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		<title>Stock Quotes</title>
		<link>https://news.goodlife.tw/stock-quotes-2/</link>
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		<pubDate>Fri, 26 Sep 2025 02:27:01 +0000</pubDate>
		<dc:creator><![CDATA[Christine]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">https://news.goodlife.tw/?p=62543</guid>
		<description><![CDATA[As Soon As your platform is pr ...]]></description>
				<content:encoded><![CDATA[<p>As Soon As your platform is prepared, implement marketing strategies such as search engine optimization, paid ads, and partnership programs to draw traders. You can even get a more in-depth have a glance at the possible integrations to help your small business, together with cost solutions, crypto liquidity pools, and digital wallet suppliers. At its core, a white label product is created by a 3rd get together, distinct from the company selling or marketing it. The key advantage of white label branding is that it allows companies to streamline operations. One company can give attention to product creation, another on advertising, and yet another on gross sales – each optimizing their expertise and preferences. We set up the core framework on your brokerage operation with strategic planning and regulatory compliance.</p>
<p>Our group works with you to create a custom-made enterprise mannequin tailored to your market, including competitive analysis, regulatory requirements, and technical structure. Full consumer management system with automated onboarding, KYC verification, IB administration, and superior reporting for foreign exchange brokers. Finxsol offers advanced all-in one White label Brokerage solutions, permitting you to launch your Multi-Asset brokerage with minimal funding. With More than 10 white label Buying And Selling platform possibility for Each Budget and Goal Market, with added features of White label Foreign Exchange CRM Sloution that ship even larger worth for your business. X Open Hub is certainly one of the most API-driven, customizable white label ecosystems available at present, allowing brokers the last word freedom to configure their tech stack.</p>
<ul>
<li>MetaQuotes supplies an unrivaled sense of platform familiarity, allowing brokers to draw new clients.</li>
<li>In-depth coverage of B2Core, UpTrader, FXBO, and more—covering options, integrations, and pricing.</li>
<li>Next-generation MT5 Trading Platform with multi-asset assist and advanced order types.</li>
<li>Whereas traditional setups may take 6+ months, our proven onboarding course of guarantees a sooner, smoother launch without sacrificing high quality or compliance.</li>
<li>Develop New Revenue Streams with multi-asset trading and advanced platform features.</li>
<li>It prioritises regulatory compliance, offering built-in features like KYC/AML checks and transaction monitoring to assist brokers meet regulatory requirements.</li>
</ul>
<h2>Intivion’s Foreign Exchange White Label Resolution</h2>
<p>Moreover, AndTrader presents comprehensive help providers, together with dedicated account managers and 24/7 customer support, making certain brokers receive personalised assistance and guidance throughout their operations. Our platform supplies reliable tools to fulfill the needs of both new and skilled merchants. Moreover, FxGrow will integrate a branded website with a completely functioning client area payment answer and the MetaTrader 5 (MT5) trading platform, probably the most advanced in the retail business right now. Economic calendars, reside chats, daily investment, and technical evaluation are also provided, rounding out a sturdy education portal that clients regularly demand out of brokers.</p>
<h2>Brokers &amp; Platforms</h2>
<p>Full White Label Liquidity Resolution packages with branded liquidity entry for your brokerage. Full Foreign Exchange Client Administration with automated onboarding, KYC verification, and account management. Multi-asset help including foreign exchange, indices, commodities, stocks and cryptocurrencies. Request demos from shortlisted providers, test with realistic scenarios, and confirm integration capabilities along with your present <a href="http://go.redirectingat.com/?id=29769X874748&amp;xs=1&amp;url=https%3A%2F%2Fwww.jokescoff.com%2Fhow-a-white-label-forex-solution-helps-you-launch-a-brokerage-faster%2F%23&amp;sref=rss">How a White Label Forex Solution Helps You Launch a Brokerage Faster</a> know-how stack earlier than committing. The CRM you choose today will shape your operational efficiency for years to come back.</p>
<p>With the explosive progress of proprietary trading companies, Skale’s specialised prop agency features handle a market hole that many traditional foreign exchange CRMs don’t cover well. They have over 30 completed projects, 130+ employees, and a global attain in more than 22 countries. And the corporate has gained over 40 awards and serves over 500,000 end-users globally. They have over 1 million trader accounts open on their platform and they work with more than 150 trusted partners. InteractiveBrokers is acknowledged as the #1 Skilled Trading Platform, #1 Worldwide Trading Platform, and Finest On-line Dealer for Superior Merchants. They also have $14.7 billion in fairness capital and $10.four billion in excess regulatory capital and serve over 2.5 million consumer accounts.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="603px" alt="white label forex solution with CRM and back office" src="https://image.slidesharecdn.com/forexcrmsolution-231118085221-76dc4088/85/Forex-CRM-Solution-5-320.jpg"/></p>
<h2>What Is A White Label Buying And Selling Platform?</h2>
<p>Not Like generic CRMs, forex-specific options include options like MT4/MT5 integration, KYC automation, and buying and selling activity monitoring. Sirix shines with its customizable branding options, enabling brokers to fully personalize the platform with their logo, shade scheme, and branding components, creating a distinct buying and selling surroundings. Moreover, Sirix provides integrated threat administration instruments, empowering brokers to monitor positions, set margin alerts, and conduct risk analysis successfully. Its superior reporting and analytics options provide valuable insights into consumer buying and selling activity and efficiency metrics, facilitating data-driven decision-making. Yes, our white label turnkey setup enables you to launch your foreign exchange brokerage in 1–3 weeks.</p>
<h2>Providers</h2>
<p>With over 10 years of foreign exchange solution development experience, they’ve refined their providing to serve various brokerage models. You get customizable trading options that reflect your model id, which helps appeal to clients (and retain them) by offering a user-friendly interface tailor-made to their needs. By selecting a white-label forex program, you probably can focus extra on your purchasers and less on the technical challenges of operating a foreign exchange brokerage. Starting a Foreign Exchange brokerage requires a sophisticated platform that comes with fee methods, buying and selling software, and liquidity streams, which is strictly our mission at B2BROKER. In the ever-evolving world of finance and expertise, the phrases &#8216;white label brokerage&#8217; and &#8216;white label software program&#8217; usually get combined up. This confusion may be detrimental when trying to launch a brokerage or put money into the best software for it.</p>
<p>What is essential to know that no matter how experienced you may be, errors shall be a half of the buying and selling course of. FYNXT, based in Singapore, takes a special method with low-code architecture that allows brokers to customize functionality without in depth development assets. Complete IB and affiliate registration and management the place companions manage actions from their Partner Space.</p>
<p>Many white label options focus solely on the technical infrastructure, leaving brokers without efficient advertising tools to draw new clients. Without proper engagement methods, merchants may transfer to competitors providing better promotions, academic content, or advanced buying and selling instruments. The finest resolution should provide built-in advertising automation, personalized shopper communication, and data-driven retention methods to help brokers scale their enterprise. A profitable forex brokerage requires more than only a buying and selling platform—it wants a robust back-office system to handle dealer accounts, deposits, withdrawals, and reporting. Many brokers battle with inefficient shopper onboarding, slow payment processing, and disorganized information management as a outcome of outdated or fragmented systems.</p>
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		<title>Millennials And Gen Z Lead Surge In Buying And Selling Curiosity, But At A Cost Private Finance  Cash Investing</title>
		<link>https://news.goodlife.tw/millennials-and-gen-z-lead-surge-in-buying-and/</link>
		<comments>https://news.goodlife.tw/millennials-and-gen-z-lead-surge-in-buying-and/#comments</comments>
		<pubDate>Mon, 05 May 2025 17:03:02 +0000</pubDate>
		<dc:creator><![CDATA[Christine]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">https://news.goodlife.tw/?p=21826</guid>
		<description><![CDATA[OpenText DevOps Cloud enables  ...]]></description>
				<content:encoded><![CDATA[<p>OpenText DevOps Cloud enables FSI software supply teams to ship higher software—faster—with AI-driven automation, testing, and quality to fulfill Gen Z’s excessive expectations of their cellular apps. The most successful FSIs will blend high-tech offerings with high-touch help when wanted. What was as quickly as considered a concept solely found in science fiction books and films, has now turn out to be a actuality. The advancements in AI expertise have been nothing in want of spectacular and have revolutionized the method in which we live, work and communicate. Moreover, as Gen Z matures and becomes more financially influential, their continued interest in copy buying and selling may drive further innovations and variations in the broader monetary panorama. One of the needs of this blog <a href="http://go.redirectingat.com/?id=29769X874748&amp;xs=1&amp;url=https%3A%2F%2Fwww.xcritical.in%2F&amp;sref=rss">https://www.xcritical.in/</a> is to try and distill a few of the important big image themes for brokers and other market participants.</p>
<p>They are additionally predicted to be the wealthiest and most multicultural technology in history. How do you employ influencer advertising to construct model loyalty and seize Gen Z buying power? Find influencers with a genuine commitment to your product who are adopted (and trusted) by a client cohort in your target market. “Posting on social media daily is simply as important as elevating money, especially when you&#8217;re making an attempt to target Gen Z,” Leah Marcus, cofounder of Good Girl Snacks, explains on an episode of the Shopify Masters podcast. When points arise, Gen Z desires immediate entry to human help through their preferred communication channels—be it chat, textual content, or video call.</p>
<p>It integrates neighborhood features corresponding to boards, leaderboards, and interactive sessions with traders <a href="http://go.redirectingat.com/?id=29769X874748&amp;xs=1&amp;url=https%3A%2F%2Fen.wikipedia.org%2Fwiki%2FConstant_function_market_maker&amp;sref=rss">Constant function market maker</a>. This resonates with Gen Z’s preference for social connectivity and engagement, even in investing. In the Eighties, the primary on-line brokers emerged, allowing individuals to trade financial products via the web, and by the 2000s, social buying and selling&#8230; Apps like Robinhood, eToro and RagingBull have additionally made buying and selling more accessible for these merchants, seeing demand for his or her providers rise by 300%, 220% and 158% within the first quarter of 2020, respectively. And given that the vast majority of millennials and Gen Zs have been using their smartphones extra because of the coronavirus outbreak, it’s unsurprising that the time spent on apps like these has additionally elevated. Despite their proclivity toward social media, our survey outcomes show that Gen Z and millennial investors have a wholesome dose of skepticism toward most social media sources and know how to spot credible data.</p>
<h2>Greatest Trading Platform For Cell Merchants</h2>
<div style='text-align:center'><iframe width='567' height='317' src='https://www.youtube.com/embed/ia498yKRdPA' frameborder='0' alt='gen Z expect from trading platforms' allowfullscreen></iframe></div>
