<?xml version="1.0" encoding="UTF-8"?><rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>FinTech &#8211; g4gift</title>
	<atom:link href="https://g4gift.in/category/fintech-3/feed/" rel="self" type="application/rss+xml" />
	<link>https://g4gift.in</link>
	<description></description>
	<lastBuildDate>Mon, 10 Jun 2024 07:50:42 +0000</lastBuildDate>
	<language>en-US</language>
	<sy:updatePeriod>
	hourly	</sy:updatePeriod>
	<sy:updateFrequency>
	1	</sy:updateFrequency>
	<generator>https://wordpress.org/?v=6.8.5</generator>

<image>
	<url>https://g4gift.in/wp-content/uploads/2023/03/cropped-512-512Site-32x32.png</url>
	<title>FinTech &#8211; g4gift</title>
	<link>https://g4gift.in</link>
	<width>32</width>
	<height>32</height>
</image> 
	<item>
		<title>Understanding Mobile Attribution: A Comprehensive Guide</title>
		<link>https://g4gift.in/2024/06/09/understanding-mobile-attribution-a-comprehensive/</link>
					<comments>https://g4gift.in/2024/06/09/understanding-mobile-attribution-a-comprehensive/#respond</comments>
		
		<dc:creator><![CDATA[RJ Enterprice]]></dc:creator>
		<pubDate>Sun, 09 Jun 2024 19:48:29 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://g4gift.in/?p=11299</guid>

					<description><![CDATA[Bidease, an AdTech startup on a mission to bring fully transparent, value-driven advertising to the mobile world. In conclusion, the decision to have an in-house team or outsource it depends on various factors, including those mentioned above. By carefully evaluating the advantages of these approaches and considering the questions provided, advertisers can make informed decisions &#8230; <a href="https://g4gift.in/2024/06/09/understanding-mobile-attribution-a-comprehensive/" class="more-link">Continue reading <span class="screen-reader-text">Understanding Mobile Attribution: A Comprehensive Guide</span></a>]]></description>
										<content:encoded><![CDATA[<p>Bidease, an AdTech startup on a mission to bring fully transparent, value-driven advertising to the mobile world. In conclusion, the decision to have an in-house team or  outsource it depends on various factors, including those mentioned above. By carefully evaluating the advantages of these approaches and considering the questions provided, advertisers can make informed decisions that align with their unique needs and goals.</p>
<ul>
<li>Look for an MMP that uses data clean rooms, or a vetted pool of first-party data from multiple data sources, which can verify your data without exposing personally identifiable information (PII).</li>
<li>He produces editorial content for marketers on topics such as fraud, user acquisition and mobile marketing strategy.</li>
<li>It is extremely difficult for an attribution provider to recover from such a problem.</li>
</ul>
<p>When done correctly, mobile attribution can help you better understand which campaigns are driving results and convert those insights into better-performing future campaigns. Another challenge is that there is no one-size-fits-all approach to attribution, so businesses must choose an attribution model that fits their specific needs. The W-shaped attribution model acknowledges the importance of the buyer’s journey’s beginning, end, and middle touchpoints. This model makes sure that no one interaction is responsible for the final outcome.</p>
<h2>Final Consideration Under Mobile Attribution</h2>
<p>With the lead conversion touch attribution model, the website is given 100% of the credit. Imagine you see an ad on TV, engage with a funny Instagram post from the same brand, then buy the product at a physical store. It’s not an easy question, which is why there are several marketing attribution models to consider. Platforms like Google Ads often measure success based on which ad creative drives the most conversions, which leads marketers to look at their ad campaigns in a very linear way. But attribution is about understanding the holistic picture, and provides a measured response to how each impression contributes to that eventual conversion. While it may be tempting to double down on ad creatives that convert the best, it’s equally important to understand the impact of the ads that lead up to that point.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="image/jpg;base64,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" width="305px" alt="mobile marketing attribution" /></p>
<p>They are straightforward, relatively easy to implement, and do not necessarily require extensive user-level data. They are a starting point for developers and marketers who are <a href="https://forexbitcoin.info/how-are-ndfs-non-deliverable-forwards-priced/">How Are Ndfs Non-deliverable Forwards Priced</a> just dipping their toes in the realm of attribution. Before we get into the nitty gritty of how it works, it’s important to keep in mind the value of mobile attribution.</p>
<h2>Offer data dashboards</h2>
<p>A state-of-the-art mobile DSP can provide comprehensive options to target the most relevant audience precisely. Our DSP solution helps advertisers achieve their strategic marketing goals due to efficient mobile campaigns and their precise attribution. Such attribution is based on specific device configurations (not the actual fingerprinting). This metric is used in mobile attribution analytics when it comes to apps. It reflects the price of advertising divided by the number of app installations.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="image/jpg;base64,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" width="301px" alt="mobile marketing attribution" /></p>
