss equal to the dimensions of the unfold&nbsp;on the time of the transaction. If the unfold is 5 cents,&nbsp;the stock needs to realize&nbsp;5 cents for the position to hit the&nbsp;breakeven price. While you’ll&nbsp;see a 5-cent acquire if you owned the inventory outright, you&nbsp;would have additionally paid a commission and incurred a bigger capital outlay. A CFD broker’s credibility&nbsp;is based on status, longevity, and financial position quite than authorities standing or liquidity. There are excellent CFD brokers, however it’s necessary to research a broker’s background earlier than opening an account.</p>
<ul>
<li>This happens as a result of the sheer quantity and dimension of the buyers and sellers help to create a fair worth for the trading product, making everyone pleased.</li>
<li>It is necessary to grasp the which means of the term “liquidity” before delving into the specific use of the time period.</li>
<li>However, these should not compromise service high quality or execution efficiency.</li>
<li>CFDs are a type of monetary derivative which have exploded in reputation among traders of digital belongings.</li>
<li>The right liquidity supplier ought to be able to execute trades swiftly with minimal slippage and requotes, especially during vital news occasions that can set off rapid worth movements.</li>
<li>The prevailing market situations, often driven by financial information, occasions, and the trading hours of various markets, can drastically affect CFD liquidity.</li>
</ul>
<p>The magnitude of your profit or loss is decided by the variety of CFDs you hold and the difference in price from when the contract was opened to when it was closed. In the broad ecosystem of monetary markets, liquidity holds a position of paramount significance. It’s a basic characteristic of any market, and its understanding is essential, significantly within the context of CFD buying and selling. The lot size is substantial  Because of the inherent volatility of CFD holdings, a large quantity of brokers provide a broad range of transaction sizes.</p>
<p>For instance, as an alternative of purchasing for or promoting physical gold, a dealer can simply speculate on whether the price of gold will go up or down. All products supplied by GBE Prime may be transmitted in real-time to Banks and Exchanges for execution. GBE Prime supplies access to aggregated liquidity fom multiple sources like top-tier banks and non-bank liquidity providers.</p>
<h2>What&#8217;s Cfd Liquidity?</h2>
<p>As the recognition of CFDs continues to grow, the market’s liquidity has elevated because the sector continues to deliver numerous new participants to the table. When it comes to buying and selling volumes, the CFD and Forex markets are radically opposed. As a result, in order to be successful, CFD firms need way more liquidity from their counterparties than Forex brokers do. Contracts for variations (CFDs) are contracts between investors and&nbsp;financial institutions&nbsp;during which investors take a position on the longer term worth of an&nbsp;asset.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/12/why-analyzing-affiliate-statistics-and-reports-is-important-for-a-brok-768x512.webp" width="303px" alt="What are CFD Liquidity Providers"/></p>
<p>Choosing the most appropriate liquidity partner on your agency may be powerful, given the wide range of economic establishments that offer this service. Making the right alternative on your CFD liquidity provider requires asking and answering numerous important questions, which we will go over intimately as follows. For a CFD dealer <a href="https://www.xcritical.in/blog/what-are-cfd-liquidity-providers-and-how-to-choose-one/">cfd liquidity providers</a>, high market liquidity is desirable as a end result of it allows quick trade execution, allowing the dealer to take advantage of short-term price actions. Additionally, excessive liquidity usually results in smaller spreads (the distinction between the purchase and promote prices), which can scale back the trading costs for the trader.</p>
<h2>Implications For Cfd Brokers</h2>
<p>The company is a market leader in CFDs, offering an incomparable CFD liquidity solution to all its shoppers. Trading CFDs on cryptocurrencies has the potential to be profitable and doesn&#8217;t require lots of cash. A significant advantage is the power to place a modest fraction of the worth of the asset into a trade. You have control and perception into which CFD trading techniques may be best when you&#8217;ll find a way to pick the assets you deal with.</p>
<p>They often take a significant amount of danger but are nonetheless capable of profit from the spread or by positioning themselves thanks to conclusions based mostly on useful info available to them. People and institutions have traded on the Forex market for a protracted time because of its relation to fiat buying and selling pairs. However, regardless of cryptocurrency&#8217;s fast ascent, traders discovered a whole new spectrum of applications for the digital money they have been utilizing. The provider’s information feeds ought to be stable and reliable and provide real-time price data from all related exchanges and the Forex market.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/09/how-to-find-new-crypto-coins-768x513.webp" width="305px" alt="What are CFD Liquidity Providers"/></p>
<p>Liquidity is a major drawback for brokers who provide CFD buying and selling companies. The best way to make an educated choice is to analysis <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> and contrast the benefits of numerous liquidity suppliers. Protection towards the buildup of negative balances</p>
<h2>Account Liquidity</h2>
<p>An growing number of merchants would really like 24/5 entry to major markets which, though fairly typical in Forex, is much less traditional with CFDs. The time period liquidity is usually used within the monetary markets to describe the ease by which an asset could be converted into cash with out problem. It is all-important in terms of buying and selling as it&#8217;s a key think about being able to make a profitable commerce. To understand CFD liquidity, it is helpful to look at buying and selling this increasingly popular monetary instrument.</p>
<p>In current years, they&#8217;ve turn into a popular means for traders to diversify into completely different world markets. Capital.com is a high-growth, multi-award buying and selling platform empowering folks to take part in monetary markets. On the platform, you&#8217;ll find a way to commerce CFDs on the NASDAQ 100, gold, oil, Tesla, and about 6500 different belongings or markets. Capital.com offers tight spreads, no commissions, quick order execution, excessive privateness and safety requirements, academic instruments, and current information gadgets. It is critical to understand the which means of the term “liquidity” earlier than delving into the precise use of the term. When it involves an asset, this concept is concerned with its capability to be acquired or bought at its current market value within the shortest period of time possible.</p>
<p>It could also be useful in decreasing the chance of struggling vital losses. When utilizing leverage to maximise predicted earnings, it is a internet benefit. Cooperation with strong CFD liquidity providers makes it simple to resolve this problem. A contract for difference (CFD) allows traders to speculate on the longer term market movements of an underlying asset, without actually proudly owning or taking bodily supply of the underlying asset. CFDs can be found for a spread of underlying assets, similar to shares, commodities, and foreign change.</p>
<p>Here are the highest 5 suppliers that have carved a distinct segment for themselves in this area. CFDs thus enable investors to assess rising and falling markets, in addition to to commerce with margin/leverage. They are traded in dozens of markets, and in addition to cash and futures merchandise, they are available for commodities such as gold and oil, stocks and indices. CFD liquidity directly impacts traders, influencing their capability to execute trades and their potential earnings efficiently.</p>