<p>Explore the transformative rise of social trading and the way data tendencies point out a brilliant future for this growing indus&#8230; The platform’s concentrate on transparency and efficiency tracking permits newer traders to look at methods and make knowledgeable decisions about which traders to comply with. Although there could additionally be no direct collaboration, Cooma empowers customers to be taught from consultants by passively observing their trades and methods. Apex&#8217;s fintech platform supports round four.5 million crypto-enabled buying and selling accounts and Capuzzi stated Gen Z is unlikely to share older generations&#8217; skepticism for this asset class. Many millennials and Gen Zs are diving into buying and selling sophisticated financial instruments with out totally understanding the risks.</p>
<p>The main downside brokers have all the time had in relation to changing and retaining purchasers is that, whether or not they like it or not, buying and selling has a pret&#8230; Stock investing, for Gen Zs, just isn&#8217;t so much about making a passive income but it&#8217;s about freedom – monetary freedom. They try to escape the standard model of working, with the bulk focusing on both early pensions or plans to construct up a passive revenue.</p>
<h2>Back-to-school Season: A Sensible Funding Alternative With 7 Shares To Think About Buying</h2>
<p>This era <a href="http://go.redirectingat.com/?id=29769X874748&amp;xs=1&amp;url=https%3A%2F%2Fwww.xcritical.in%2Fblog%2Fbest-crypto-trading-platform-xcritical-which-attracts-gen-z%2F&amp;sref=rss">gen z meaning</a> is snug using apps and web sites for various companies, including banking and investing. The user-friendly, tech-driven nature of copy trading platforms naturally appeals to this demographic. Investors might cease thinking about their investments, or the person they&#8217;re copying could become a dud. And if copy trading really takes off, it might lead to tens of millions of retail investors making an attempt to sell a stock without delay, causing a fire sale and leaving some merchants with big losses.</p>
<p>In a video on TikTok, she asked viewers who have been adults in 2008 whether or not her recession plan was adequate. So, the Usa won&#8217;t be in a recession proper now, however its youngest working adults are nonetheless anxious — and seeking recommendation from their older friends. Digital expertise consists of website person expertise (UX) and consumer interface (UI)—how navigable the location is, how simple it is to complete a purchase, and the way easy it&#8217;s to achieve customer service or provoke a return. To achieve this objective, Erika creates founder pieces to share on Fluff’s Instagram and our TikTok geared toward facilitating honest conversations. Almost 57% of Technology Z is prone to purchase a product based on an influencer’s evaluate. One Other study discovered that 32% of Gen Z had lately gained trust in a model because of an influencer.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="357px" alt="gen Z expect from trading platforms" src="https://www.xcritical.com/wp-content/uploads/2022/09/how-to-do-your-own-research-dyor-before-investing-in-crypto-1-768x512.webp"/></p>
<p>This engagement just isn&#8217;t only empowering however crucial in fostering a way of ownership and duty. I believe that every one investors, particularly the younger generation, should be inspired to interact on this way. Voting on important points similar to govt pay, environmental policies, or corporate governance is how shareholders can affect the path of the businesses they spend cash on. By participating, we assist hold corporations accountable and be sure that they operate in ways in which align with our values.</p>
<h2>Understanding Foreign Currency Trading</h2>
<p>She labored in retail immediately out of school and figured out the means to handle her finances through trial and error. Many of the technology have been young adults when the Nice Recession began, and to this day, they battle to purchase homes and repay pupil debt. Now these jaded millennials are sharing their wisdom with Gen Z on TikTok, posting preparation tips and no-buy lists to ease the minds of younger individuals who might be coming into their first main recession as adults.</p>
<ul>
<li>Millennials and Gen Z are used to consuming content material, studying, and interacting via social platforms like Instagram and TikTok.</li>
<li>There’s been a surge in buying and selling interest among the entire population because the begin of the coronavirus pandemic, but especially so in millennials and Gen Zs.</li>
<li>Regardless Of the recommendation from millennials to let go and live, as all the nice music of the mid-2000s encouraged, anxiousness still persists among many young folks.</li>
<li>To connect with Gen Z customers, it’s important to be clear about who you are and what you stand for.</li>
</ul>
<p>By doing so they avoid exposing themselves to a lot of risk whereas at the same time, they are by no means totally invested in a single sector. &#8220;We see lots of shopping for exercise of specific industries that have been impacted by the pandemic," said Robinhood co-founder Vladimir Tenev, as reported by CNN. He singled out shares of airways, videoconferencing and streaming media companies, and biopharmaceuticals. For example, although Warren Buffet dumped his airline shares in gentle of the coronavirus travel restrictions, millennial and Gen Z traders had religion in a restoration. Frank Holmes, CEO of US International Buyers, informed CNN that he seen a surge in interest for the JETS airline ETF in March. Analyzing Robinhood tendencies, he realized that loads of younger investors had been shopping for it after a serious dip.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="352px" alt="gen Z expect from trading platforms" src="https://www.xcritical.com/wp-content/uploads/2022/09/what-is-solana-crypto-768x512.webp"/></p>
<p>This facet allows young buyers to be taught by observation and direct expertise, aligning with their instructional aspirations. Committed to ensuring that the public markets are accessible to all people isPublic. Initially, it pioneered fractional investing, allowing people to invest in fractions of shares. Constructing on this basis, Public expanded its vision to supply a complete multi-asset investing expertise.</p>
<p>Social media per se isn&#8217;t a channel for Gen Z. It&#8217;s simply a channel for all demos. What&#8217;s essential is knowing your clientele to tailor content material and messaging for them. That being stated, group management is turning into more and more important when Gen Z is in play than it was once with older audiences who are more prepared to do their very own analysis. Establishing an lively Discord channel and nurturing proactive group member is a should for brokers who plan to onboard younger gen. All generations are dismissive of follower rely and how many posts an account has when figuring out whether or not it’s a great source of investing intel.</p>
<p>A staggering 99% have used a cell banking app in the final month, with nearly 50% managing their finances solely through smartphones. In the vast landscape of economic indicators that affect foreign money tendencies, one might not instantly contemplate the sweet, amber elixir flowing from the maple bushes of Canada. Nonetheless, as we delve into the much less standard but fascinating factors affecting the Canadian Greenback, a unique and sometimes missed perspective emerges &#8211; the maple syrup trade. We have obtained your dealer&#8217;s info and will reach out to them for future collaboration.</p>
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		<title>Tips On How To Reduce The Costs Tied To Your Crm</title>
		<link>https://news.goodlife.tw/tips-on-how-to-reduce-the-costs-tied-to-your-crm/</link>
		<comments>https://news.goodlife.tw/tips-on-how-to-reduce-the-costs-tied-to-your-crm/#comments</comments>
		<pubDate>Mon, 05 May 2025 17:02:42 +0000</pubDate>
		<dc:creator><![CDATA[Christine]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">https://news.goodlife.tw/?p=21828</guid>
		<description><![CDATA[Offers instruments for managin ...]]></description>
				<content:encoded><![CDATA[<p>Offers instruments for managing knowledge quality and integration issues, helping to mitigate these frequent challenges. Moreover, issues in CRM upkeep can arise from insufficient IT capabilities or technology points like an absence of essential integrations. Common CRM audits are essential to evaluate the effectiveness of integrations with different enterprise instruments like accounting and advertising software program. To preserve a practical and environment friendly CRM system that helps your small business goals, it’s very important to address these challenges head-on. Using CRM software reduces paper utilization and knowledge sharing via bodily recordsdata. It helps in centralizing all enterprise processes and buyer information, leading to a paperless system.</p>
<p>To preserve correct buyer communication and general data integrity, it’s important to implement information cleansing processes. Automated information cleansing features, such as those supplied by , reduce the need for handbook intervention and effectively improve data high quality. These processes ought to automate error elimination, take away duplicate data, and maintain up to date customer info. Right Here, CRM software program turns into the apt choice for trimming resource prices whereas letting your buyer care staff present the expected assist.</p>
<p>The ForgeXRM group is devoted to serving to insurance coverage benefits brokers improve effectivity and attain higher success through our options built on Microsoft Dynamics 365 and the Energy Platform. Some insurance coverage brokers will import lists of contacts, such as small enterprise leads that are affiliated with a local chamber of commerce they are partnering with. Those lists of businesses are imported into the CRM system and distributed to the members of the gross sales staff. Utilizing the built-in workflow automation features of Dynamics 365, shopper check-in assignments happen mechanically primarily based on territory, specialization, or workload balancing rules. For businesses on the lookout for inexpensive CRM options, open-source systems is normally a cost-effective alternative. The proper strategies can help companies cut prices whereas sustaining sturdy functionality.</p>
<p>Offers tools for normal data audits and data cleaning processes, ensuring your CRM system remains environment friendly and accurate. Regular CRM audits assist ensure the system meets business wants, provides accurate insights, and identifies any data gaps. Cleansing and deduplicating data often ensures correct customer communication and enhances total data integrity. These strategies might help gross sales reps by providing accurate insights and automating routine tasks. Managing customers successfully via any CRM system rests on the spine <a href="http://go.redirectingat.com/?id=29769X874748&amp;xs=1&amp;url=https%3A%2F%2Fwww.xcritical.in%2Fblog%2Fhow-to-reduce-brokerage-cost-with-crm-xcritical%2F&amp;sref=rss">brokerage crm</a> of high-quality data. Offers comprehensive information management features that assist keep high-quality data, ensuring companies can make correct, data-driven decisions.</p>
<p>This means the system is ready to handle all the growth spurts your organization would expertise over time. Whether adding new users or making room to accommodate more knowledge, it might adapt without turning into overly costly. Implementing CRM software in your company might provide you with a holistic view of the client and lead contact information. With customer data needs growing continually, most firms are deciding to go digital and make the change to a CRM (Customer Relations Administration tool)&nbsp; for his or her sales and advertising needs. CRMs assist firms keep organized, hold buyer info up to date, and use funnels to transform more leads.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="357px" alt="how to reduce brokerage cost with CRM" src="https://www.xcritical.com/wp-content/uploads/feed_images/vps-trading-what-is-forex-vps-img-2-img-1-768x512.webp"/></p>
<h2>Being Cost-efficient With Cloud-based Technology</h2>
<p>By outsourcing, companies can entry specialised expertise that they might not have in-house, making certain more environment friendly and effective system management. For example, presents comprehensive support providers, including tools for capturing leads, managing sales exercise, and email marketing. This strategy can also help in evaluating the return on funding (ROI) of a CRM system, positively influencing the monetary impression on the business. The specific pricing plan you choose will also influence your CRM software cost.</p>