<p>Over the past few years, mobile short codes have been increasingly popular as a new channel to communicate to the mobile consumer. Brands have begun to treat the mobile shortcode as a mobile domain name, allowing the consumer to text message the brand at an event, in-store and off any traditional media. Attribution enables businesses to allocate their marketing budget wisely.</p>
<h2>Research: How Different Generations Engage with Games?</h2>
<p>Unlike many legacy attribution tools, Singular goes beyond simply answering the question of where an install originated from. With our integration of both campaign and conversion data, Singular’s mobile attribution solution can also be customized to each businesses’ unique KPIs and connected to existing BI and backend tools. “Fingerprinting,” a probabilistic attribution technology, is banned as well, even if you have explicit permission to track from users via ATT. On iOS, attribution technology now operates via SKAdNetwork, a deterministic framework for mobile app install attribution that is privacy-preserving.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="image/jpg;base64,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" width="306px" alt="mobile marketing attribution" /></p>
<p>The need of the hour is to embrace attribution models that respect user privacy while providing effective insights into user acquisition and conversions. For example, let’s say a potential user first discovers your app via a Facebook post, but finally installs the app after clicking on a TikTok ad. Under the last touch attribution model, all credit for the conversion would go to the TikTok ad, because it was the last touchpoint before the user installed the app. This article is a deep dive into different attribution models and the challenges and solutions that lie ahead. It will help you enhance your understanding of user behavior and campaign performance amidst the privacy upheavals as well as choose the best attribution platform. Mobile attribution allows businesses to accurately calculate the ROI of their marketing campaigns by tracking the cost of acquiring users and comparing it to the revenue generated from those users.</p>
<h2>Marketing attribution strategy: Best practices and implementation</h2>
<p>This involves collecting information about a user’s device, such as their browser type and version, screen resolution, and operating system. Pond&#8217;s created an ad for one of their acne products that was interactive in that when a person looked at their phone, the camera would capture their features and highlight acne-prone areas. The ad didn&#8217;t require any software to be downloaded or for the user to visit any other site. Operators around the world are connected by a network known as Signaling System #7. It&#8217;s used to exchange information related to phone calls, number translations, prepaid billing systems, and is the backbone of SMS. It’s important for marketers because it helps them connect their actions to results.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="image/jpeg;base64,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" width="308px" alt="mobile marketing attribution" /></p>
<p>It is important to note that message pricing, message delivery, and service offerings will also differ substantially from country to country. Texting is simple, however, when it comes to SMS marketing &#8211; there are many different content structures that can be implemented. Popular message types include sale alerts, reminders, keywords, and multimedia messaging services (MMS). Providing attribution data as a service relies heavily on a foundation of trust the attribution provider builds with its customers and partners. When this trust is violated, the attribution provider’s products and services can no longer be perceived as reliable. It is extremely difficult for an attribution provider to recover from such a problem.</p>
<h2>Mobile Marketing: Definition, How It Works, and Examples</h2>
<p>Multi-touch attribution reveals the whole picture of user journeys by setting equal credit values for each step. It recognizes all advertising channels the user interacts with during their journey rather than just one ad. Or do users need to be engaged across multiple touchpoints before making the final decision? Investing in a complicated attribution process wouldn’t be worthwhile for short purchase journeys, but could be justified for apps with longer consideration cycles. While they’re both essential in evaluating the effectiveness of marketing campaigns, attribution and measurement describe different things.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="image/jpeg;base64,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" width="301px" alt="mobile marketing attribution" /></p>
<p>By identifying which campaigns are driving the most engagement and revenue, companies can optimize their messaging and targeting to improve performance in real time. Businesses can determine which campaigns are driving the most engagement and revenue and optimize their campaigns in real time, making adjustments to targeting  and messaging to improve overall performance. There are a variety of ways that mobile ad marketing campaigns can be paid for. These include flat fees for running an ad for a certain period of time, or on a cost-per-click basis, a cost-per-thousand basis, or a cost-per-acquisition basis. Facebook, Google, Apple, Instagram, and other social platforms all offer the ability to start your own mobile marketing campaign. In regards to online related advertising, mobile marketing is much easier to access.</p>