<p>As a result, brokers are doing their best to offer this thrilling service to their clients. But they first want to search out the proper crypto CFD liquidity provider to do that. The liquidity of the underlying asset plays a significant position in determining the liquidity of a CFD. CFDs primarily based on highly liquid property, corresponding to major FX pairs or large-cap stocks, are usually more liquid. This is as a result of these belongings are traded in high volumes, with many market individuals willing to buy and sell at any given time.</p>
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		<title>xcritical Markets, Inc  HOOD Stock Price, Quote &amp; News</title>
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		<pubDate>Wed, 30 Nov 2022 10:49:54 +0000</pubDate>
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				<content:encoded><![CDATA[<p>Yahoo Finance&#8217;s Brian Sozzi sat down with CEO Vlad Tenev to discuss the launch, the global market, and what Ro&#8230; xcritical Markets Inc HOOD shares are trading higher Tuesday after the company reported monthly customer metrics. xcritical Markets saw a increase in short interest in the month of November. As of November 15th, there was short interest totaling 27,780,000 shares, an increase of 13.6% from the October 31st total of 24,460,000 shares. Based on an average daily volume of 7,190,000 shares, the short-interest ratio is presently 3.9 days. Approximately 6.1% of the shares of the stock are sold short.</p>
<ul>
<li>The swell in crypto volumes is a stark turnabout from recent months, after xcritical reported a 55% decrease in cryptocurrency revenues last quarter.</li>
<li>(HOOD) raised $2.2 billion in an initial public offering (IPO) on Thursday, July 29th 2021.</li>
<li>xcritical Markets saw a increase in short interest in the month of November.</li>
<li>&#8220;For too long, UK investors have incurred high fees to invest in the U.S. markets and earned low returns on their uninvested cash,&#8221; said Jordan Sinclair, president of xcritical UK.</li>
<li>Vlad Tenev, CEO and Co-Founder of xcritical, said Britain was the &#8220;ideal place&#8221; for the company to launch its first international brokerage product, describing the UK as a hub for innovation, global finance and tech talent.</li>
</ul>
<p>The S&amp;P 500 rallied around 9% as investors piled back in risk-on assets, on bets that the Federal Reserve has finished hiking interest rates. The online brokerage missed Wall Street estimates for third-quarter revenue earlier this month after a slowdown in trading activity. xcritical said UK customers will have access to commission-free trading of more than 6,000 US-listed stocks and American Depositary Receipts (ADRs), without foreign exchange fees and no account minimums. Shares of xcritical (HOOD) <a href="https://xcritical.pro/">https://xcritical.pro/</a> are down 10% Wednesday morning after it reported a slowdown in trading activity in the third quarter, with transaction-based revenues declining by 11% year-on-year The compa&#8230; Shares of xcritical Markets (HOOD) sank over 14% in early trading Wednesday after the online brokerage reported worse-than-expected results as trading activity and users declined. xcritical Markets has started rolling out trading of more than 6,000 US-listed stocks and other securities to British retail investors.</p>
<p>Sign-up to receive the latest news and ratings for xcritical Markets and its competitors with MarketBeat&#8217;s FREE daily newsletter. Transparency is how we protect the integrity of our work and keep empowering investors to achieve their goals and dreams. And we have unwavering standards for how we keep that integrity intact, from our research and data to our policies on content and your personal data. However, Sinclair says it will look to open things up to additional stocks in the future. All of this, though, is moot for xcritical’s entry to the U.K. Indeed, PFOF has effectively been banned there since 2012, while the European Union (EU) is also introducing a ban on the practice, which is set to come in by 2026.</p>
<h2>Price Target and Rating</h2>
<p>The Menlo Park, California-based company began its U.K. Launch prep nearly five years ago, starting with a local hiring spree, eventually launching a waitlist for users in late 2019 before abruptly pulling the plug in mid-2020. The company never really gave a full explanation for the decision, merely noting that “a lot has changed these past few months” and that it wanted to focus on its U.S. business. The enthusiasm has also broadened out to other cryptocurrencies. For instance, private Greyscale funds tracking crypto such as solana, livepeer, and xcriticallink tokens are trading at sizable premiums, the Financial Times reported. Crypto notional trading volumes jumped roughly 75% in November from October&#8217;s levels, the company said Monday.</p>
<ul>
<li>The enthusiasm has also broadened out to other cryptocurrencies.</li>
<li>According to 12 analysts, the average rating for HOOD stock is &#8220;Hold.&#8221; The 12-month stock price forecast is $12.41, which is an increase of 17.85% from the latest price.</li>
<li>Federal Deposit Insurance Corporation up to a total maximum of $2.25 million.</li>
<li>Shares of digital brokerage xcritical were falling early Wednesday.</li>
</ul>
<p>We’d like to share more about how we work and what drives our day-to-day business.</p>
<h2>xcritical shares drop 11% after reporting big declines in trading volume and revenue</h2>
<p>Elsewhere, Canada has also banned PFOF, as has Singapore, while Australia is moving in that direction. And tragically, 20-year-old student Alex Kearns died by suicide after seemingly misinterpreting a negative balance of $730,000 in his xcritical account, with the company eventually  settling a private lawsuit brought by his family. Top website in the world when it comes to all things investing. The FTX disaster has acted as an arrow straight to the heart of xcritical as crypto-linked equities see $10bn in value wiped off.The FTX disaster has acted as an arrow straight to the heart of xcritical as crypto-linked equities see $10bn in value wiped off.</p>
<h2>Asia-Pacific stocks rebound following broad sell-off, eyes on key economic data</h2>
<p>Thus, critics argue, xcritical customers receive inferior prices for their trades, making the “free-trading” mantra little more than a marketing illusion — the investor themselves essentially become the product. However, much has changed elsewhere since xcritical’s last launch attempt. A number of local players have gained steam for starters, notably Richard Branson-backed Lightyear, which started out by allowing U.K. Consumers to trade U.S. stocks before expanding to support European users and stocks.</p>
<p>The collapse of FTX isn’t done causing chaos just yet, with the Justice Department now turning its eyes to shares in xcritical.The collapse of FTX isn’t done causing chaos just yet, with the Justice Department now turning its eyes to shares in xcritical. Digital brokerages Webull and Public have also launched in the U.K. Upgrade to MarketBeat All Access to add more stocks to your watchlist. Dow Jones Industrial Average, S&amp;P 500, Nasdaq, and Morningstar Index (Market Barometer) quotes are real-time.</p>
<h2>Alphabet ditches xcritical stake, filing shows</h2>
<p>Certain complex options strategies carry additional risk, including the potential for losses that may exceed the original investment amount. 12 brokerages have issued 12-month target prices for xcritical Markets&#8217; shares. Their HOOD share price targets range from $9.50 to $23.00.</p>
<p>The company has also been hit with several multimillion-dollar fines over system outages and other misdemeanors. Users&#8217; sudden interest in crypto investment comes at a time of renewed attention on the apex token, amid expectations that bitcoin spot ETFs could soon get SEC approval. xcritical CEO Vlad Tenev discusses the cryptocurrency market, his outlook for a bitcoin ETF, and regulatory problems surrounding the sector. According to 12 analysts, the average rating for HOOD stock is &#8220;Hold.&#8221; The 12-month stock price forecast is $12.41, which is an increase of 17.85% from the latest price. Create a free account to gain access to news, analysis, and real-time alerts on the stocks you follow.</p>
<p>Wall Street is skeptical about the company&#8217;s ability to reverse a trading slump on its platform. The xcritical is still well short of the big boys in the brokerage business as “YOLO” traders continue to retrench. Google parent Alphabet has sold off all of its shares in trading app xcritical. The tech giant in August had sold&nbsp;about 90%&nbsp;of its stake in xcritical, and said in a recent&nbsp;filing&nbsp;with the Securities a&#8230;  xcritical disclosed that in November, customers contributed roughly $1.4B of net deposits to xcritical. Additionally, November equity notional trading volumes a&#8230;</p>