<p>This is especially useful for small companies and startups, providing scalability and suppleness as they grow. While a CRM system is nice at giving you quick access to data and analytics, it can be used to drive sales. The Microsoft Power Platform&#8217;s complete suite of tools enhances these capabilities even further.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="351px" alt="how to reduce brokerage cost with CRM" src="https://www.xcritical.com/wp-content/uploads/feed_images/what-are-cfd-liquidity-providers-and-how-to-choose-one-img-1-768x512.webp"/></p>
<p>To really maximize ROI from your CRM system, businesses need to ensure <a href="http://go.redirectingat.com/?id=29769X874748&amp;xs=1&amp;url=https%3A%2F%2Fwww.google.com%2Fsearch%3Fq%3DSmart%2Bcontract%26amp%3Bnum%3D10%26amp%3Bsca_esv%3D8ecf68fec1b05011%26amp%3Bei%3DzMJWZ9fbBYa5hbIP0N3liAE%26amp%3Bved%3D0ahUKEwjX8fruuZqKAxWGXEEAHdBuGREQ4dUDCA8%26amp%3Buact%3D5%26amp%3Boq%3DSmart%2Bcontract%26amp%3Bgs_lp%3DEgxnd3Mtd2l6LXNlcnAiDlNtYXJ0IGNvbnRyYWN0MgoQABiABBhDGIoFMgUQABiABDIKEAAYgAQYQxiKBTIFEAAYgAQyBRAAGIAEMgUQABiABDIFEAAYgAQyBRAAGIAEMgUQABiABDIFEAAYgARI0gRQAFgAcAB4AZABAJgBlQGgAZUBqgEDMC4xuAEDyAEA-AEC-AEBmAIBoAKcAZgDAJIHAzAuMaAHrwU%26amp%3Bsclient%3Dgws-wiz-serp&amp;sref=rss">Smart contract</a> it’s being utilized successfully. InvestGlass is a Swiss cloud platform offering sales automation tools and a CRM resolution. Consistent delivery of wonderful service enables companies to fortify customer relationships and foster long-term loyalty, which is crucial for sustaining robust customer relations.</p>
<ul>
<li>Money market funds may be topic to credit threat with respect to the debt instruments in which they invest.</li>
<li>Cloud Act Answer and banks looking to remodel their digital onboarding operations.</li>
<li>A CRM system streamlines and automates repetitive duties, liberating up your staff to focus on strategic planning and buyer interactions as a substitute of time-consuming tasks like data entry.</li>
<li>Thus, you&#8217;ll be able to print only probably the most needed documents, which should necessarily contain a handbook signature and the seal of the company, however even this could already be accomplished with out utilizing paper.</li>
<li>Pipedrive excels in ease of use and sales pipeline management, perfect for small to medium-sized companies.</li>
<li>For real estate brokers, options such as property monitoring and shopper communication instruments are important.</li>
</ul>
<p>Integrated payment solutions allow immediate transfers from credit cards, financial institution accounts, and even crypto—without the headaches of manual processing. Study in regards to the Salesforce Expertise Cloud, and what you&#8217;ll find a way to build with it for actual property, and examine its pricing plans, licenses, and features&#8230;. Having complete information within the CRM system helps workers to make referrals throughout the company. The Facility Platform allows for the creation of custom referral portals that make it simple for any worker to submit certified leads. Typically just asking an existing client how they are doing is enough to uncover an opportunity you would in any other case have missed.</p>
<p>This can help prevent costly mistakes and inefficiencies that will arise from a lack of knowledge or proficiency with the CRM system. Additionally, common coaching can help your group stay up-to-date on the latest features and functionalities, permitting you to make the most of your CRM investment. When it comes to reducing CRM prices, one of many key methods is to streamline processes and eliminate any unnecessary features or add-ons.</p>
<div style='text-align:center'><iframe width='562' height='319' src='https://www.youtube.com/embed/3XO1Ma_3TRs' frameborder='0' alt='how to reduce brokerage cost with CRM' allowfullscreen></iframe></div>
<p>You can inform how well a CRM is performing by measuring the previously established success metrics. Information evaluation must also highlight areas of specific strength and areas that can be improved. Buyer retention rates, gross sales progress, and response occasions are a number of the metrics that could be very informative. Automating these processes reduces the probability of errors, while knowledge governance sets inside standards for data assortment and storage, aiding compliance.</p>
<h2>Best Crm For Brokers</h2>
<p>This 360-degree view will increase the productivity of customer-facing teams and enhances customer support. As a CRM software permits you to keep the contact information systematically in a centralized database, it helps in all advertising campaigns. It can also be accessible to all departments for them to search out the required info a lot <a href="http://go.redirectingat.com/?id=29769X874748&amp;xs=1&amp;url=https%3A%2F%2Fwww.xcritical.in%2F&amp;sref=rss">turnkey forex solutions</a> faster saving money and time.</p>
<h2>E-mail To Leads</h2>
<p>Your traders want updates, but you don’t want a military of brokers to keep them within the loop. In-app calls, push notifications, and automatic alerts make it straightforward to stay linked without racking up prices. Plus, with WhatsApp and Telegram integrations, you&#8217;ll be able to handle a number of accounts and send bulk messages without breaking a sweat.</p>
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		<title>Automated Forex Trading How It Works Auto Dealer Robots &amp; Software</title>
		<link>https://news.goodlife.tw/automated-forex-trading-how-it-works-auto-dealer/</link>
		<comments>https://news.goodlife.tw/automated-forex-trading-how-it-works-auto-dealer/#comments</comments>
		<pubDate>Tue, 25 Mar 2025 12:38:20 +0000</pubDate>
		<dc:creator><![CDATA[Christine]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">https://news.goodlife.tw/?p=21604</guid>
		<description><![CDATA[The CFTC, or Commodity Futures ...]]></description>
				<content:encoded><![CDATA[<p>The CFTC, or Commodity Futures Trading Fee, is a key regulator in the us It’s the regulator that oversees Forex and other derivatives, ensuring they are fair and transparent. Their key position is to make sure brokers deal with their purchasers pretty and stop fraud, manipulation, abusive practices, and systemic risks associated to derivatives. They provide MT4, MT5, and Capitalise.ai, a no-code programming methodology and automating methods that plug into your MT4 platform. We like this methodology as a outcome of it makes automating strategies extra accessible to people who do not know programming. Look for applications permitting you to write or customise your trading algorithms.</p>
<h2>Decision-making And Commerce Execution</h2>
<p>The bot’s adaptability makes it suitable for both novices and skilled traders. Moreover, it may not carry out as well underneath totally different market situations; thus, it requires in depth testing. In trading system design, a rule of thumb is to take the backtesting outcomes, half the earnings and double the drawdown to get a sensible orientation about its efficiency. Having been a retail trader since 2013, Plamen has gained an in-depth understanding of the challenges that novice traders face at present. His expertise is swing buying and selling and day buying and selling with a heavy emphasis on psychological and elementary evaluation.</p>
<p>Some FX robots have verified buying and selling days on their web site from MyFXBook or FX Blue that confirms performance but pertains to an account that stopped trading a forex pair three years ago. Buying And Selling robots are Algorithmic Buying And Selling Strategies that execute trades for you in the market. These are packages that automate your trading strategy on the MetaTrader four platform.</p>
<h2>Are You Capable To Commerce With An Offshore Broker?</h2>
<p>Whether Or Not you build your personal automated trading bot or take benefit of a pre-existing automation largely is dependent upon your most popular foreign foreign money trading strategy and your experience stage. FOREX.com is one of the best Trading Platforms for automated foreign currency trading because it offers multiple platforms and tools to improve your expertise by automating your strategies. More experienced merchants could discover the platform rather too restrictive, given the emphasis on copy buying and selling and the give consideration to casual retail merchants who lack the desire to develop their own buying and selling methods. In addition to the limited range of merchandise, eToro’s trading platform also lacks third-party integrations for more powerful platforms, corresponding to MetaTrader 4 or MetaTrader 5. While the dealer does make use of a dealing desk, we found that the distinctive free structure and low commissions left loads of alternatives for financial savings, supplied you’re prudent.</p>
<p>Foreign Exchange robots that can solely reveal profitability by way of a demo account, also referred to as a simulated account, are vastly problematic in the EA market. These Skilled Advisors have by no means been tested within the stay foreign money markets with real trade executions and the place market factors similar to liquidity, spreads, and slippage can affect efficiency. Professional Advisors (EAs) are automated trading packages that automate trading on MetaTrader platforms and can execute trades primarily based on pre-set rules and strategies with out guide intervention.</p>
<div style='text-align:center'><iframe width='560' height='313' src='https://www.youtube.com/embed/btwkmSjxiTI' frameborder='0' alt='automatic forex trade' allowfullscreen></iframe></div>
<p>Help for top trading platforms like MetaTrader four, its personal OANDA Commerce platform, and, after all, TradingView are different reasons that assist push OANDA to primary. Nevertheless, few have independently verified performance data, and it’s also onerous to authenticate whether they genuinely use AI machine studying to adapt trading methods in actual time. Customize your software with indicators and tools, then rigorously backtest your strategies. Are you a technical analyst who heavily depends on shifting averages and Relative Power Index (RSI) for trading decisions? Customize it to include these indicators so it could analyze market information primarily based in your favorite technical indicators. Automated buying and selling requires rigorous backtesting and optimization of strategies.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="353px" alt="automatic forex trade" src="https://www.xcritical.com/wp-content/uploads/feed_images/best-crypto-trading-platform-xcritical-which-attracts-gen-z-img-2-768x512.webp"/></p>
<p>Regulatory restrictions and a restricted range of automations may render it much less interesting to experienced traders accustomed to coding their own bots or using customized robots. For everyday merchants who embrace forex in a diverse funding strategy, Charles Schwab is an interesting alternative. Of all the brokers we reviewed, FOREX.com provides the most comprehensive range of trading instruments and platforms to support your automated trading system. Our staff have many years of expertise testing thousands of trading robots in order that <a href="http://go.redirectingat.com/?id=29769X874748&amp;xs=1&amp;url=https%3A%2F%2Fen.wikipedia.org%2Fwiki%2FInitial_coin_offering&amp;sref=rss">Initial coin offering</a> we will provide readers with feedback based on our personal opinions. Due to its flexibility, Forex Flex EA may be profitable across different market circumstances. It is particularly effective for merchants who want to experiment with completely different methods with out having to manually modify the settings every time.</p>
<p>Plus500 is a very strong selection when you&#8217;re into futures trading, which is often a tricky type of buying and selling to get into. It&#8217;s made easier by the reality that the Plus500 brokerage provides you some intuitive platforms to work with. If you would like to copy the trades of others, somewhat than build your individual technique, eToro is a good alternative. Whereas this lack of commission sounds great, it does imply you will not get access to the very best spreads in the trade. The U.S.-based support desk is staffed by professionals with direct expertise buying and selling. These assist groups also can give you very quick response times, which is certainly a great thing in case you have an pressing query.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="355px" alt="automatic forex trade" src="https://www.xcritical.com/wp-content/uploads/feed_images/best-crypto-trading-platform-xcritical-which-attracts-gen-z-768x512.webp"/></p>