<p>Conversion rate is the ratio of installations of a mobile app to the overall number of clicks coming from an advertising campaign. It is calculated as the percentage relationship between the total (for the reporting period) a number of installations and clicks. There are different metrics used for mobile and app marketing attribution, let’s review some of the most popular.</p>
<h2>How Singular provides mobile attribution</h2>
<p>A comprehensive understanding of customer behavior and the factors influencing their purchasing decisions allows e-commerce brands to tailor their marketing efforts. This targeted approach helps reach the right audience with the right message at the right time. Samuel Harries is a Content Manager at Adjust, the industry leader in mobile measurement and fraud prevention. He produces editorial content for marketers on topics such as fraud, user acquisition and mobile marketing strategy. Its API allows marketers to run ads and simultaneously ensure users&#8217; privacy.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://g4gift.in/2024/06/09/understanding-mobile-attribution-a-comprehensive/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Multi Cryptocurrency Wallet Development in USA Multi Currency Wallet development Services in NYC</title>
		<link>https://g4gift.in/2024/06/08/multi-cryptocurrency-wallet-development-in-usa/</link>
					<comments>https://g4gift.in/2024/06/08/multi-cryptocurrency-wallet-development-in-usa/#respond</comments>
		
		<dc:creator><![CDATA[RJ Enterprice]]></dc:creator>
		<pubDate>Sat, 08 Jun 2024 20:57:51 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://g4gift.in/?p=11295</guid>

					<description><![CDATA[We create cryptocurrency wallets that support and provide access to a wide array of cryptocurrencies and tokens that allow users to store and make transactions effortlessly within the same platform. Experience decentralized finance with cryptocurrency wallet solutions that provide seamless access to DeFi platforms and protocols. We design wallets that empower users to lend, borrow, &#8230; <a href="https://g4gift.in/2024/06/08/multi-cryptocurrency-wallet-development-in-usa/" class="more-link">Continue reading <span class="screen-reader-text">Multi Cryptocurrency Wallet Development in USA Multi Currency Wallet development Services in NYC</span></a>]]></description>
										<content:encoded><![CDATA[<p>We create cryptocurrency wallets that support and provide access to a wide array of cryptocurrencies and tokens that allow users to store and make transactions effortlessly within the same platform. Experience decentralized finance with cryptocurrency wallet solutions that provide seamless access to DeFi platforms and protocols. We design wallets that empower users to lend, borrow, earn interest, and trade cryptocurrencies without intermediaries. Our Cryptocurrency Wallet Development Company in Brazil delivers immersive, top-notch experiences by leveraging advanced technology and inventive design. Our team pioneered the development of a cutting-edge WEB3 wallet, enabling users to seamlessly access decentralized applications (dApps) and interact with the blockchain. Our solution provides a secure and user-friendly interface, private key management, and integration with popular WEB3 platforms.</p>
<ul>
<li>Implementing robust security measures and educating users can mitigate these threats.</li>
<li>Many platforms, including Binance and Coinbase, have added the ability to stake cryptocurrencies using a cryptocurrency wallet.</li>
<li>Additionally, our wallets are integrated with Anti-Denial of Service (Dos) and Anti-Distributed Denial Of Service (DDoS) to protect against security threats.</li>
<li>Launch a platform where users can earn, transfer, and monitor virtual currencies.</li>
<li>We create cryptocurrency wallets that support and provide access to a wide array of cryptocurrencies and tokens that allow users to store and make transactions effortlessly within the same platform.</li>
</ul>
<p>The architecture acts as a blueprint for all subsequent steps of development. Crypto Wallets are among the prime targets of cyber criminals, so security threat is very common for these wallets. OakTree Apps enhances the security by developing a secure code for your Crypto Wallet development. With the right expertise onboard we can build multi-crypto compatible wallets. For example Bitcoin, Ethereum, Litecoin and more can be supported in our Crypto Wallets with this feature. Enhance the security of your Crypto Wallet with our premium multi-factor authentication feature.</p>
<h2>How To Build a Stock Trading App: Step-By-Step Guide With Costs And Timeframes</h2>
<p>Crypto.com DeFi wallet is ideal for users who want complete control over their private keys and funds. It offers various DeFi services, including token storage, staking, swapping, transferring, and interacting with decentralized apps. The Crypto Wallet development cost duration can vary based on factors like- features, type, technologies, development team size, development process duration and many more. A custom Crypto wallet with basic functionalities can take 3-6 months, with medium-complex functionalities 6-8 months, and with highly-complex functionalities it can take more than 9 months.</p>