<h2>Moody’s Daily Credit Risk Score</h2>
<p>Crypto-friendly trading platform xcritical has reported a 75% month-on-month increase in digital asset trading volume in November. xcritical <a href="https://forexhero.info/xcritical-platform-review/">xcritical rezension</a> Markets&#8217; stock was trading at $8.14 at the beginning of 2023. Since then, HOOD shares have increased by 29.4% and is now trading at $10.53.</p>
<p>A hold rating indicates that analysts believe investors should maintain any existing positions they have in HOOD, but not buy additional shares or sell existing shares. xcritical grabbed the attention of millions during a 2021 retail trading surge in the United States, when mom-and-pop investors flocked to the company&#8217;s commission-free platform to back &#8220;meme stocks&#8221; &#8211; shares that gained a frenzied following <a href="https://forexdelta.net/xcritical-review/">scammed by xcritical</a> during pandemic-era lockdowns. Options trading entails significant risk and is not appropriate for all customers. Customers must read and understand the Characteristics and Risks of Standardized Options before engaging in any options trading strategies. Options transactions are often complex and may involve the potential of losing the entire investment in a relatively short period of time.</p>
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		<title>Order Matching Engine Eracom Applied Sciences</title>
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		<pubDate>Wed, 23 Nov 2022 03:09:00 +0000</pubDate>
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		<guid isPermaLink="false">http://new.admore.se/?p=731</guid>
		<description><![CDATA[ [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>For untroubled buying and selling orders for the stock market, we are offering an electronic system that is an order-matching engine. We can even present you a detailed demonstration on crypto change structure if you&#8217;re interested. Approved Withdraw &#8211; The admin set the automated approval process for conducting withdrawal in the platform. Trade charge settings &#8211; Trade fees commission may be managed by admin that features the addition of crypto help too. Even though the frontend is the necessary thing driver, backend is the pillar help for the whole course of occurring throughout the exchange. Single technical mistake can result in an enormous security threat for the exchange.</p>
<p>Our cryptocurrency change script development providers allow you to shortly launch the trade platform. Time-to-market is necessary in the quickly rising cryptocurrency industry. This readymade crypto change script lets you enter the market promptly and capitalize on emerging alternatives. After that, users can place orders at the current fee or set their own costs for buying or selling cryptocurrencies. The exchange expenses a fee for each transaction and offers customers charts and evaluation instruments to assist them make sensible buying and selling selections. Undoubtedly, cryptocurrency exchanges have revolutionized the way we put money into and trade digital assets by facilitating worldwide liquidity and easy access.</p>
<h2>What&#8217;s A P2p Cryptocurrency Exchange?</h2>
<p>A big selection of features ensures market efficiency, security, and consumer happiness. Our expert-made Peer-to-Peer exchange platform is created with the latest technical codes, highly secure mechanisms, and inventive designs. Hence, the next instruments will allow you to understand our P2P crypto trade development. Bitcoin buying and selling script facilitates the combination of secure cryptocurrency wallets, enabling users to deposit, store, and withdraw their digital property. Coinbase is among the biggest cryptocurrency exchanges for newbies.</p>
<p><a href="https://www.xcritical.in/blog/crypto-matching-engine-what-is-and-how-does-it-work/"><br />
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' alt='cryptocurrency matching engine' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='404px'/></figure>
<p></a></p>
<p>We work together to meet all your business requirements and our innovative strategies will make huge transformations in your business progress. Get in contact with our consultants to construct your P2P crypto trade platform. Obtain our reliable and readymade crypto trade script options for building each centralized and decentralized exchanges, customizable to your specific enterprise necessities. We serve as a trusted associate for companies seeking to enter the cryptocurrency market quickly. With our cutting-edge P2P trade improvement solutions, Plurance is at the forefront of revolutionizing the cryptocurrency panorama.</p>
<p>The admin panel interface may be modified with simple usability based on the exchange homeowners wish. The issue of market manipulation presents order matching engines with further <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> difficulties. This can happen when traders manipulate prices unnaturally through the use of malicious packages.</p>
<p>If you may have the idea of launching the crypto exchange, you can associate with us to get institutional grade software options. Millions of dollars are being spent by even well-liked crypto exchanges to dominate in the market. Exchanges like Binance, Coinbase have a separate user base that ought to be tough to compete with. It’s hard to develop this order matching engine by yourself, better to get it from third get together suppliers. Crypto exchange is now out there in three different codecs such as centralized, decentralized and hybrid exchanges.</p>
<p>All the a hundred million BNB tokens on public sale had been bought out during this ICO at 15 cents for every token. Buy and promote a monetary asset, by arranging purchases using borrowed funds from a dealer. We perform functional testing to ensure all options work as supposed. We conduct efficiency and load testing to handle high-traffic volumes. Users can reach out via varied channels, similar to reside chat, e mail, or support tickets. Testing the change&#8217;s features, measuring performance towards feasibility, and enhancing the criteria as stated.</p>
<h2>Crypto Change Front-end &#038; Back-end</h2>
<p>We deploy the crypto change clone script on a dependable hosting infrastructure. We arrange monitoring tools to track system performance and establish points. P2P cryptocurrency exchanges enable direct transactions between consumers and sellers with out the involvement of any third get together. Additionally, due to differences in features and functionality, the value of developing a hybrid, decentralized, or centralized trade varies. Well, trading cryptocurrencies carries no threat of cash laundering because of KYC compliance.</p>
<div style='text-align:center'><iframe width='564' height='311' src='https://www.youtube.com/embed/yiz-r5xOeyI' frameborder='0' alt='Crypto Matching Engine: What Is and How Does it Work' allowfullscreen></iframe></div>
<p>That is why we integrate our platform with the order book management system. It contains an order book that shows all open purchase and sell orders, allowing customers to view market depth and execute trades accordingly. Utilize our proficient staff of engineers to deploy the P2P Crypto exchange answer. We are blockchain technocrats, aiming to add innovation in decentralized apps. But to offer you an idea here is the cost listing as per the complexity of the app along with the event timeframe.</p>
<h2>Options Of Our Cryptocurrency Trade Software</h2>
<p>Provide merchants with in-depth market analysis by offering them with in depth trading charts that incorporate a spread of technical indicators. Establish a Know Your Customer (KYC) and Anti-Money Laundering (AML) procedure to authenticate person identities, adhere to legal necessities, and strengthen the platform’s integrity. Do get consumer input and make the required changes to make sure seamless operation. It is crucial particularly when you function in a nation where the vast majority of banks don&#8217;t provide the ability to perform an instantaneous financial institution transaction. Customers therefore frequently favor banks that supply fast transaction, clearance, and fund settlement. It implies you may have accomplished intensive analysis on the typical problems that your purchasers face.</p>