<p>Also generally known as algorithmic buying and selling, black-box trading, robo or robot trading, automated forex trading applications supply many advantages. It is designed to function with out the presence of the dealer by scanning the market for worthwhile foreign money trades, utilizing either pre-set parameters or parameters programmed into the system by the user. Automated Foreign Foreign Money Trading is a method where your buying and selling methods are programmed into a platform, enabling trading bots to execute trades routinely when certain set conditions are met. These applications cowl all aspects of your trades, together with trade standards, execution rules, and danger management – allowing the program full management over your trading. FOREX.com additionally offers brokerage account holders the choice to commerce by way of NinjaTrader 8, which supports automated trading and EAs.</p>
<ul>
<li>For merchants used to MetaTrader four, thinkorswim presents an identical expertise with extra features.</li>
<li>That implies that evening or day, around the clock, the program is at work and wishes no human, hands-on supervisor.</li>
<li>AutoForex empowers you to concentrate on different elements of your life whereas your capital thrives in the ever-evolving market.</li>
<li>The bot’s focus on low-risk, nighttime trades allows for regular profits, however the limited trading hours may result in fewer opportunities.</li>
<li>This could be nice for lots of American traders, though you might want a few more choices at your disposal.</li>
<li>After inserting a trade, emotional determination making displaces the best trading plan for many traders, and the long-term outcome is a loss.</li>
</ul>
<p>MetaTrader EAs use the proprietary MQL programming language (MQL4 for MetaTrader 4, MQL5 for MetaTrader 5). MQL is similar to <a href="http://go.redirectingat.com/?id=29769X874748&amp;xs=1&amp;url=https%3A%2F%2Fwww.xcritical.com%2F&amp;sref=rss">https://www.xcritical.com/</a> C++, making it simpler for people with C++ experience to be taught it. It&#8217;s also worthwhile to verify out on-line buyer reviews of many of those applications for an additional viewpoint on their virtues and flaws. Some packages provide a free trial period or different incentives to buy, whereas different vendors provide a free demonstration to familiarize the consumer with this system. Corporations may provide applications with return ensures after buy and during a specified time frame. Therefore, if the user decides this system is unsatisfactory, these companies will allow you to return it for a refund.</p>
<p>This tutorial explains how automated forex trading works and lists the most effective bots and supporting brokers in 2025. Understanding tips on how to make money with forex trading requires choosing platforms that match your buying and selling fashion. Every platform provides totally different advantages, from superior analytical capabilities to ease of use. Effective threat administration isn&#8217;t just a desirable feature—it is a necessity for AI buying and selling methods. The inherent volatility of financial markets signifies that even the most subtle algorithms should be equipped with robust danger controls.</p>
<p>You set the foundations, and the Skilled Advisor executes trades on your behalf, which is perfect if you&#8217;d like a particular strategy carried out persistently. We primarily review and fee foreign exchange robots, inventory buying and selling robots and crypto robots. This website does not <a href="http://go.redirectingat.com/?id=29769X874748&amp;xs=1&amp;url=https%3A%2F%2Fwww.xcritical.com%2Fblog%2Fhow-to-create-an-automated-forex-trading-system%2F&amp;sref=rss">automatic forex trade</a> promote any trading or investing services or products, but may be compensated through third get together advertisers.</p>
<p>Develop your trading strategy primarily based on standards like technical indicators, value action, or fundamental analysis. As Soon As defined, these methods are automated to manage entries and exits efficiently. A key profit is the power to backtest and optimize strategies utilizing historical information, allowing you to gauge their effectiveness earlier than deploying them in reside markets. Whether you’re a seasoned trader or just getting started, understanding these automated strategies can improve your trading method. With the proper programming proficiency and thorough backtesting, you&#8217;ll find a way to unlock the potential for important income whereas minimizing human error. Dive into the world of algorithmic forex bot buying and selling and discover a extra systematic path to success.</p>
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		<title>What&#8217;s Proof Of House And Time?</title>
		<link>https://news.goodlife.tw/what-s-proof-of-house-and-time/</link>
		<comments>https://news.goodlife.tw/what-s-proof-of-house-and-time/#comments</comments>
		<pubDate>Tue, 25 Mar 2025 00:04:12 +0000</pubDate>
		<dc:creator><![CDATA[Christine]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">https://news.goodlife.tw/?p=21616</guid>
		<description><![CDATA[Still, the likelihood exists t ...]]></description>
				<content:encoded><![CDATA[<p>Still, the likelihood exists that one may simply discover a easy rule—and initial condition—that one may hold up and say, “This is our universe! ” We’d have found our universe in the computational universe of all attainable universes. However the thrilling thing is that remarkably rapidly one finds guidelines that aren’t clearly not our universe. Because even when one simulates a lot of steps, it may be arbitrarily tough to know whether the habits they’re exhibiting is what one would count on within the early moments of a universe that follows the laws of physics as we all know them. And then it seems that there’s a particular class of underlying rules for which totally different orderings of underlying updates don’t affect that causal network. And one might think about a principle during which all threads are followed—and the universe in impact has many histories.</p>
<p>Each have been described by coordinates, and in some mathematical formalisms, both appeared in associated methods. But there was no notion that house and time had been in any sense “the same thing”. But then along came Einstein’s Special Theory of Relativity—and individuals began talking about “spacetime”, in which space and time are one way or the other sides of the same factor. At first, it didn’t appear too promising, not least as a outcome of the models that I’d notably been studying (cellular automata) seemed to work in a means that was completely inconsistent with what I knew from physics.</p>
<p>The search is on for habitable alien worlds, and eventually for indicators of life in their atmospheres. And the cosmic shoreline, if it truly is cosmic and extends to other star techniques, may present them where to begin. The truth is that the current method to elementary physics—through quantum area theory—is practically ninety years old.</p>
<p>Like many other blockchains, the Chia Network has a native cryptocurrency, additionally referred to as Chia (XCH). Proof of Capacity and Proof of Spacetime are new consensus mechanisms which have emerged as alternate options to Proof of Work (PoW) and Proof of Stake (PoS). Proof of Capability (PoC) allows mining gadgets to use their out there hard drive area to validate transactions, whereas Proof of Spacetime (PoST) rewards customers for storing data on the blockchain for an extended period of time. These mechanisms offer potential advantages <a href="http://go.redirectingat.com/?id=29769X874748&amp;xs=1&amp;url=https%3A%2F%2Fwww.xcritical.com%2F&amp;sref=rss">https://www.xcritical.com/</a> similar to vitality effectivity and improved security, however their effectiveness remains to be being evaluated. Signum’s proof of storage consensus model is slightly completely different from that of other proof of space-based blockchains. The blockchain creates random solutions, which it calls plots, storing them on miners’ onerous drivers using a unique cryptographic protocol.</p>
<ul>
<li>That’s roughly as likely as flipping a coin 15 instances and getting 15 heads in a row.</li>
<li>This one will embody 50 million galaxies and could take shape by late 2026 or early 2027.</li>
<li>The action seeks to include a “citizenship question” on federal voting forms and scale back federal election funding to states that don’t take “reasonable steps” to safe their balloting.</li>
<li>However within the context of the universe, its consequence is that it ensures that there’s only one thread of time within the universe.</li>
<li>Maybe most fascinating, Chia has issued a model new kind of token, referred to as a colored coin, that offers a large degree of flexibility for users.</li>
</ul>
<p>As A Outcome Of quantum physics and common relativity are both so phenomenally accurate, quantum gravity is needed only to explain excessive conditions, when enormous masses are stuffed into unfathomably tiny spaces. Those situations exist in only some <a href="http://go.redirectingat.com/?id=29769X874748&amp;xs=1&amp;url=https%3A%2F%2Fen.wikipedia.org%2Fwiki%2FPayment_gateway&amp;sref=rss">Payment gateway</a> locations in nature, similar to the middle of a black hole—and, notably, not in physics laboratories, not even the largest and most powerful ones. It would take a particle accelerator the size of a galaxy to instantly check the habits of nature underneath conditions the place quantum gravity reigns. This lack of direct experimental information is a big a part of why scientists’ seek for a concept of quantum gravity has been occurring so long. Though string theory and loop quantum gravity each recommend that spacetime is emergent, the sort of emergence is different in the two theories.</p>
<h2>Conditional Proof Of Capacity</h2>
<p>Like Bitcoin and some other currencies, Chia engages in halving intervals for their mining course of so as to reduce foreign money inflation. Particularly, Chia provides rewards in 10-minute intervals, which are halved at precise intervals in the future (specifically, at the finish of each third 12 months for the first 12 years). Farming may be accomplished on desktop computers, company pc networks, laptops, and even mobile units. The likelihood of a farmer successful a block is calculated by the amount of drive space they offer in comparison with others on the general community. First, PoSt randomly selects some leaf nodes of the encoded reproduction and runs merkle inclusion proofs on them to show that the miner has the particular bytes that should be there.</p>
<h2>Diminishing Darkish Energy May Evade The ‘swampland’ Of Inconceivable Universes</h2>
<p>In conventional physics—and Basic Relativity—one doesn’t think of area as being “made of” anything. One just thinks of house as a mathematical construct that serves as a sort of backdrop, by which there’s a steady vary of potential positions at which things can be positioned. A network—or graph—just consists of a bunch of nodes, joined by connections. And all that’s intrinsically defined within the graph is the pattern of those connections. A hundred years ago right now Albert Einstein published his General Theory of Relativity—a brilliant, elegant theory that has survived a century, and offers the only successful means we have of describing spacetime.</p>
<p>But this world could presumably be instructive; it falls on reverse sides of the XUV and daylight shorelines and will help point toward which one issues. Eliza Kempton, an astronomer on the College of Maryland, is looking for atmospheres on planets orbiting an essential class of stars known as M dwarfs. But the XUV and sunlight shorelines cut very totally different swaths through the population of rocky planets orbiting M dwarfs, with extra worlds falling on the airless facet of the XUV dividing line. Astronomers have now recognized <a href="http://go.redirectingat.com/?id=29769X874748&amp;xs=1&amp;url=https%3A%2F%2Fwww.xcritical.in%2Fblog%2Fproof-of-space-time-post-definition-and-meaning%2F&amp;sref=rss">proof of space</a> practically 6,000 planets orbiting a menagerie of alien suns. Some even hope to make use of JWST to characterize a handful of doubtless habitable alien worlds. But JWST wasn’t initially designed to look at exoplanets, which hadn’t even been found when it was conceived.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="356px" alt="How Proof of Spacetime Works" src="https://www.xcritical.com/wp-content/uploads/feed_images/how-to-trade-synthetic-indices--768x512.webp"/></p>
<p>This extra condition enhances the safety and decentralization of the consensus mechanism beyond conventional proof-of-capacity algorithms. Proof of Spacetime has become a major step within the improvement of decentralized knowledge storage systems. It not solely solves the issue of dependable and long-term information storage but does so with minimal vitality and useful resource costs. In the lengthy run, such applied sciences could turn into the usual for blockchain techniques in search of to provide maximum safety and information accessibility. A comparable duality suggests to many string theorists that house itself is emergent. The two appear to be wildly different theories—the CFT has no gravity in it in any way, and the AdS area has all of Einstein’s principle of gravity thrown in.</p>