<p>Being the superlative cryptocurrency wallet development company, Calibraint provides substantial development support to offer cutting-edge cryptocurrency wallet applications. Our cryptocurrency wallet development solutions offer a range of significant features designed to enhance security, usability, and functionality. Maticz is one of the best crypto wallet development companies offering end-to-end crypto wallet development services at an affordable cost. We develop crypto wallets that support unlimited cryptocurrencies, stablecoins, tokens, NFTs, etc.</p>
<h2>Cryptocurrency for Business</h2>
<p>It makes it possible to build apps compatible with Mac, Windows, and Linux. Useful Electron JS features include automatic updates, crash reporting, debugging and profiling. The development time for a crypto wallet depends on the complexity of the project, the type of wallet being developed, and the resources available. It can take anywhere from a few weeks to several months to launch a crypto wallet solution. Technical requirements for developing a crypto wallet include knowledge of blockchain technology, programming languages such as JavaScript, and experience with crypto libraries and APIs.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="image/jpeg;base64,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" width="302px" alt="multi cryptocurrency wallet development" /></p>
<p>Blockchain technology’s rapid development has led major financial organizations to invest heavily in its benefits. Startups, enterprises, and even Fortune 500 companies are now deeply involved, and the demand for secure transactions has turned cryptocurrency wallet development into a booming industry. A multicurrency crypto wallet is a type of crypto wallet that allows users to store multiple cryptocurrencies in a single wallet. They provide increased flexibility, accessibility, and security compared to using separate wallets for each currency. Hire our dedicated crypto wallet developers who guarantee you to meet your crypto business expectations with our custom wallet solutions.</p>
<h2>Industry Awards</h2>
<p>Backend developers ensure that the backend program meets the needs of front-end users. They use codes, tools, and frameworks to communicate with data and add components, such as smart contracts, tokens, and coins. Backup and recovery features are crucial for users to regain access to their wallets in case of device loss or malfunction. Multi-signature (multi-sig) wallets require multiple keys to authorize a transaction, adding an extra layer of security by distributing control. Cold wallets are offline wallets that provide higher security at the expense of convenience.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="image/jpg;base64,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" width="302px" alt="multi cryptocurrency wallet development" /></p>
<p>This helps us develop your Crypto Wallet customized as per your requirements which can help you achieve your business goals. Before developing it is better to understand what are the requirements and goals related to the Crypto Wallet. These discussions are to understand the requirements, business goals and plans, and also the feature specifications. Once we have the mentioned details we record them in a document we call “specification document”. This specification document serves as a roadmap for us to develop your Crypto Wallet and also ensures that everyone of us is on the same page. To maintain the security it is essential to verify the users with a proper KYC verification feature.</p>
<h2>How do I ensure my cryptocurrency wallet app is scalable?</h2>
<p>Look at reviews on platforms like Trustpilot and read user feedback to ensure their reliability. The next step in crypto wallet development is to create backend services. Backend development for the wallet is necessary for the interactions between the front end &amp; the blockchain and the execution of any smart contracts. Here are the answers to the most frequently asked questions about our crypto wallet development services.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="image/jpeg;base64,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" width="301px" alt="multi cryptocurrency wallet development" /></p>
<p>Maticz is a leading Cryptocurrency Wallet Development Company offering custom crypto wallet development services with the industry’s best crypto wallet developers. With hands-on experience in cutting-edge technologies like blockchain, web3, and smart contracts, we develop next-gen crypto wallets that are highly secured, compatible, and future-proof. Our crypto wallet developers are extremely proficient with several tech stacks like Web3, Blockchain, Smart Contracts, Solidity, Node.js, JavaScript, React, React Native, etc. Being a dedicated crypto wallet development company, we develop secure, versatile, and user-friendly crypto wallet solutions. Our services are designed to integrate advanced features into your solution and cater to the diverse needs of individuals and businesses alike. Our expert team is equipped to deliver personalized crypto solutions that are feature-rich &amp; highly reliable.</p>
<h2>Unrivaled Security</h2>
<p>Secure cryptowallets of our cryptocurrency wallet development company safeguard your privacy and protect coins from unauthorized access while complying with regulations. Our secure and fast cryptocurrency wallet solutions can help you launch non-custodial wallets and expand your portfolio to reach a larger network of clients with our cryptocurrency wallet developers. The  application development market offers many solutions of different price categories. Our company can share examples of ready-made crypto wallet applications. To diversify the portfolio, investors and traders buy and store several different cryptocurrencies at the same time. You can add the ability to create multiple accounts for different currencies to your crypto wallet application.</p>