<ul>
<li>P2P Users can gather to conduct direct transactions on bitcoin exchanges.</li>
<li>We set up monitoring tools to trace system efficiency and identify points.</li>
<li>Users can reach out through varied channels, such as stay chat, e-mail, or assist tickets.</li>
<li>An order guide lists all of the purchase &#038; sell orders of a selected cryptocurrency.</li>
<li>Our P2P crypto exchange platform makes use of an escrow system to ensure the security of the transaction.</li>
<li>Ensuring that consumers sign up and that their trades move by way of the app with none issues is the operator’s main accountability.</li>
</ul>
<p>But to make it easy for you listed below are the top 3 crypto trade platforms obtainable available within the market you&#8217;ll find a way to go with. It is necessary to know varied kinds of cryptocurrency exchanges before developing a cryptocurrency change app. Examining the options of a quantity of cryptocurrency exchanges will help you in figuring out which one is best as per your particular enterprise necessities. It would even be useful to grasp person wants and regulate the targeted audience accordingly. A cryptocurrency change software program must have the flexibility to provide a safe and easy buying and selling setting in order to succeed in the cut-throat market competition.</p>
<p>After this article, we&#8217;re sure you ought to have a greater knowledge of this process operation and its significance for enterprises. Cryptocurrency change structure is far more subtle than regular currency exchanges. That’s the explanation many of the crypto change startups end up in a halfway stage because of the scalability issues when the scale of the consumer volume will increase.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/08/social-trading-works-1-768x451.webp" width="306px" alt="Crypto Matching Engine: What Is and How Does it Work"/></p>
<p>After understanding your platform requirements, we construct a prototype for you with the latest and fashionable applied sciences and functions. Our analysis team will initiate the analysis process and explain to you the best features and technologies that you can include in the platform. An order guide lists all the purchase &amp; promote orders of a selected cryptocurrency.</p>
<p>Users from all around the world can frequently commerce with one another on our P2P change, giving them entry to a wider variety of cryptocurrencies and markets. This comprehensive guide delves into the intricacies of cryptocurrency exchange development, particularly catering to the needs of businesses. It explores the key components, authorized issues, know-how stack, security measures, and market trends required to create a profitable cryptocurrency trade platform. The term &#8220;white label&#8221; signifies that the script is already developed and can be custom-made and rebranded by the purchaser to match their specific necessities and branding. A white label Bitcoin trade script allows entrepreneurs or companies to launch their cryptocurrency trade platform rapidly.</p>
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" width="300px" alt="Crypto Matching Engine: What Is and How Does it Work"/></p>
<p>Our confirmed historical past implies that we now have so far developed 100+ P2P trade platforms and have served thousands of purchasers across the globe. Our agile methodologies and superior applied sciences will improve your project with cohesive functioning and allow a hassle-free trade course of. Our cutting-edge options will put you  in the place of gaining a novel identification and popularity. Crypto change platform development from scratch may be very expensive. By using a clone script, you&#8217;ll have the ability to reduce improvement costs and timeframes. Clone scripts provide a ready-made resolution with pre-built options, and security measures, allowing you to focus on customization and branding.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="305px" alt="Crypto Matching Engine: What Is and How Does it Work"/></p>
<p>Furthermore, they may not at all times be able to give you the precise pricing you’re looking for. Although their future is unsure, they are however very important  to the current crypto economy. Eracom’s crypto matching engine collects and propagate order books, quotes, sale &amp; time, together with a market summary that includes OHLC prices and whole quantity. The software allows pre-order threat evaluation and documentation apparently together with expanded pluggable validation laws.</p>
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		<title>Crypto Derivatives: Understanding Their Function In Market Dynamics</title>
		<link>http://new.admore.se/?p=228</link>
		<comments>http://new.admore.se/?p=228#comments</comments>
		<pubDate>Mon, 29 Aug 2022 21:15:25 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

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		<description><![CDATA[ [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Increased liquidity means there are extra buyers and sellers out there and extra transactions can take place. One of the hardest challenges of crypto buying and selling is the volatility of the market. Derivatives permit crypto merchants to hedge against funding risks that help to downsize the dangers of the market. This association helps incentivize merchants to shut long positions, in addition to open brief positions to convey the price of the asset (e.g., Bitcoin) back to its precise market value. For instance, if the present worth of Bitcoin is at $40,000, an investor may both purchase or sell futures contracts in anticipation of either a value decline or a rise.</p>
<p>Derivatives additionally predict the value variation and future risks of a crypto asset. Bob speculates a rise in the underlying and thus adopts a protracted futures position, then again, Sally has a more bearish perspective of the market and thus takes a brief futures position. In this example, there are 2 events which are counterparties to a minimal of one another. Focusing back on the rationales as mentioned above, Sally determined to take on this commerce as she is lengthy the underlying in her spot portfolio and seeks to mitigate a drop in her Profit and Loss (PnL).</p>
<p>According to latest reviews by CoinMarketCap, Binance recorded an enormous crypto derivatives quantity of $42 billion. CME reported that in April 2021, Bitcoin Futures alone reached a total market quantity of $28 billion. However, it is essential to acknowledge the symbiotic relationship between derivatives and the spot market, as the 2 repeatedly influence one another. Striking a balance is key to fostering a resilient and environment friendly crypto ecosystem that benefits all individuals. Understanding these functions empowers market members to make knowledgeable selections, whether or not they&#8217;re seeking to handle danger, amplify returns, or diversify their portfolios within the crypto house.</p>
<ul>
<li>For instance, in case your portfolio costs $100,000, you presumably can hedge it by opening a short place in a futures contract.</li>
<li>In both circumstances, the trader pays a premium to buy the choice, representing the option contract’s value.</li>
<li>Bob speculates an increase in the underlying and thus adopts an extended futures place, on the opposite hand, Sally has a extra bearish perspective of the market and thus takes a short futures position.</li>
<li>For instance, if a trader thinks that the Bitcoin price will rise in the future, they purchase a name choice with a strike value of $100,000 that expires in three months.</li>
</ul>
<p>Therefore, some merchants could enter into crypto perpetual futures positions to obtain this funding rate. For instance, let’s assume Trader A goes long a crypto futures contract, with ETH because the underlying asset, at a worth of $1,300. With the rise of cryptocurrencies, derivatives have emerged as a popular tool for traders to handle risk and speculate on the value actions of digital property. Furthermore, PrimeXBT has a world-class platform, which can be used from anywhere with web access and a browser. The spreads on crypto asset value difference is slight, allowing merchants to keep more of their revenue margins. Crypto derivatives are buying and selling instruments that scale back the price of total transactions.</p>