<p>Then final fall, the collaboration released a extra detailed analysis that thought-about extra subtle patterns in the places of galaxies, past the more obvious spherical shells. “Everyone breathed a sigh of reduction,” stated Dillon Brout, a cosmologist at Boston University who is a part of both the DESI and DES teams. DESI and DES are both mapping tens of millions of celestial objects, which supplies them the decision wanted to find out whether or not dark power is actually a cosmological constant or subtly altering. “It’s interesting that things are pushing on this path and that multiple experiments are seeing some tension” with the concept dark vitality is constant, mentioned Michael Troxel, a member of the DES team primarily based at Duke College.</p>
<div style='text-align:center'><iframe width='566' height='316' src='https://www.youtube.com/embed/lcz4XX8Kk98' frameborder='0' alt='How Proof of Spacetime Works' allowfullscreen></iframe></div>
<p>Yes, one can discover guidelines that give habits which on a big scale doesn’t present apparent indicators of the lattice. But if there’s actually going to be a simple mannequin of physics, it appears wrong that such a rigid structure for house must be burned in, while every other feature of physics simply emerges. These are questions verging on philosophy—and certainly, philosophers of physics are taking them significantly.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="356px" alt="How Proof of Spacetime Works" src="https://www.xcritical.com/wp-content/uploads/feed_images/how-to-trade-synthetic-indices-img-2-768x512.webp"/></p>
<p>Zahnle’s original cosmic shoreline captured the steadiness between incoming starlight and escape velocity and used that relationship to divide the airless and gas-cloaked planets in our solar system. One of the vital thing realizations that led to General Relativity one hundred years in the past was that Euclid’s fifth postulate (“parallel lines by no means cross”) may not be true in our actual universe, in order that curved area is feasible. But if my suspicions about area and the universe are appropriate, then it means there’s really an even more fundamental problem in Euclid—with his very first definitions. As A End Result Of if there’s a discrete network “underneath” house, then Euclid’s assumptions about factors and lines that may exist wherever in space simply aren’t correct. It’s extra like (but not precisely like) a classical, if effectively probabilistic, model.</p>
<p>“How the hell might spacetime be the kind of thing that might be emergent? ” asks Eleanor Knox, a thinker of physics at King’s College London. They “evolved on the African savanna interacting with macro objects and macro fluids and biological animals” and have a tendency not to transfer to the world of quantum mechanics. Ask basic relativity what happens in the context of quantum physics, and you’ll get contradictory answers, with untamed infinities breaking loose across your calculations. Nature knows how to apply gravity in quantum contexts—it occurred in the first moments of the big bang, and it nonetheless occurs in the hearts of black holes—but we humans are nonetheless struggling to know how the trick is done. Part of the issue lies within the methods the 2 theories cope with area and time.</p>
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		<title>Understanding Prime Brokers: Services &amp; Roles</title>
		<link>https://news.goodlife.tw/understanding-prime-brokers-services-roles/</link>
		<comments>https://news.goodlife.tw/understanding-prime-brokers-services-roles/#comments</comments>
		<pubDate>Mon, 24 Mar 2025 22:26:30 +0000</pubDate>
		<dc:creator><![CDATA[Christine]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">https://news.goodlife.tw/?p=21612</guid>
		<description><![CDATA[Content Benefits of Prime Brok ...]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Benefits of Prime Brokerage Services for Institutional Investors and Hedge Fund Clients</a></li>
<li><a href="#toc-1">The Ultimate Guide to Stock Locates</a></li>
<li><a href="#toc-2">Simple Accounts for Every Trader</a></li>
<li><a href="#toc-3">How Much Do Prime Brokers Charge?</a></li>
</ul>
</div>
<p>While established hedge funds are a prime target client, there is always the hope for new hedge funds with rising stars that may grow into a big client. A prime brokerage acts as <a href="http://go.redirectingat.com/?id=29769X874748&amp;xs=1&amp;url=https%3A%2F%2Fwww.xcritical.com%2Fblog%2Fprime-brokerage-what-is-it-services-examples%2F&amp;sref=rss">what is prime brokerage</a> a facilitator for hedge funds and other large investment entities. They handle a variety of tasks such as securities lending, providing leverage, and even risk management. Prime brokers offer securities lending, which allows clients to borrow stocks and bonds they don’t own to short. Typically, other clients of the prime broker hold the securities that the broker lends for a fee. Most clients agree to a securities lending arrangement of their assets when becoming a prime brokerage client.</p>
<h2 id="toc-0">Benefits of Prime Brokerage Services for Institutional Investors and Hedge Fund Clients</h2>
<p>Hedge funds often use leverage (or borrowing) in an attempt to boost returns. A prime broker offers clearing services for transactions in both cash and securities. Clearing is ensuring the transaction settles with a timely transfer of funds and shares to both parties. It is a complex process and requires a specialized organization <a href="http://go.redirectingat.com/?id=29769X874748&amp;xs=1&amp;url=https%3A%2F%2Fwww.youtube.com%2Fresults%3Fsearch_query%3DFintech&amp;sref=rss">Stablecoin</a> to act as a middleman to ensure transactions are settled properly.</p>
<h2 id="toc-1">The Ultimate Guide to Stock Locates</h2>
<p>While lending cash is a commodity service with a transparent cost structure, lending securities is not. As a result, spreads (and ultimately the profit to the bank) can vary widely. Understand risk vs. returns with real-time market risk management and monitoring that provides a comprehensive measure of risk exposure across <a href="http://go.redirectingat.com/?id=29769X874748&amp;xs=1&amp;url=https%3A%2F%2Fwww.xcritical.com%2F&amp;sref=rss">https://www.xcritical.com/</a> multiple asset classes around the world. The Shortable Instruments (SLB) Search tool is a fully electronic, self-service utility that lets clients search for availability of shortable securities. Shortable availability and borrow fees are broadcast in real-time on Trader Workstation (TWS), IBKR Desktop, the Client Portal, FTP files and API data feeds. They improve operations, open up more markets, and help optimize trading strategies.</p>
<h2 id="toc-2">Simple Accounts for Every Trader</h2>
<p>Two common types of clients are&nbsp;pension funds, a form of institutional investor, and commercial banks. These varieties of investors often deal with a large amount of cash for investment but don&#8217;t have the internal resources to manage the investments on their own. Prime XBT stands out as a versatile and user-friendly platform, offering a wide range of tradable instruments, from cryptocurrencies to CFDs and commodities.</p>
<ul>
<li>While a hedge fund traditionally holds accounts at different brokerage firms, it commonly instructs these executing brokers to clear all trades through its designated prime broker.</li>
<li>Hedge Fund ABC just launched with $75 million that it raised from investors.</li>
<li>Having a top tier prime broker can have an immediate boost to your reputation as a hedge fund.</li>
<li>These can be as simple as daily statements or as complicated as real-time portfolio reporting, and the client must work closely with the prime broker to ensure that its needs are met.</li>
<li>Most clients agree to a securities lending arrangement of their assets when becoming a prime brokerage client.</li>
</ul>
<p>Our proprietary API and FIX CTCI solutions let institutions create their own automated, rules-based trading system that takes advantage of our high-speed order routing and broad market depth. This shows how important they are in keeping the financial world stable. A 2019 research study (revised 2020) called “Day Trading for a Living?</p>
<p>Margin in prime brokerage refers to the money lent to a client to trade assets. The margin represents the difference between the value of the investment purchased and the money borrowed. Therefore, clients who undertake substantial short selling or leverage represent more lucrative opportunity than clients who do less short selling and/or utilize minimal leverage.</p>
<p>It is the procedure to accumulate and handle the cash flows of organizations and individuals. Therefore, efficient cash management is essential to the company and its soundness. Moreover, a crypto&nbsp;prime brokerage account assists institutional investors and hedge funds through greater availability of liquidity and assets. A broker facilitates the trading of securities for an investment account. A prime broker is a type of broker that provides expanded services to institutions, such as clearing and settlement services, securities lending, trade execution and cash management.</p>
<p>Choosing the right prime broker is key to your investment success. Let’s look at some key things to think about when making your choice. Prime brokers use their connections and knowledge to help fund managers find the capital they need. If you buy or sell stocks, bonds, and other investments for yourself, you may get help from a broker who executes the trades. You may use a discount brokerage firm, such as Fidelity, Charles Schwab,or E-Trade, which allows you to trade stocks online and get some basic research reports and advice. Securities lending includes all types of securities available in the financial industry.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/feed_images/business-intelligence-tools-for-brokers-reasons-to-start-using-bi-768x512.webp" width="306px" alt="prime brokerage account"/></p>
<p>Essentially, prime brokers act as a central clearing broker that holds client assets. Clearing refers to making sure that trades settle the transfer of funds and securities between parties in a timely matter. It’s an important function following trade execution that delivers cash and assets between parties.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/aa9de951-9466-4ee5-a36b-d30ecf4fa55f-768x512.webp" width="302px" alt="prime brokerage account"/></p>
<p>This partnership boosts trading power and widens market reach for funds. Prime brokers are essential for building strong partnerships in the industry. They provide tools and resources for safe asset management and efficient reporting. Their expertise in clearing and settlement helps reduce risks and makes transactions smooth. These prime brokers offer a comprehensive range of services, including both the standard and synthetic services, often customized to the client’s specific needs.</p>
<p>Integrate your IBKR data with third-party portfolio management, order management, post-trade allocation and compliance software. Spot market opportunities, analyze results, manage your account and make informed decisions with our free advanced trading tools. This teamwork not only ensures asset safety but also builds trust with clients. There is always a chance the brokerage could lose the investment, even though it never owned it in the first place. While the era of zero-commission trading has arrived, traders are finding out the hard way that you get what you pay for.</p>
<p>This can be an important factor in the decision, especially for a new fund that is just starting up and actively seeking major investors. Prime Brokers facilitate hedge fund leverage, primarily through loans secured by the long positions of their clients. In this regard, the Prime Broker is exposed to the risk of loss in the event that the value of collateral held as security declines below the loan value, and the client is unable to repay the deficit.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/feed_images/srypto-payments-how-to-accept-crypto-payments-on-website-img-3-768x512.webp" width="307px" alt="prime brokerage account"/></p>
<p>The majority of large banks have prime brokerage units that service hundreds of clients. Although prime brokerages offer a wide variety of services, a client isn&#8217;t required to take part in all of them and also can have services performed by other institutions as they see fit. Having a top tier prime broker can have an immediate boost to your reputation as a hedge fund.</p>
]]></content:encoded>