<p>The client&#8217;s WEB3 wallet has gained significant recognition, empowering users to explore the decentralized web. Our team of blockchain developers has the expertise to provide enterprise-level cryptocurrency wallet development services. By using our unique solutions, you can gain an edge over your competitors.</p>
<p>Encouraging user adoption involves offering a compelling value proposition, providing excellent customer support, and ensuring a positive user experience. Integrating with blockchain nodes allows the wallet to interact <a href="https://forexaggregator.com/cryptocurrency/stock-to-buy-980-nse-stocks-trade-above-50-200/">dma stands for in trading</a> with the blockchain, facilitating transactions and accessing blockchain data. Two-factor authentication (2FA) adds an extra layer of security by requiring two forms of verification before granting access to the wallet.</p>
<h2>How to choose the best multi-chain wallet</h2>
<p>We hold the reputation for being the best cryptocurrency app development company, and we can face any challenge and deliver solutions for all industries. OakTree Apps, is one of the best crypto wallet development service providers, assess all your requirements and only then starts developing your DeFi Wallet. During the development process we  make sure the solution we are developing has all the functionalities to increase your chances of success. For example, our client approached Acropolium as a cryptocurrency development company to create a secure, user-friendly platform for instant trading and investment strategies. The cutting-edge crypto robo-advisor was designed for entry-level users to explore digital investments.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://g4gift.in/2024/06/08/multi-cryptocurrency-wallet-development-in-usa/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>The Professionals And Cons Of Forex Direct Market Entry Vs  Dealing Desk Trading</title>
		<link>https://g4gift.in/2024/06/03/the-professionals-and-cons-of-forex-direct-market/</link>
					<comments>https://g4gift.in/2024/06/03/the-professionals-and-cons-of-forex-direct-market/#respond</comments>
		
		<dc:creator><![CDATA[RJ Enterprice]]></dc:creator>
		<pubDate>Mon, 03 Jun 2024 20:28:07 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://g4gift.in/?p=11291</guid>

					<description><![CDATA[This degree of customization empowers merchants to implement their very own buying and selling strategies and take advantage of market alternatives. It’s the gateway to a variety of financial markets, including commodities, indices, foreign exchange, and stocks. In this sense, the trading platform is the middle man, because it has entry to exchanges and collates &#8230; <a href="https://g4gift.in/2024/06/03/the-professionals-and-cons-of-forex-direct-market/" class="more-link">Continue reading <span class="screen-reader-text">The Professionals And Cons Of Forex Direct Market Entry Vs  Dealing Desk Trading</span></a>]]></description>
										<content:encoded><![CDATA[<p>This degree of customization empowers merchants to implement their very own buying and selling strategies and take advantage of market alternatives. It’s the gateway to a variety of financial markets, including commodities, indices, foreign exchange, and stocks. In this sense, the trading platform is the middle man, because it has entry to exchanges and collates one of the best prices, and the software places orders on your behalf.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.xcritical.com/wp-content/uploads/feed_images/what-is-spot-trading-in-crypto-cfd-vs-spot-img-2-768x512.webp" width="309px" alt="Pros and Cons of DMA Trading" /></p>
<p>A market maker is a person or financial establishment that gives liquidity by quoting both purchase and promote costs for a financial instrument. Market makers facilitate buying and selling by at all times being keen to buy or sell at the quoted prices. On the opposite hand, DMA allows traders to entry the market instantly, bypassing market makers and executing trades at one of the best available costs. DMA pricing refers again to the pricing structure utilized by brokers or trading platforms providing the Direct Market Access feature.</p>
<h2>Share Buyback And Financial Statement Evaluation</h2>
<p>While some  CFD brokers have Forex with DMA buying and selling (IG Group for one) very few brokers offer this. One standout characteristic we’ve appreciated in our trading journey with Pepperstone is their worth improvement know-how. With this expertise, after you’ve positioned a trade, Pepperstone endeavours to safe that more beneficial fee for you if there’s a helpful value movement.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.xcritical.com/wp-content/uploads/2022/08/edd87a16-a8f5-44ad-be3c-c26d690d79d6-768x512.webp" width="303px" alt="Pros and Cons of DMA Trading" /></p>
<p>Remember, DMA trading presents unparalleled access to the market, and with the right platform and approach, you&#8217;ll be able to take your stock trading to the next level. You’ll need to open an account with a reputable brokerage firm that gives DMA companies. Once your account is set up, you can start accessing the market directly and reap the benefits of the advantages that DMA provides. But that’s not all – in this article, I’ll even be discussing the advantages of DMA, the vital thing features to look for in a DMA platform, and how to get began with DMA buying and selling.</p>