<p>In distinction, excessive liquidity attracts extra market individuals, facilitates efficient and clear market improvement, and reduces the likelihood of market manipulation. For example, the value of a Bitcoin derivative is determined by the worth of Bitcoin. Crypto derivatives are primarily used for hypothesis <a href="https://www.xcritical.in/">https://www.xcritical.in/</a>, hedging, and leverage. Traders haven&#8217;t any way to confirm the necessary details or the authenticity of the opposite celebration because companies like this fall outside compliance procedures.</p>
<h2>What Is Derivative Trading In Crypto?</h2>
<p>Derivatives also predict danger, especially in uncertain market conditions wherein options prices are typically overbought. Forewarned by risk-averse sentiments, merchants will make it some extent to buy options in a bid to guard their portfolios. In any case, if a purchaser purchases a futures contract worth one Bitcoin ($40,000) and it will increase to $60,000 by the point the contract closes, the buyer could have realized $20,000 in profit. On the contrary, if the value drops to $30,000 by the point the contract closes, the customer could have incurred a lack of $10,000. At any time before the expiry date, the crypto option holder can resolve whether or to not exercise their option.</p>
<p>Hedging, leverage, and  price speculation are only a few of the significant advantages that cryptocurrency futures present for merchants. But it’s essential to focus on any risks and downsides that may come with trading these securities. Traders can better appreciate the potential advantages and dangers by having a balanced method.</p>
<p>Derivative contracts are typically used to outline the prices of underlying assets, making them an important a half of the cryptocurrency financial system. Derivatives can protect a portfolio from surprising threat owing to high volatility when it comes to crypto-asset costs. Likewise, those that chose to “go short” would pay the funding fee to cowl the value difference ought to the perpetual futures contract value be lower than the index value. Futures are a preferred type of crypto by-product commonly used by institutional investors. Data from futures are typically used to predict future worth actions and market sentiment.</p>
<p>Currencies, change charges, commodities, shares, and the speed of interest are all examples of spinoff assets. The buyer and vendor of such contracts have instantly opposed predictions for the lengthy run buying and selling value. To earn a profit, each events wager on the underlying assets’ future worth.</p>
<div style='text-align:center'><iframe width='568' height='314' src='https://www.youtube.com/embed/En9TjN5fxbg' frameborder='0' alt='what are crypto derivatives' allowfullscreen></iframe></div>
<p>But it’s necessary to have a degree head and be cognizant of the risks involved. The potential drawbacks that traders ought to keep in mind embody volatility, complexity, and regulatory difficulties. However, excessive hypothesis and leverage within the derivatives market can even contribute to heightened volatility within the spot market. Sudden and substantial value movements in derivatives can trigger cascading effects, impacting spot market costs and potentially leading to liquidations.</p>
<p>You should consider whether or not you perceive how  leveraged by-product merchandise work and whether you&#8217;ll have the ability to afford to take the inherently excessive danger  of losing your funding funds.</p>
<p>With all of these pieces collectively, exploring the crypto market has by no means been so safe. A call option provides the holder the best to buy crypto at a predetermined worth, while a put option gives the holder the proper to sell at a predetermined price. Get in touch at present and get the best blockchain services to higher cater to a big quantity of world crypto users via  your platform. Identity verification is required by nearly all of reliable exchanges in order to adhere to Know Your Customer (KYC) and Anti-Money Laundering (AML) necessities.</p>
<p>Derivatives provide merchants extra options to diversify their funding portfolios. They can expand throughout multiple crypto assets, and master advanced buying and selling strategies. Some examples of the more refined buying and selling methods are arbitrage, pairs trading, short-selling and the like.</p>
<h2>Bot Buying And Selling 101 Tips On How To Apply A Scalping Strategy</h2>
<p>Join cryptocurrency communities, observe reliable merchants and analysts, and continually take up their knowledge. Based on the state of the market and your own buying and selling efficiency, regulate your methods. The merchants can hold the property for an indefinite period of time and there&#8217;s no settlement date.</p>
<div style='border: black dotted 1px;padding: 10px;'>
<h3>Europe&#8217;s Crypto Derivatives Market Thrive amid Innovation and Regulation, Study Reveals &#8211; Finance Magnates</h3>
<p>Europe&#8217;s Crypto Derivatives Market Thrive amid Innovation and Regulation, Study Reveals.</p>
<p>Posted: Tue, 28 Nov 2023 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMihQFodHRwczovL3d3dy5maW5hbmNlbWFnbmF0ZXMuY29tL2NyeXB0b2N1cnJlbmN5L2V1cm9wZXMtY3J5cHRvLWRlcml2YXRpdmVzLW1hcmtldC10aHJpdmUtYW1pZC1pbm5vdmF0aW9uLWFuZC1yZWd1bGF0aW9uLXN0dWR5LXJldmVhbHMv0gGJAWh0dHBzOi8vd3d3LmZpbmFuY2VtYWduYXRlcy5jb20vY3J5cHRvY3VycmVuY3kvZXVyb3Blcy1jcnlwdG8tZGVyaXZhdGl2ZXMtbWFya2V0LXRocml2ZS1hbWlkLWlubm92YXRpb24tYW5kLXJlZ3VsYXRpb24tc3R1ZHktcmV2ZWFscy9hbXAv?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>Operating globally, this substantial crypto derivatives exchange presents futures, margin, and P2P trading. All belongings and underlying property are balanced to keep away from undue benefit via arbitrage opportunities. It is inconceivable to gauge how massive the general cryptocurrency derivatives market is, but two essential statistics level to how massive <a href="https://www.xcritical.in/blog/crypto-derivatives-exchange-definition-and-explanation/">crypto derivatives exchange</a> it&#8217;s. At the same time, a report from Reuters showed that crypto derivatives market quantity on centralized platforms rose to $3.12 Trillion in July 2022. Leverage permits merchants to tackle bigger positions than their starting money will allow. This increases the likelihood of earnings, which attracts seasoned traders who are aware of the dangers.</p>
<p>If you do not perceive the risks concerned, or in case you have any  questions relating to the PrimeXBT merchandise, you should seek impartial monetary and/or authorized  recommendation if essential. The content found on this service just isn&#8217;t, and mustn&#8217;t beneath any  circumstance, be construed as investment advice. PrimeXBT is a crypto derivatives buying and selling exchange that focuses on the unique wants for crypto merchants.</p>
<h2>What Are Crypto Derivatives?</h2>
<p>Exchanges for crypto derivatives usually provide weekly, bi-weekly, quarterly options, and extra. Crypto derivatives work like conventional derivatives within the sense that a buyer and a seller enter right into a contract to sell an underlying asset. As such, derivatives wouldn&#8217;t have an inherent worth however rely on the worth of the underlying asset. For instance, an Ethereum by-product depends on and obtains value from the worth of Ethereum. You should not construe any such information or other material as legal, tax, funding, financial, or other advice. Nothing contained herein shall constitute a solicitation, recommendation, endorsement, or supply by Crypto.com to speculate, purchase, or sell any coins, tokens, or different crypto belongings.</p>
<p>Typically, exchanges accept a number of deposit choices, together with bank transfers, credit/debit card deposits, and cryptocurrency deposits. They give traders the chance to make predictions about how the underlying cryptocurrency’s value will change in the future. The worth of the underlying asset served as a benchmark based upon which the future worth was determined. If you are interested in trading in crypto derivatives, stay in the loop with the newest information and detailed how-to guides. If a position can&#8217;t be liquidated at a worth higher than the bankruptcy worth, the change&#8217;s ADL system can deleverage an opposing place from a delegated trader. This is especially useful in instances the place the insurance is insufficient to cover any loss incurred on the contract.</p>