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		<title>Complete Review Of Fbs Account Sorts, Buying And Selling Tools, Spreads, And General Person Expertise</title>
		<link>https://news.goodlife.tw/complete-review-of-fbs-account-sorts-buying-and/</link>
		<comments>https://news.goodlife.tw/complete-review-of-fbs-account-sorts-buying-and/#comments</comments>
		<pubDate>Mon, 24 Mar 2025 11:48:46 +0000</pubDate>
		<dc:creator><![CDATA[Christine]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">https://news.goodlife.tw/?p=21590</guid>
		<description><![CDATA[The aim of&#160;scalping accou ...]]></description>
				<content:encoded><![CDATA[<p>The aim of&nbsp;scalping accounts&nbsp;is to make a revenue from holding the position for a short period of time. However, the revenue from buying and selling is very small than other account types. For forex speculators who don&#8217;t want to spend so much of time analyzing market developments and conducting trades themselves, in flip, managed foreign exchange accounts seem to be the most fitted choice. For forex speculators who are unwilling to spend a lot time to review and perceive the market tendencies or executing trades personally, a managed forex account appears to be your greatest option. Account managers deal with managed accounts in a lot the identical way stockbrokers handle managed inventory accounts. Whereas the funds are owned by the investor (trader), the manager must make all the operational choices.</p>
<p>Moreover, the ability to commerce on leverage can amplify income, but it also increases the potential for losses. Efficient danger administration is crucial to guard capital and guarantee long-term profitability. For high-leverage positions, swap fees can accumulate quickly due to the larger notional value of the trade. For instance, holding a large leveraged place in a currency pair with a big interest rate disparity may end up in greater overnight costs. Brokers often provide an in depth swap rate desk, and traders ought to review these rates to issue overnight charges into their trading methods.</p>
<h2>What Is Forex Account Good For A Beginner?</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="408px" alt="Advanced Forex Account Types" 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"/></p>
<p>It is meant for top rollers who have the capital to open an account with $10,000 or extra. These traders always get 100% bonuses from brokers who offer bonuses on VIP accounts. Foreign Exchange trading has gained immense popularity over the years because of its potential for top returns on investment. Nonetheless, before diving into the world of foreign forex trading, it&#8217;s crucial to grasp the various kinds of foreign exchange accounts out there to merchants. Selecting the best account kind can have a significant influence on your buying and selling experience and overall success within the forex market. Brokers reserve their VIP foreign foreign money trading accounts for his or her most lively shoppers.</p>
<h2>What&#8217;s A Normal Trading Account?</h2>
<p>With the Commonplace Account, you gain a simple buying and selling experience. Perfect for novices, this account kind options aggressive spreads and no commissions, permitting you to focus on your trading without <a href="http://go.redirectingat.com/?id=29769X874748&amp;xs=1&amp;url=https%3A%2F%2Fforexarticles.net%2Fadvanced-forex-account-types-ecn-and-stp-accounts%2F&amp;sref=rss">Advanced Forex Account Types</a> worrying about extra costs. The firm was founded in 2007 and has since expanded its providers throughout varied worldwide markets.</p>
<p>The Uncooked Spread Account is ideal for those who prioritize low prices and excessive precision in their trading. The obvious downside is that risk/loss minimization reduces profit potential. Therefore, such foreign foreign money trading accounts are much less suited to cover the revenue needs of superior merchants. Generally, scalping means skimming of small profits often by way of the out and in positions. Scalping accounts&nbsp;in forex trading complete the trading based mostly on real-time evaluation.</p>
<h2>Does The Sort Of Forex Trading Account Have An Result On Order Execution?</h2>
<p>These accounts allow you to trade with a contract measurement of 1,000 models of the bottom foreign money and may characteristic pip actions of 10 cents per point. The minimum deposit necessities of micro accounts are even lower than those for mini accounts. Due To This Fact, this account may be useful, especially in case you have limited overseas exchange knowledge or a small trading capital. If you want to change your Exness account sort, the process is simple. Navigate to the account settings, select the option to alter account kind, and comply with the prompts to finalize your choice.</p>
<ul>
<li>Any supplier doing so must be treated cautiously as market circumstances are unpredictable and even probably the most reliable alerts may find yourself in losses.</li>
<li>With a wide selection of platforms to select from, you&#8217;ll be able to Open Foreign Forex Trading Account with FXOpen and explore a world of trading alternatives across major, minor, and exotic pairs.</li>
<li>You can manage your trades on the go, allowing you to remain related to the market at all times, which is essential when prices are fluctuating quickly.</li>
<li>With a contract dimension of 1,000 units of the bottom currency, these accounts offer the benefit of lower pip movements, allowing for extra manageable risk.</li>
<li>A cent Foreign Exchange account is a kind of trading account where the steadiness is displayed in cents as an alternative of normal dollars (or other chosen base currencies).</li>
</ul>
<p>The Pepperstone Razor account is tailored for high-frequency merchants, similar to scalpers and algorithmic traders, providing institutional-grade spreads and a commission-based pricing structure. This account kind offers the complete Pepperstone experience with options designed to meet the wants of extra skilled merchants. To improve your buying and selling experience, FXOpen presents a broad range of innovative trading tools and platforms designed to swimsuit various buying and selling styles and preferences. You will discover advanced charting tools, technical evaluation indicators, and algorithmic buying and selling options that empower you to make well-informed buying and selling selections in real-time. With the power to choose from multiple trading platforms, you&#8217;ll find a way to tailor your buying and selling experience to maximise effectivity and success. Larger deposit accounts, corresponding to commonplace or skilled accounts, are more probably to be A-booked.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="406px" alt="Advanced Forex Account Types" 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"/></p>
<p>STP accounts, then again, present a simpler trading environment while still providing direct market entry. To minimize buying and selling prices, merchants ought to select a dealer with transparent pricing, rigorously review the payment schedule, and choose an account kind that aligns with their trading type and volume. Comparing brokers based on their swap rates, commissions, and spreads is an efficient method to establish essentially the most cost-efficient choice for high-leverage buying and selling.</p>
<h2>Q: What Account Sorts Does Fxopen Offer?</h2>
<p>It’s necessary to notice that fast response times can greatly improve your trading experience, particularly whenever you encounter points that require quick attention. FXOpen’s dedication to buyer satisfaction is reflected of their ability to resolve queries rapidly. Options for cell trading at FXOpen are robust, with devoted apps that help both Android and iOS units. You can manage your trades on the go, allowing you to stay related to the market at all times, which is crucial when costs are fluctuating quickly. It is crucial to note that buying and selling cryptocurrencies can be highly volatile, presenting both alternatives and risks. Ensure you understand market dynamics and implement strong risk management practices to protect your investments on this evolving market.</p>
<p>Every sort of foreign exchange dealer offer a number of account types, and these vary in minimum deposit necessities, leverage, spreads, commissions, and obtainable trading devices. The selection of account is dependent upon a trader’s experience, trading fashion, and funding size, permitting for custom-made buying and selling situations suited to totally different needs. The low minimum deposit makes it accessible to newcomers, whereas the variety of account types caters to diverse trading styles.</p>
<p>Those in search of more earnings choose riskier investments, whereas those with a decrease danger tolerance select a safer route and normally earn less. Social Buying And Selling, also referred to as copy trading, is considered one of the most advanced and safe ways for each traders and investors to earn earnings via buying and selling. Every Time the manager buys a standard lot from his account&nbsp;LAMM&nbsp;system would automatically enhance a normal lot. Nevertheless, it really works great when an investor&#8217;s funding is the same because the supervisor&#8217;s investment. Nevertheless, there are lots of augments about the completely different investment quantities between the manager and investor.</p>
<p>If the supervisor&#8217;s portfolio is greater than the investor&#8217;s portfolio, the investor might have to talk with the brokers to get an answer. With AxiTrader, response occasions are usually quick, and you can count on immediate assistance concerning any issue. Their help group is trained to deal with your concerns effectively, providing a high stage of professionalism.</p>
<p>However, not like ECN accounts, STP brokers could rely on different brokers for commerce execution. The steadiness conversion in Cents makes smaller deposits seem larger, providing a buying and selling experience that simulates the dynamics of an account with a better stability. Micro accounts often provide larger leverage (where legally allowed) to allow customers to open trades with smaller quantities of cash. The Pepperstone skilled Forex account offers cutting-edge trading tools, a rebates program and distinctive customer assist. The deposit required and the spreads differ depending on the Managed Forex trading account chosen by the account supervisor and users.</p>
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		<title>To Curb Misuse, Contemplating Segregating Prop, Retail Trades Settlement: Sebi Chief Enterprise News</title>
		<link>https://news.goodlife.tw/to-curb-misuse-contemplating-segregating-prop/</link>
		<comments>https://news.goodlife.tw/to-curb-misuse-contemplating-segregating-prop/#comments</comments>
		<pubDate>Tue, 14 Jan 2025 17:06:08 +0000</pubDate>
		<dc:creator><![CDATA[Christine]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">https://news.goodlife.tw/?p=21420</guid>
		<description><![CDATA[Trading members who&#8217;re d ...]]></description>
				<content:encoded><![CDATA[<p>Trading members who&#8217;re doing prop buying and selling are suggested to specify the nature of the order — client or proprietary. Proprietary trading refers to the trading of stocks, bonds, and various varieties of financial securities by investment banks, financial companies, brokers, and other industrial banks to generate positive aspects for themselves. Here, the aim is to reap the benefits of market movements and earn earnings for the self, and not to tangle for commission (for the buying and selling of securities). Comparing proprietary trading to conventional investing operations, financial organisations might find a way to obtain bigger returns. Financial establishments can use their experience and market knowledge to uncover worthwhile alternatives and produce sizable earnings by trading monetary merchandise with their own capital. This one-stop answer <a href="http://go.redirectingat.com/?id=29769X874748&amp;xs=1&amp;url=https%3A%2F%2Fwww.xcritical.in%2F&amp;sref=rss">https://www.xcritical.in/</a> is perfect for institutions looking to reduce prices and enhance productiveness with a totally integrated OMS/EMS setup.</p>
<h2>Taxability Of Proprietary Trading</h2>
<ul>
<li>Fund your account in multiple currencies and trade property denominated in a quantity of currencies.</li>
<li>“At the moment, the broking neighborhood itself is split and there are plenty of discussions and deliberations occurring, and they&#8217;d be reaching some conclusion in the future or one other in some cheap timeline,” she stated.</li>
<li>Kindly note that this web page of weblog articles does not represent an offer or solicitation for the purchase or sale of any monetary instrument or as an official affirmation of any transaction.</li>