<h2>What Is The Distinction Between Dma And Otc?</h2>
<p>Online brokers within the UK have various options that cater to completely different traders’ needs. One such powerful function is Direct Market Access (DMA), which has gained appreciable reputation within the monetary markets over the years. DMA allows traders to attach instantly with exchanges and liquidity suppliers, providing a host of advantages and opportunities. As mentioned above, DMA buying and selling permits merchants to engage instantly with the change, thus eliminating the need for intermediaries like brokers.</p>
<p>After your account has been efficiently verified, it&#8217;s time to fund your DMA trading account per your broker’s minimal deposit requirement. DMA brokers supply various fee strategies for depositing funds, together with bank transfers, credit/debit playing cards, and digital wallets. Choose the cost technique that fits you greatest and observe the directions supplied by the dealer to finish the deposit process. Begin by visiting the net site of your chosen DMA broker from our recommended list. Click on any of the offered hyperlinks to quickly entry the broker’s web site and take the time to explore its choices.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.xcritical.com/wp-content/uploads/2022/11/bitcoin-address-wallet-14-768x421.webp" width="304px" alt="Pros and Cons of DMA Trading" /></p>
<p>See beneath the 5 easy steps involved in getting began with a DMA broker in the UK. When choosing the most effective DMA dealer in the UK, prioritise your need to identify a suitable possibility. Among the features you want to think about embrace the broker’s fees and assets, which we&#8217;ve highlighted within the tables below for informed decisions. The information on this web site is prepared with out considering your goals, financial scenario or wants. Consequently, you must contemplate the information in gentle of your aims, monetary situation and desires.</p>
<h2>What Are The Professionals And Cons Of Direct Market Entry Brokers?</h2>
<p>Having completely examined Plus500‘s services, we confidently acknowledge its place as the UK’s premier CFD DMA (Direct Market Access) dealer. Our extensive expertise with the platform showcased its exceptional features, starting with commission-free trades. Users will solely incur spreads, starting from 0.zero pips and transact with out additional expenses. The platform’s DMA model facilitates direct entry to major stock exchanges’ order books, allowing traders to work together with liquidity suppliers and access real-time market pricing.</p>
<p>DMA is closely regulated, which is often a good thing as a result of it ensures that trades are carried out in a responsible means. However, it could additionally make buying and selling less flexible than over-the-counter (OTC) trades. Finally, since costs are gathered from a big selection of global banks, stock <a href="https://www.xcritical.com/blog/direct-market-access-dma-understanding-uses-and-benefits/">direct market access forex</a> or currency exchanges and liquidity suppliers, you&#8217;ll have the ability to make certain that DMA provides aggressive prices. We appreciated that HF Markets supplies DMA pricing for equities from international exchanges. This is bolstered by their integration with the highly regarded MT 5 buying and selling platform.</p>
<h2>Do Market Makers Use Dma?</h2>
<p>Direct Market Access (DMA) has revolutionized the means in which shares are traded, providing quite a few advantages to merchants. In this article, we are going to discover the professionals and cons of DMA in shares buying and selling, beginning with the benefits. A direct market entry order is a commerce placed by a dealer instantly with an change on its order books without having to undergo a brokerage as an intermediary. This allows transparency, effectivity, and better pricing for the trader. The know-how and infrastructure required to develop a direct market entry trading platform can be expensive to build and keep.</p>
<p>So, if you want to commerce Google shares by way of an online trading platform, you’d begin a buy order. You’d then set parameters on your commerce, such as the most effective price you want to pay, the variety of shares you need, and an expiry time for the order. The software will then scour the change for a seller and complete the order.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.xcritical.com/wp-content/uploads/feed_images/how-to-evaluate-crm-for-your-forex-brokerage--768x512.webp" width="300px" alt="Pros and Cons of DMA Trading" /></p>
<p>With hundreds of choices on the market, the research course of can be lengthy and overwhelming. Fortunately, we&#8217;re right here to assist by doing all the legwork and only listing the best of the most effective. IG accepts no accountability for any use that may be made of those comments and for any consequences that end result. When inserting an order to buy, our smart know-how will present costs aggregated from multiple exchanges and spotlight the ‘best’ worth. You can commerce in various DMA markets corresponding to equities, foreign exchange, monetary derivatives like Contracts for Difference (CFDs), and fixed revenue.</p>