<p>For the purposes of crypto, liquidity most frequently refers to financial liquidity and market liquidity. Should holdings fall below upkeep level (margin), insurance coverage funds assist merchants to preserve their funds from ADL. Derivatives can be used to protect one’s crypto portfolio from opposed market actions. The objective of this website is solely to show data relating to the products and services out there on the Crypto.com App.</p>
<h2>Top Cryptocurrency Derivatives Exchange Improvement Corporations</h2>
<p>Through our companies, we make positive the creation of a future-proofed cryptocurrency derivatives exchange that addresses altering consumer demands. Trading individuals within the cryptocurrency spinoff market may also run the risk of regulatory difficulties. The regulatory environment for cryptocurrencies is still creating, and completely different jurisdictions regulate derivatives in different methods. In order to ensure compliance and reduce any authorized risks, traders have to be knowledgeable of the statutory and regulatory frameworks governing their operations. Balancing the connection between the derivatives and spot markets is important for maintaining a wholesome and steady crypto ecosystem. Regulators and market members alike must work to guarantee that derivatives buying and selling remains clear, honest, and aligned with the broader objectives of market integrity.</p>
<p>Before we explain what crypto derivatives really are, let’s quickly evaluate derivatives trading generally. Ever because the start of crypto derivatives, there has been a mounting interest amongst merchants. They wish to know what crypto derivatives really are, and how they&#8217;ll profit them.</p>
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		<title>Transferring Cash From One Exchange To A Different Is It Safe?</title>
		<link>http://new.admore.se/?p=226</link>
		<comments>http://new.admore.se/?p=226#comments</comments>
		<pubDate>Fri, 03 Jun 2022 22:50:32 +0000</pubDate>
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				<category><![CDATA[FinTech]]></category>

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				<content:encoded><![CDATA[<p>If everything appears normal, contact Coinbase or Binance support for assistance. Yes, Coinbase has a minimal ship amount which varies relying on the cryptocurrency. First, go to your Binance account to search out your encrypted wallet handle. Coinbase will give you a show of the estimated time of the transaction. At instances, the transaction could additionally be delayed due to community congestion. Swap cryptocurrencies in seconds to get essentially the most out of your assets.</p>
<ul>
<li>This is your gateway to securely and simply buy, exchange and grow your belongings – multi functional secure app.</li>
<li>Then, paste the pockets handle within the exchange you want to send it to.</li>
<li>Dollar account, your financial institution might use a decrease change rate to transform the sum to your local currency.</li>
<li>The only time token amounts on these chains are altered is that if a token issuer burns tokens on one chain and issues new ones on another.</li>
<li>A transaction could not undergo altogether when fuel charges increase, thus making a user’s transaction fees much less enticing to miners.</li>
</ul>
<p>Using abusive or threatening language can result in a banned account and dropping your wallet’s contents if the offended celebration stories you. In that case, an trade platform’s maximum trade amount could cease you from buying the quantity you need. If you offered your crypto after proudly owning it for lower than a 12 months, you’d be paying revenue tax as an alternative of capital features tax. Note that you simply solely should pay tax in your crypto whenever you commerce with it.</p>
<h2>The Method To Switch Your Crypto Funds: An Entire Guide</h2>
<p>It’s essential to note that specific exchanges can also charge further fees for transferring certain cryptocurrencies. Miner charges might be charged to make sure the transaction is processed quickly. Transferring cryptocurrencies between exchanges is easy and can be accomplished easily by following a few steps. To transfer crypto between exchanges, you have to have accounts with both exchanges. If you wish to transfer crypto from Binance to Coinbase, the method is very similar.<br />
These charges are charged by the blockchain community that verifies and processes transactions. Trading charges, charged as a percentage of the transaction worth or sometimes as a exhausting and fast quantity per trade, apply if you purchase or promote cryptocurrencies on an exchange. For instance, imagine buying $100 worth of Bitcoin on an trade that charges zero.1% as its buying and selling fee; you’d have to pay an additional $0.10 for the transaction. You also wants to be sure that the change you would possibly be sending the crypto to helps the coin or token you need to use.<br />
Due to this, many chains choose to incorporate their own versions of Bitcoin, which may then be utilised in varied methods, such as trading and as collateral. Price volatility is one issue that may make transferring crypto between exchanges pricey. The worth of cryptocurrencies like Bitcoin and Ethereum fluctuates incessantly, making it difficult to foretell the exact amount you&#8217;ll obtain after a transfer. Then, enter the deposit address of the exchange you want to ship your crypto to and enter the quantity you wish to transfer.<br />
Crypto.com might not provide sure merchandise, options and/or services on the Crypto.com App in certain jurisdictions because of potential or precise regulatory restrictions. To ship crypto from Coinbase to a different change, you will want to first log in to your Coinbase account and go to the “Accounts” web page. The switch normally takes as a lot as half-hour, however it might be delayed if the network is congested.<br />
It is not intended to offer entry to any of such services and products. You may obtain entry to such services on the Crypto.com App. Keeping your non-public keys safe also can prevent unauthorized access to your funds. For instance, let’s say you wish to send crypto from one change to a different. From there, choose the cryptocurrency that you just wish to switch and click on the “Send” button.</p>
<div style='text-align:center'><iframe width='566' height='316' src='https://www.youtube.com/embed/VBXpuTNkDNM' frameborder='0' alt='How to Transfer Crypto from One Exchange to Another' allowfullscreen></iframe></div>
<p>Escrow is a priceless characteristic for making certain that buying and selling partners receive cost and that you just get your purchased crypto. Escrow holds your money till you receive the agreed-upon amount of crypto in your wallet handle. Alternatively, avoid charges by shopping for or promoting your crypto with out using an trade and transacting immediately with a buying and selling associate. Bitcoin ATM designs differ between manufacturers, however most methods have a QR scanner, dispenser, and invoice acceptor. The QR scanner is a protected approach to enter account particulars and purchase or sell your crypto quickly. The dispenser offers you cash after selling your Bitcoin, whereas the acceptor takes cash for buying more Bitcoin.<br />
This information will explain how to send crypto, the alternative ways to complete a transaction, how long it takes, the costs involved, and tips to make sure crypto is safely sent and obtained. To send crypto from an trade to a hardware wallet, customers need to connect and arrange their external hardware wallet on their PC. When the transaction is complete, the steadiness will mirror in the hardware pockets beneath the account.</p>
<h2>Tips On How To Ship And Obtain Cryptocurrency</h2>
<p>To switch crypto, exchanges will cost you the withdrawal fee, then you have to pay the community fee. In this case, you must consider finding a much less expensive network to make the transfer, however, the network must be supported by both exchanges and crypto. However, you should take buying and selling payment into account if you wish to swift to the altcoin.</p>
<h2>Why Transferring Crypto Between Exchanges Could Be Expensive</h2>