<li>The determination about which devices to trade is predicated on several components like dealer experience, market circumstances, and revenue potential.</li>
</ul>
<p>This article is prepared for help only and isn&#8217;t intended to be and should not alone be taken as the premise of an funding determination. Please note that past efficiency of financial merchandise and instruments doesn&#8217;t essentially point out the prospects and efficiency thereof. Since the corporations use their own funds for prop trading, they&#8217;ll take on a better level of threat as they’re not answerable to their shoppers. Every single revenue or loss that they make needs to be borne solely by the entity itself. That said, prop buying and selling firms use complicated and superior buying and selling software that&#8217;s not obtainable for public use.</p>
<h2>Skilled Pricing – Maximize Your Returns</h2>
<p>DGN Services is a singular proprietary buying and selling firm, focusing on volatility buying and selling &amp; arbitrage throughout main exchanges. We are a diversified prop trading startup specializing in proprietary trading, money management and technology options. We are always open to new concepts and we foster a supportive surroundings where the success of one is the success of all. Proprietary trading involves financial establishments utilizing their very own funds to commerce monetary devices, potentially yielding important returns.</p>
<p><a href="http://go.redirectingat.com/?id=29769X874748&amp;xs=1&amp;url=https%3A%2F%2Fwww.xcritical.in%2Fblog%2Fover-the-counter-otc-trading-what-is-it-and-how-it-works%2F&amp;sref=rss"><img 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' alt='over the counter exchange' width='402px'/></a></p>
<h2>Stock Trading Vs Buying And Selling In Foreign Exchange</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="606px" alt="proprietary trading"/></p>
<p>Such corporations need to comply with an extended row of regulations to function properly due to the robust oversight imposed by the SEC. As for the overall rules that have to be followed by the proprietary buying and selling companies, limitation of banks in the field of proprietary buying and selling, the so-called Volcker Rule, is crucially essential. Moreover, sudden market volatility can sweep away well-laid strategies in mere seconds leaving corporations to bear the brunt of monetary losses. Additionally, strict rules by government our bodies like the Securities and Exchange Commission (SEC) can probably limit proprietary trading operations significantly.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="605px" alt="proprietary trading"/></p>
<h2>China Foreign Exchange Panel Proposes Cap On Banks&#8217; Proprietary Buying And Selling</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="608px" alt="proprietary trading"/></p>
<p>Secondly, firms and corporations within the financial domain have a tendency to have a better competitive advantage over the retail investor phase. They not solely possess considerably bigger quantities of funding capital, but additionally have higher and quicker entry to high-level, price-sensitive data, which they will use to their benefit. Proprietary trading allows monetary institutions to enjoy a higher rate of return when in comparison with investing in other options like bonds and term deposits. Property buying and selling refers to a monetary firm or commercial bank that invests for direct market achieve versus incomes a commission by buying and selling on behalf of shoppers.</p>
<p>As regulations evolve and markets turn out to be extra interconnected, the strategies and approaches of proprietary buying and selling desks will continue to advance, remaining a vital a half of the worldwide monetary ecosystem. Traditional banks and investment corporations used this strategy not solely to spice up their profits but in addition to hedge against the fluctuations in numerous markets. However, the main breakthrough came with the appearance of know-how that offered real-time data evaluation and opened up financial markets worldwide via digital platforms. Financial institutions such as banks, hedge funds, and proprietary trading companies engage in proprietary trading.</p>
<p>Bank staff taking part in such exercise are sometimes referred to in City parlance as the “prop desk”. Moneycontrol spoke to two such traders who traded in equity derivatives via proprietary broking corporations, known as prop trading corporations in market parlance. While there are engaging advantages, proprietary trading does maintain its fair share of risks too! The most outstanding risk is financial loss—if trades go south, it&#8217;s the agency&#8217;s money in danger, not the shoppers&#8217;. The main aim of proprietary trading companies is to generate profits for the agency itself by actively buying and selling stocks and other securities utilizing their very own capital. By buying and promoting monetary products, financial institutions that interact in proprietary trading can add liquidity to the market.</p>
<p>Investments in the securities market are subject to market risk, read all associated documents rigorously earlier than investing. NSE rules stipulate that the power of putting orders on a proprietary account via buying and selling terminals shall be prolonged solely at one location as specified by brokers. In case any broker desires to use a proprietary account by way of trading terminals from multiple location, the dealer has to submit an utility to the exchange, giving reasons for the same. However, the workers operating the terminals need to be present at that location. As for the deposit to be given to the broking agency, it was routed via a privately held agency so that there was no paper trail linking the dealer to the traders.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="603px" alt="proprietary trading"/></p>
<p>Link to Administrators for the purpose of offering administrative services corresponding to reporting. Create statement templates referred to as Flex Queries, which let you customise your activity information at the most granular level and obtain in XML or text format. 90+ order types – from restrict orders to complicated algorithmic buying and selling – allow you to execute any trading technique. IBKR combines deep inventory availability, transparent stock loan charges, global reach, devoted assist and automatic tools to simplify the financing course of and allow you to concentrate on executing your strategies. Download the Bajaj Finserv App today and experience the comfort of managing your funds on one app. Trusted by 50 million+ prospects in India, Bajaj Finserv App is a one-stop resolution for all your financial wants and goals.</p>
<p>Edelweiss Capital, IDBI Capital Market Services Ltd., Jaypee Capital Services Ltd., are a few of the companies engaged in proprietary buying and selling in India. The risk of loss in on-line buying and selling of shares, choices, futures, currencies, foreign equities, and stuck Income can be substantial. The details talked about in the respective product/ service document shall prevail in case of any inconsistency with respect to the information referring to BFL services on this page. The TBO Tek IPO was booked over eighty instances at shut on robust interest from non-institutional traders. Ahead of the IPO opening, the corporate raised practically Rs 697 crore from anchor buyers.</p>
<p>Besides being compliant with guidelines, proprietary trading corporations should practice first rate habits to realize extra public trust. The determination about which instruments to commerce is predicated on a quantity of components like trader expertise, market conditions, and profit potential. Stocks are generally traded as they provide ample alternatives for income due to their price volatility. You usually are not accountable to any shoppers or prospects as you&#8217;re utilizing your own money to commerce. This independence facilitates sooner decision-making and uncapped potential for profits.</p>
<p>Before trading security futures, learn the Security Futures Risk Disclosure Statement. Structured products and stuck revenue products such as bonds are complicated merchandise which might be extra risky and usually are not appropriate for all buyers. Banks in India can engage in proprietary buying and selling not like their counterparts in the United States.</p>
<p>Additionally, prop trading in India offers firms the liberty to create and execute strategies without the need for client approval. This autonomy can lead to revolutionary buying and selling approaches and guarantee swifter and more environment friendly use of market alternatives. The firm&#8217;s appeal stems from its robust technological basis, leveraging a proprietary platform. Not solely might the prop desk be betting on the direction of share costs, performing like an in-house hedge fund, it might also be gambling on property, advanced derivatives, commodities ,or any traded asset.</p>
<p>Also known as &#8220;prop trading," this sort of trading exercise occurs when a financial agency chooses to reap the benefits of market actions quite than thin-margin commissions obtained through buying and selling with clients. Property trading may contain bonds, stock, currencies, commodities, or different devices. Proprietary traders use a monetary institution&#8217;s own cash to commerce in financial assets as an alternative of client funds to place trades on their behalf. This method permits a company to retain all income from profitable trades, probably growing the business’s overall profits significantly. Proprietary buying and selling, also known as prop buying and selling, is when a financial agency trades on inventory exchanges using its personal funds with an purpose to achieve profits.</p>
]]></content:encoded>
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		<item>
		<title>Key Features For Web3 Wallets In 2024</title>
		<link>https://news.goodlife.tw/key-features-for-web3-wallets-in-2024-2/</link>
		<comments>https://news.goodlife.tw/key-features-for-web3-wallets-in-2024-2/#comments</comments>
		<pubDate>Sat, 11 Jan 2025 04:57:02 +0000</pubDate>
		<dc:creator><![CDATA[Christine]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">https://news.goodlife.tw/?p=60237</guid>
		<description><![CDATA[Smart contracts assist monitor ...]]></description>
				<content:encoded><![CDATA[<p>Smart contracts assist monitor items as they move from one place to a different. Each step of the supply chain can be recorded on the blockchain. Payments could be released routinely when items attain a specific location or meet quality standards. Good contracts run precisely as they&#8217;re written by the developer. Once they&#8217;re created and deployed, they can&#8217;t act in another way.</p>
<p>A well-known Web3 Improvement Company ought to keep these in mind. There are regulatory challenges corresponding to enforceability, jurisdictional issues <a href="http://go.redirectingat.com/?id=29769X874748&amp;xs=1&amp;url=https%3A%2F%2Fwww.xcritical.in%2F&amp;sref=rss">https://www.xcritical.in/</a>, and making certain compliance with present rules. Good contracts may help maintain mental property and copyright safety.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="602px" alt="Key Features of Smart Contract Wallets" src="https://www.xcritical.in/wp-content/uploads/2022/12/trade-without-borders-with-xcritical-terminal-img-3-768x416.webp"/></p>
<h2>Nfts: Undoubtedly Now The Discuss Of The Town! If You Are Wondering What Are Nfts, Watch The Video Now</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="600px" alt="Key Features of Smart Contract Wallets" src="https://www.xcritical.in/wp-content/uploads/2022/12/trade-without-borders-with-xcritical-terminal-768x416.webp"/></p>
<p>Sensible contracts present extra privateness than conventional contracts, and their execution is significantly faster. They are democratizing entry by allowing any user to use them and conduct enterprise efficiently. Know-how is being adopted by us at various ranges in our every day lives. Most daily activities are becoming automated, together with contracts. Discover the realistic timeline to launch a crypto token or coin, from planning and smart contract improvement to audits, marketing, and trade listing.</p>
<h2>What Are Good Accounts In Web3?</h2>
<p>A Web3 wallet permits users to generate and manage non-public and public keys, that are important for interacting with blockchain networks. When a person needs to carry out a transaction or work together with a dApp, the Web3 wallet creates a digital signature utilizing the personal key to verify the consumer&#8217;s identification and the transaction&#8217;s authenticity. Sensible contracts are nonetheless comparatively new, and their rules are nonetheless evolving. They offer thrilling purposes and potentialities however must address challenges, similar to legal enforceability and other coding vulnerabilities. We might witness a hybrid future that combines the strengths of traditional and smart contracts.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="608px" alt="Key Features of Smart Contract Wallets" src="https://www.xcritical.in/wp-content/uploads/2022/12/trade-without-borders-with-xcritical-terminal-img-2-768x416.webp"/></p>