<p>The order is accepted by the change for which the safety trades and the transaction is recorded on the trade&#8217;s order guide. Intermediary brokerage corporations are recognized to have direct market entry for completing commerce orders. In the broad market, varied entities can own and operate direct market entry platforms. You can trade with direct market entry (DMA) through IG’s web-based trading platform and L2 Dealer platform by speaking <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> to certainly one of our consultants over the telephone. Prices are gathered from a extensive array of worldwide banks, stock or forex exchanges and liquidity suppliers, securing aggressive prices. Many traders choose direct market entry (DMA) as a result of it permits them to deal instantly onto the order books of major exchanges.</p>
<div style='border: black solid 1px;padding: 14px'>
<h3>10 Best Forex Brokers in Qatar (<img src="https://s.w.org/images/core/emoji/16.0.1/72x72/2611.png" alt="☑" class="wp-smiley" style="height: 1em; max-height: 1em;" />Updated 2024*) &#8211; FX Leaders</h3>
<p>10 Best Forex Brokers in Qatar (<img src="https://s.w.org/images/core/emoji/16.0.1/72x72/2611.png" alt="☑" class="wp-smiley" style="height: 1em; max-height: 1em;" />Updated 2024*).</p>
<p>Posted: Fri, 17 May 2024 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiVWh0dHBzOi8vd3d3LmZ4bGVhZGVycy5jb20vZm9yZXgtYnJva2Vycy9mb3JleC1icm9rZXJzLWJ5LWNvdW50cnkvZm9yZXgtYnJva2Vycy1xYXRhci_SAQA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>In conclusion, whereas DMA provides quite a few benefits in stocks trading, it’s important to assume about the potential disadvantages before adopting this technique. Increased costs, complexity, market volatility, technological points, overtrading, and suitability for various trading styles are all elements to carefully evaluate. By weighing the pros and cons, traders can make knowledgeable decisions and determine whether or not DMA aligns with their buying and selling objectives and risk tolerance.</p>
<p>This providing ensures merchants have a massive selection of choices to trade while preserving costs in check. Additionally, Plus500’s dedication to regulatory compliance adds a layer of belief and safety to the DMA buying and selling expertise. Its user-friendly interface and advanced technological infrastructure on the “Professional Trading” platform solidify its status because the go-to selection for DMA trading within the UK.</p>
<p>Direct Market Access (DMA) is a powerful trading service that provides traders with direct entry to financial markets. It provides numerous benefits, together with quicker order execution, larger trade control, and access to deeper liquidity. By leveraging DMA, market individuals can improve their buying and selling strategies, execute trades more effectively, and capitalise on market alternatives with larger agility.</p>
<p>However, DMA trading comes with its personal set of challenges, including greater prices and technical complexity. Therefore, traders must rigorously think about the professionals and cons of DMA know-how before utilizing it of  their buying and selling. Nevertheless, with the best knowledge and expertise, DMA know-how could be a highly effective software for fulfillment in Forex trading. As Forex continues to evolve, DMA technology will undoubtedly play an essential function in shaping its future. In this article, I have discussed the important thing features to consider when selecting a Direct Market Access (DMA) platform for stock trading.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://g4gift.in/2024/06/03/the-professionals-and-cons-of-forex-direct-market/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Cell Attribution: The Method It Works For Mobile Apps</title>
		<link>https://g4gift.in/2024/05/27/cell-attribution-the-method-it-works-for-mobile/</link>
					<comments>https://g4gift.in/2024/05/27/cell-attribution-the-method-it-works-for-mobile/#respond</comments>
		
		<dc:creator><![CDATA[RJ Enterprice]]></dc:creator>
		<pubDate>Mon, 27 May 2024 08:28:58 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://g4gift.in/?p=10903</guid>

					<description><![CDATA[Our DSP answer helps advertisers achieve their strategic advertising goals as a outcome of environment friendly cellular campaigns and their exact attribution. Actions taken throughout totally different channels are sometimes not linked collectively and not compiled right into a unified array for reporting. As a end result, purchases via numerous sources, such as applications/websites, are &#8230; <a href="https://g4gift.in/2024/05/27/cell-attribution-the-method-it-works-for-mobile/" class="more-link">Continue reading <span class="screen-reader-text">Cell Attribution: The Method It Works For Mobile Apps</span></a>]]></description>
										<content:encoded><![CDATA[<p>Our DSP answer helps advertisers achieve their strategic advertising goals as a outcome of environment friendly cellular campaigns and their exact attribution. Actions taken throughout totally different channels are sometimes not linked collectively and not compiled right into a unified array for reporting. As a end result, purchases via numerous sources, such as applications/websites, are not linked collectively.</p>
<p>With this data, the attribution supplier can determine whether the user is new or present. If the consumer is new, the attribution supplier will try to match the user’s install to their engagement on a specific ad. This change of data can occur in a number of methods, however the commonest is for the app to integrate the attribution provider’s SDK. Mobile attribution reviews <a href="https://www.xcritical.in/blog/what-is-mobile-attribution-in-partner-marketing/">what is mobile attribution</a> assist teams analyze the effectiveness of their advert campaigns and channels and establish ways to lift their KPIs – similar to tweaking creatives or adjusting CPI bids to get greater ROAS. If you want expert help with cell app attribution, our team at Kurve is  a click away. We additionally encourage you to explore the the rest of our blog for more insights.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.xcritical.in/wp-content/uploads/2022/09/how-to-do-your-own-research-dyor-before-investing-in-crypto-1-768x512.webp" width="303px" alt="what is mobile attribution" /></p>