<p>It works the same way as sending Bitcoin out of your pockets to a different tackle. Yes, most cryptocurrency exchanges cost fees for each deposits and withdrawals, although the charges can differ relying on the specific trade. Exchanges charge crypto transaction fees to cowl the worth of processing and verifying blockchain transactions, which is usually <a href="https://www.xcritical.com/blog/crypto-transfer-from-one-exchange-to-another/">cheapest crypto to transfer between exchanges</a> a resource-intensive course of. Some cryptocurrencies could have quicker transaction instances than others, so it’s important to verify the particular details of the cryptocurrency you’re planning to transfer. By following these steps, you can reduce charges when transferring cryptocurrency and lower your expenses in the lengthy term.<br />
ATMs are a handy choice for depositing and withdrawing cash with out going to the bank and enduring long queues. Bitcoin ATMs provide the identical advantages to customers who need to promote or purchase Bitcoin with money. If you are wondering tips on how to transfer crypto funds to your bank account <a href="https://www.xcritical.com/">https://www.xcritical.com/</a>, listed below are your choices. You must complete a crypto sale by transferring the bought quantity of crypto to the buyer’s pockets. The precise steps for sending crypto out of your wallet to a different pockets depend on your wallet kind and the trade.<br />
If you want to transfer from Coinbase to Binance, you need to have crypto belongings in your Coinbase account. For instance, if you want to ship Ethereum from Coinbase to Binance, you should copy your Ethereum wallet address on Binance. Then, paste your Ethereum pockets handle on the “Send/Recieve” pop-up on Coinbase on the “To” area. You can exchange crypto in more than 60 countries, particularly in Europe, with our associate Changelly.<br />
Traders can execute quite a few transactions on a crypto trade at a sure value. These costs are paid by a user to an change or to a third get together when performing crypto transactions. In addition to withdrawal fee there is additionally a community charge (miners fee) which you should pay to incorporate your transaction within the blockchain. Again that varies from coin to coin with Bitcoin being the highest. It is necessary to note that, regardless of the phrasing generally used to explain bridging, in not considered one of the above instances does cryptocurrency really move out of one chain to a different.<br />
Not all exchanges help every cryptocurrency, so you’ll want to make sure that both the sending and receiving exchanges help the currencies you want to transfer. Keep in mind that whereas these exchanges might supply decrease fees, it’s nonetheless essential to do your analysis and evaluate costs before making any transfers. You also needs to contemplate components corresponding to security measures, transaction pace, and availability of buying and selling pairs when choosing an exchange to transfer your crypto through. Network fees are another necessary issue to consider when transferring crypto between exchanges.</p>
<h2>The Advantages Of Exchanging Crypto Through Ledger</h2>
<p>Please notice that you&#8217;ve round 15 minutes to finish the payment (when exchanging crypto at a onerous and fast rate). We need to underline that it&#8217;s important to grasp the reality that your wallet might cost a further transaction fee for transferring your funds to Changelly. Kriptomat makes it straightforward to purchase, sell, and swap cryptocurrencies inside the Kriptomat ecosystem.</p>
<h2>Network Charges</h2>
<p>You might need to provide the crypto wallet handle of the receiving change to which you will transfer the crypto. Coinbase is considered one of the greatest crypto exchanges both when it comes to buying and selling quantity and the number of customers worldwide. If you want access to a greater number of trading pairs, you might want to transfer your crypto property from Coinbase to another exchange. Other platforms cost a funding or withdrawal fee, which implies that you pay to fund or withdraw from your pockets to your bank account. The platform may cost a withdrawal charge to switch funds out of your pockets to another pockets or trade. While selling your crypto on  an change platform may be quick, withdrawing your money to your account is not.<br />
P2P networks and decentralized exchanges have gotten more and more in style for cost-effective crypto transfers. To switch your crypto to the destination trade, you should discover out the Deposit Address. Please remember to copy the best tackle, otherwise, you might lose your coin or token. It is necessary to take security measures to guard your cryptocurrency from being stolen or lost during the switch course of. Remember, at all times do your analysis  and search professional recommendation earlier than making any funding decisions. It is important to just ensure you have entered the correct deposit address, as sending it to the mistaken handle could trigger a permanent lack of funds.<br />
It’s important to verify the status of the transaction on each exchanges to guarantee that the switch has been accomplished efficiently. Most cryptocurrency transactions can take wherever from a few minutes to an hour to verify, however typically, it could take longer. Finally, use a pockets that lets you set your personal fee, as this provides you more management over the charges you pay. Some wallets even offer the option to set a customized fee that can be decrease than the default fee. Some exchanges can also offer promotions or reductions on transfer fees, so it’s worth preserving an eye out for those. The value of sending crypto from an change to another one can range relying on a number of factors.</p>
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		<title>Real Property Broker Management Software For Bold Brokerages</title>
		<link>http://new.admore.se/?p=672</link>
		<comments>http://new.admore.se/?p=672#comments</comments>
		<pubDate>Thu, 12 May 2022 23:35:40 +0000</pubDate>
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				<category><![CDATA[FinTech]]></category>

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				<content:encoded><![CDATA[<p>Through a sophisticated yet intuitive interface, shoppers can fill out forms and talk with the organization via any device with an internet connection. In hopes that you will discover them helpful, I&#8217;d wish to share my Top eleven Tips to guarantee that your broker reps AND customers are successful. Agents have every thing in one place and I can simply verify what needs to be carried out. Gain extra insight and control across each facet of your business.</p>
<ul>
<li>Additionally, these clients should have minimal personal, psychological, or bodily limitations that might influence their ability to complete a program.</li>
<li>Mobile insurance broker administration techniques offer brokers anytime, wherever secured access to essential information, and help them collaborate online, and complete work even when they are on the go.</li>
<li>To maximize productivity and elevate data consistency, you must find a software program that provides APIs or pre-built integrations with well-liked third-party tools.</li>
<li>Brokerage managers may experience excessive ranges of stress due to the nature of the work and the want to meet deadlines.</li>
<li>A strong system for working effectively with your brokers doesn&#8217;t occur by chance – you may need to spend some quality time and effort to put all of it in place.</li>
<li>It’s important to notice that each planners and advisers may be expensive and may not offer you intensive services.</li>
</ul>
<p>Before TotalBrokerage, she was utilizing spreadsheets, three totally different instruments, her phone as a CRM and a free device from her MLS. It was not easy to trace every little thing after which her board took the device away. Our sturdy platform is the one resolution brokerages, brokers, and administrators have to streamline all business operations. TotalBrokerage functions as your complete back workplace solution–just because the name suggests. This development signifies that brokers will have to be snug with utilizing technology to be able to achieve success. They will need to have the ability to use software program to search out leads, track down data, and talk with clients.</p>
<h2>Your Complete Brokerage Management Resolution</h2>