<h2>Characteristics Of Eoas</h2>
<p>DIDs permit customers to control their identification independently, whereas VCs enable the secure sharing of verified data without compromising privacy. Both DIDs and VCs are the important thing foundational technologies within the Web3 ecosystem. Sensible Profiles make use of each applied sciences to make sure privacy and safety. By enabling programmable behavior and customizable recovery choices, Smart Accounts unlocked many new prospects for decentralized finance (DeFi), governance, and different Web3 purposes. This flexibility is a key cause Smart Accounts are thought of the second era of Web3 wallets. Peer-to-peer (P2P) transaction abilities are important, permitting customers to send and obtain belongings instantly without intermediaries.</p>
<h2>Traits Of Smart Accounts:</h2>
<p>Good Profiles aren&#8217;t just a tool for managing digital property. They empower users to navigate the decentralized Web3 easily with unified, secure, and privacy-preserving identification administration. Since Web3 continues to be set on sail for a change, so will the wallets, and Good Profiles are in the end the next step in the pockets evolution of a user-centric web3. Smart Profiles symbolize the subsequent evolution in wallet know-how, also known as Wallet three.0. While traditional wallets were designed primarily for managing digital belongings, Good Profiles take the wallet idea a lot additional.</p>
<p>Atomic asset swaps depend on cross-chain interoperability to execute hash time-locked contracts that ensure every get together gets the promised property. These can be used to swap fungible tokens and NFTs between Oracle Blockchain Platform and Ethereum or different ledgers. Current Ethereum-based apps developed in Solidity can be utilized on Oracle Blockchain leveraging our Ethereum Digital Machine help. This permits present Solidity purposes to be deployed on a permissioned blockchain and executed without charging Ethereum “gas” fees and related high-energy consumption and carbon dioxide emissions. Out There web3 provider fab3 exposes Ethereum-compatible JSON distant procedure call interfaces for many consumer (“wallet”) purposes interacting with Solidity sensible contracts. Suitable with ERC-721 token specifications for non-fungible tokens.</p>
<ul>
<li>They can democratize entry to the justice system by decreasing legal charges and different legal complexities.</li>
<li>Web3 wallets, even offer broader functionalities, like interacting with dApps, executing good contracts, and fascinating in DeFi protocols.</li>
<li>They can cut back the time spent preparing and maintaining legal documents, resulting in value savings.</li>
<li>Traditional contracts can simply be altered, leading to disputes.</li>
<li>This reduces paperwork, saves time, and removes the necessity for brokers and attorneys.</li>
<li>Smart contracts execute automatically by code, however resolving disputes, errors, or fraud typically requires conventional legal techniques.</li>
</ul>
<p>In decentralized finance, sensible contracts are used for lending, borrowing, buying and selling, and payments. For instance, a smart contract may give a loan when a person deposits sufficient <a href="http://go.redirectingat.com/?id=29769X874748&amp;xs=1&amp;url=https%3A%2F%2Fwww.google.com%2Fsearch%3Fq%3DDigital%2Basset%26amp%3Bnum%3D10%26amp%3Bsca_esv%3D8ecf68fec1b05011%26amp%3Bei%3DqsNWZ7znO7WvhbIP_eyCmAw%26amp%3Bved%3D0ahUKEwi85J7ZupqKAxW1V0EAHX22AMMQ4dUDCA8%26amp%3Buact%3D5%26amp%3Boq%3DDigital%2Basset%26amp%3Bgs_lp%3DEgxnd3Mtd2l6LXNlcnAiDURpZ2l0YWwgYXNzZXQyBRAAGIAEMgsQABiABBiRAhiKBTIFEAAYgAQyBRAAGIAEMgUQABiABDIFEAAYgAQyBRAAGIAEMgsQABiABBiRAhiKBTIFEAAYgAQyBRAAGIAESOsEUABYAHAAeAGQAQCYAboBoAG6AaoBAzAuMbgBA8gBAPgBAvgBAZgCAaACwgGYAwCSBwMwLjGgB7MF%26amp%3Bsclient%3Dgws-wiz-serp&amp;sref=rss">Stablecoin</a> belongings as security. It can even collect curiosity and manage repayments routinely.</p>
<p>Smart legal contracts are much like conventional legal agreements but are written in laptop code. These contracts comply with easy “if this happens, then do that” guidelines <a href="http://go.redirectingat.com/?id=29769X874748&amp;xs=1&amp;url=https%3A%2F%2Fwww.xcritical.in%2Fblog%2Fsmart-contract-wallet-what-is-it-and-pros-and-cons%2F&amp;sref=rss">Smart Contract Wallet</a>. When all situations are met, the contract executes mechanically. For instance, a sensible contract can launch fee once a service is completed.</p>
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		<title>Key Features For Web3 Wallets In 2024</title>
		<link>https://news.goodlife.tw/key-features-for-web3-wallets-in-2024/</link>
		<comments>https://news.goodlife.tw/key-features-for-web3-wallets-in-2024/#comments</comments>
		<pubDate>Sat, 11 Jan 2025 04:57:02 +0000</pubDate>
		<dc:creator><![CDATA[Christine]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">https://news.goodlife.tw/?p=60235</guid>
		<description><![CDATA[Smart contracts assist monitor ...]]></description>
				<content:encoded><![CDATA[<p>Smart contracts assist monitor items as they move from one place to a different. Each step of the supply chain can be recorded on the blockchain. Payments could be released routinely when items attain a specific location or meet quality standards. Good contracts run precisely as they&#8217;re written by the developer. Once they&#8217;re created and deployed, they can&#8217;t act in another way.</p>
<p>A well-known Web3 Improvement Company ought to keep these in mind. There are regulatory challenges corresponding to enforceability, jurisdictional issues <a href="http://go.redirectingat.com/?id=29769X874748&amp;xs=1&amp;url=https%3A%2F%2Fwww.xcritical.in%2F&amp;sref=rss">https://www.xcritical.in/</a>, and making certain compliance with present rules. Good contracts may help maintain mental property and copyright safety.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="602px" alt="Key Features of Smart Contract Wallets" src="https://www.xcritical.in/wp-content/uploads/2022/12/trade-without-borders-with-xcritical-terminal-img-3-768x416.webp"/></p>
<h2>Nfts: Undoubtedly Now The Discuss Of The Town! If You Are Wondering What Are Nfts, Watch The Video Now</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="600px" alt="Key Features of Smart Contract Wallets" src="https://www.xcritical.in/wp-content/uploads/2022/12/trade-without-borders-with-xcritical-terminal-768x416.webp"/></p>
<p>Sensible contracts present extra privateness than conventional contracts, and their execution is significantly faster. They are democratizing entry by allowing any user to use them and conduct enterprise efficiently. Know-how is being adopted by us at various ranges in our every day lives. Most daily activities are becoming automated, together with contracts. Discover the realistic timeline to launch a crypto token or coin, from planning and smart contract improvement to audits, marketing, and trade listing.</p>
<h2>What Are Good Accounts In Web3?</h2>
<p>A Web3 wallet permits users to generate and manage non-public and public keys, that are important for interacting with blockchain networks. When a person needs to carry out a transaction or work together with a dApp, the Web3 wallet creates a digital signature utilizing the personal key to verify the consumer&#8217;s identification and the transaction&#8217;s authenticity. Sensible contracts are nonetheless comparatively new, and their rules are nonetheless evolving. They offer thrilling purposes and potentialities however must address challenges, similar to legal enforceability and other coding vulnerabilities. We might witness a hybrid future that combines the strengths of traditional and smart contracts.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="608px" alt="Key Features of Smart Contract Wallets" src="https://www.xcritical.in/wp-content/uploads/2022/12/trade-without-borders-with-xcritical-terminal-img-2-768x416.webp"/></p>
<h2>Characteristics Of Eoas</h2>
<p>DIDs permit customers to control their identification independently, whereas VCs enable the secure sharing of verified data without compromising privacy. Both DIDs and VCs are the important thing foundational technologies within the Web3 ecosystem. Sensible Profiles make use of each applied sciences to make sure privacy and safety. By enabling programmable behavior and customizable recovery choices, Smart Accounts unlocked many new prospects for decentralized finance (DeFi), governance, and different Web3 purposes. This flexibility is a key cause Smart Accounts are thought of the second era of Web3 wallets. Peer-to-peer (P2P) transaction abilities are important, permitting customers to send and obtain belongings instantly without intermediaries.</p>
<h2>Traits Of Smart Accounts:</h2>
<p>Good Profiles aren&#8217;t just a tool for managing digital property. They empower users to navigate the decentralized Web3 easily with unified, secure, and privacy-preserving identification administration. Since Web3 continues to be set on sail for a change, so will the wallets, and Good Profiles are in the end the next step in the pockets evolution of a user-centric web3. Smart Profiles symbolize the subsequent evolution in wallet know-how, also known as Wallet three.0. While traditional wallets were designed primarily for managing digital belongings, Good Profiles take the wallet idea a lot additional.</p>
<p>Atomic asset swaps depend on cross-chain interoperability to execute hash time-locked contracts that ensure every get together gets the promised property. These can be used to swap fungible tokens and NFTs between Oracle Blockchain Platform and Ethereum or different ledgers. Current Ethereum-based apps developed in Solidity can be utilized on Oracle Blockchain leveraging our Ethereum Digital Machine help. This permits present Solidity purposes to be deployed on a permissioned blockchain and executed without charging Ethereum “gas” fees and related high-energy consumption and carbon dioxide emissions. Out There web3 provider fab3 exposes Ethereum-compatible JSON distant procedure call interfaces for many consumer (“wallet”) purposes interacting with Solidity sensible contracts. Suitable with ERC-721 token specifications for non-fungible tokens.</p>
<ul>
<li>They can democratize entry to the justice system by decreasing legal charges and different legal complexities.</li>
<li>Web3 wallets, even offer broader functionalities, like interacting with dApps, executing good contracts, and fascinating in DeFi protocols.</li>
<li>They can cut back the time spent preparing and maintaining legal documents, resulting in value savings.</li>
<li>Traditional contracts can simply be altered, leading to disputes.</li>
<li>This reduces paperwork, saves time, and removes the necessity for brokers and attorneys.</li>
<li>Smart contracts execute automatically by code, however resolving disputes, errors, or fraud typically requires conventional legal techniques.</li>
</ul>
<p>In decentralized finance, sensible contracts are used for lending, borrowing, buying and selling, and payments. For instance, a smart contract may give a loan when a person deposits sufficient <a href="http://go.redirectingat.com/?id=29769X874748&amp;xs=1&amp;url=https%3A%2F%2Fwww.google.com%2Fsearch%3Fq%3DDigital%2Basset%26amp%3Bnum%3D10%26amp%3Bsca_esv%3D8ecf68fec1b05011%26amp%3Bei%3DqsNWZ7znO7WvhbIP_eyCmAw%26amp%3Bved%3D0ahUKEwi85J7ZupqKAxW1V0EAHX22AMMQ4dUDCA8%26amp%3Buact%3D5%26amp%3Boq%3DDigital%2Basset%26amp%3Bgs_lp%3DEgxnd3Mtd2l6LXNlcnAiDURpZ2l0YWwgYXNzZXQyBRAAGIAEMgsQABiABBiRAhiKBTIFEAAYgAQyBRAAGIAEMgUQABiABDIFEAAYgAQyBRAAGIAEMgsQABiABBiRAhiKBTIFEAAYgAQyBRAAGIAESOsEUABYAHAAeAGQAQCYAboBoAG6AaoBAzAuMbgBA8gBAPgBAvgBAZgCAaACwgGYAwCSBwMwLjGgB7MF%26amp%3Bsclient%3Dgws-wiz-serp&amp;sref=rss">Stablecoin</a> belongings as security. It can even collect curiosity and manage repayments routinely.</p>
<p>Smart legal contracts are much like conventional legal agreements but are written in laptop code. These contracts comply with easy “if this happens, then do that” guidelines <a href="http://go.redirectingat.com/?id=29769X874748&amp;xs=1&amp;url=https%3A%2F%2Fwww.xcritical.in%2Fblog%2Fsmart-contract-wallet-what-is-it-and-pros-and-cons%2F&amp;sref=rss">Smart Contract Wallet</a>. When all situations are met, the contract executes mechanically. For instance, a sensible contract can launch fee once a service is completed.</p>
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