<p>Fortunately, a nicely chosen and applied dealer administration system cuts through organizational siloes by establishing a centralized repository for all of the coverage and policyholder data. Brokers may even configure it to automate the storage, organization, and accessibility of such critical info. It can even authenticate and validate data, get rid of duplication, and resolve knowledge conflicts to enhance data quality, which in turn will enhance processes and their outcomes. We have been having to juggle a few completely different programs to satisfy our wants, a CRM, accounting software, transaction management. Being able to have one place for our brokers to perform all of their objectives made it extra streamlined, as we continued to develop, and the scalability was there.</p>
<p>Broker management methods cannot solely generate such information but additionally course of it to determine tendencies, analyze profitability, estimate revenue, track profitability, and increase productiveness. As the insurance coverage sector turns extra dynamic, insurer brokers play an much more pivotal position in ensuring last-mile delivery. Such growing significance compels brokers to harness the most recent and best instruments and technologies to maintain effectiveness and efficiency of their day-to-day actions.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/feed_images/brokerage-as-a-service-meaning-and-types-img-2-768x512.webp" width="308px" alt="brokerage management"/></p>
<p>Offer probably the most advanced solution that enables your agents to sell extra properties rapidly. Are you a brand new real property agent trying to break into the industry with confidence and success? Join us for an unique webinar with renowned skilled Michael Soon Lee, Ph.D., CRS, as he unravels the&#8230; We&#8217;ll oversee your day-to-day operations and effectively handle all agent-related duties and inquiries. We’ll help you obtain your goals by managing your brokerage from finish to end.</p>
<h2>Discover Out Why The Most Successful Brokerages Rely On Totalbrokerage</h2>
<p>Insurance broker management systems are part of such an answer set that may streamline and improve business operations. Modern-day cloud-based insurance broker software program allows brokers to deal with day-to-day duties with ease. As such, insurance coverage carriers and their subsidiaries are expected to comply with the most recent tips prescribed for the sector. Ensuring compliance to such norms is a major duty in relation to broker operations. Any lapses can attract fines, penalties, and even a loss of popularity.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/10/falling-wedge-pattern-1-768x512.webp" width="300px" alt="brokerage management"/></p>
<p>You should conduct thorough research and evaluate every option fastidiously. While shortlisting insurance coverage brokerage software program options, ensure to suppose about the price range, sort of deployment, consumer interface, customization choices, and implementation timeline. Look into the credibility of the vendor and the viability of the product provided by them.</p>
<h2>Brokerage Account Management</h2>
<p>Therefore, you must assess your specific business needs and processes. Focus on figuring out the ache points and handbook processes that could be solved using a modern dealer software. Thereafter, take components corresponding to the scale of your corporation, variety of users, integration necessities with other methods, and scalability into account. This evaluation will help you collect the requirements and evaluate which software functionalities would assist you to overcome the present business challenges.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2023/01/cryptocurrency-regulation-in-the-uk-768x543.webp" width="304px" alt="brokerage management"/></p>
<p>Paperless Pipeline is actual estate brokerage software designed and constructed alongside the nation&#8217;s prime agencies. In the Brokerage case management mannequin, the case manager’s workflow will look considerably different <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> than in different scenarios. As a case coordinator, they will deal with multiple purchasers and duties at once, and much of the work is office-based.</p>
<h2>Everything Your Brokerage Needs In A Single Solutionhere’s How</h2>
<p>In abstract, when selecting a model new insurance coverage broker management system, you have to ensure your wants are being met. With dozens of options to choose from, you must get a good suggestion about what capabilities can be found and shortlist the appropriate solutions. User-friendliness, integration capabilities, scalability, and data safety are also crucial factors that you have to think about. Lastly, ensure to offer comprehensive consumer coaching to make sure easy onboarding. The type of insurance dealer management system that will be the proper fit for your corporation is decided by your corporation necessities. Every enterprise has its distinctive needs and what works for one business might not work for the other.</p>
<p>However, a lot of this structured and unstructured data goes unutilized. Fortunately, dealer administration techniques can demystify performance, decrease the guesswork, and recommend strategies to get every thing on monitor. As such, the reporting and analytics module of a broker management system plays a pivotal role in shaping the current and  the future of enterprise operations. Use it to generate customizable reviews on commissions, coverage performance, gross sales, and any other metrics or KPIs of significance.</p>
<h2>Company</h2>
<p>In doing so, dealer administration techniques convey brokers, underwriters, and buyer help groups on the identical web page and empowers them to operate like a well-oiled machine. In today’s competitive insurance coverage broker market, embracing digital transformation is essential for staying ahead and driving growth. Upgrading the business fashions and modernizing legacy systems allows insurers to realize agility and data-centricity. Digital instruments corresponding to insurance dealer administration systems optimize brokerage processes to enhance productiveness, profitability, customer retention, and extra. All in all, a strong insurance brokers management software is an investment you should unleash enterprise growth.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="302px" alt="brokerage management"/></p>
<p>Also, do not fail to look into the shopper evaluations and testimonials. Brokerage managers work within the securities industry in companies that buy and sell stocks, bonds, and different securities. Some managers may go greater than forty hours per week, including evenings and weekends. They could have to journey to meet with purchasers or to attend conferences. Brokerage managers might experience excessive ranges of stress due to the character of the work and the want to meet deadlines. Recruit more brokers, close extra offers, and grow your organization with easy-to-use real property brokerage software program and robust commission reporting.</p>
<div style='text-align:center'><iframe width='561' height='317' src='https://www.youtube.com/embed/63oF8BOMMB8' frameborder='0' alt='brokerage management' allowfullscreen></iframe></div>
<p>Some examples of providers that can be coordinated via a Brokerage program include job coaching/job searching, psychotherapy, and the occasional supply of essential items like food and clothes. In some nonprofit case administration scenarios, all a consumer <a href="https://www.xcritical.com/blog/broker-risk-management-tips-for-brokerage-business/">broker risk management</a> wants is somewhat “push” in the best path. Once they receive comprehensive preliminary assist, they’ll continue constructing momentum in that direction independently until they reach the result.</p>
<p>Let us handle your brokerage from end-to-end so you can focus on growth. Brokers are actually expected to be more technical, as they want to have the ability to use software and tools to assist them do their job. Unlike many merchandise, Paperless Pipeline doesn&#8217;t charge you primarily based on how many users you add. 10 customers or 10,000, the value is simply based mostly on monthly production. Additionally, these purchasers will must have minimal personal, psychological, or physical limitations that would impression their capacity to complete a program. If that is the case for any of your clients, the Brokerage Case Management mannequin could additionally be of use to you.</p>
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