<p>Other valuable data points can embody monetary knowledge, customer service interactions, satisfaction scores, and referrals.</p>
<h2>Adjust</h2>
<p>Mobile attribution is about the place customers come from earlier than putting in a cellular app or making a purchase. It provides entrepreneurs with real-time knowledge on where their campaigns work best and permits them to see how mobile customers reply to creatives. Unlike many legacy attribution instruments, Singular goes beyond simply answering the question of where an set up originated from. With our integration of both campaign and conversion information, Singular’s mobile attribution resolution may also be custom-made to every businesses’ distinctive KPIs and connected to current BI and backend instruments.</p>
<ul>
<li>Mobile attribution permits companies to precisely calculate the ROI of their marketing campaigns by monitoring the value of acquiring users and comparing it to the income generated from these customers.</li>
<li>This takes a fraction of a second but is a key step; it’s how the attribution supplier receives the first data level – the consumer interacting with the advert.</li>
<li>that enable organizations to trace the efficiency of their advertising</li>
<li>interactions on cell devices to a selected supply, like a advertising</li>
<li>Mobile OS supplies fundamental instruments</li>
</ul>
<p>Mobile attribution platforms often integrate with other advertising tools, such as CRM techniques, ad platforms, and analytics tools. This permits for a more holistic view of your marketing efforts and allows you to optimize your campaigns based on complete information. Mobile attribution permits developers to bridge the gap between users and apps to collect critical info.</p>
<h2>What Is Mobile Ad Attribution? An Introduction To App Tracking</h2>
<p>In cellular promoting, a CTR above 1% is usually thought of decent but there are different components to bear in mind. Power-up omnichannel success and make connected TV a efficiency channel. As for pricing details, kindly go to Appsflyer&#8217;s dedicated web page for essentially the most accurate info. If it’s not potential so that you simply can combine with the SDK, you ought to use API Attribution. Dvora is a contract writer residing in Tel Aviv, Israel with 5 years of web marketing experience.</p>
<p>Adjust clients can track their marketing channels and combination conversion information for in-depth analysis – whether or not that’s via click on or impression. You&#8217;ll all the time know which advertisements delivered which users, together with useful contextual info such as which campaign creatives those customers noticed. Your incoming customers are tracked and precisely sourced in real time. Yes, cellular attribution can significantly improve retargeting campaigns. By tracking user activities and conversions, it could present insights into which users are more than likely to have interaction along with your adverts. This permits you to goal your advertisements more successfully, enhancing engagement and conversion rates.</p>
<h2>Mobile Attribution</h2>
<p>The hyperlink takes you to the app’s page within the App Store, however briefly redirects you through Adjust. This takes a fraction of a second but is a key step; it’s how the attribution supplier receives the primary information level – the consumer interacting with the ad. Having understood how cellular app attribution works, now let&#8217;s move to a number of the top-notch instruments you can leverage for it. Each mannequin has its unique strategy to analyzing consumer interactions, determining credit allocation, and enabling marketers to improve their methods. A state-of-the-art mobile DSP can present complete choices to focus on the most relevant viewers precisely.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.xcritical.in/wp-content/uploads/2022/12/make-your-way-from-a-beginner-to-an-advanced-broker-with-the-xcritical-img-2-768x344.webp" width="306px" alt="what is mobile attribution" /></p>
<p>UA managers can observe how a person journey from a sure UA source –&nbsp;such as Facebook – compares to another UA source. These knowledge points altogether assist create a clearer picture of how users behave in an app and where these users have come from. Marketing funnels and customer journeys are both indispensable frameworks that present actionable&#8230;</p>
<h2>Top Cellular App Attribution Tools</h2>
<p>Providing attribution information as a service relies heavily on a basis of belief the attribution provider builds with its customers and partners. When this belief is violated, the attribution provider’s services and products can now not be perceived as reliable. It is extremely tough for an attribution provider to get well from such a problem. Ad fraud can affect statistics and deliver incorrect knowledge that could result in incorrect conclusions. In order to avoid it, make certain to launch your cell and in-app campaigns solely with confirmed promoting distributors who monitor their visitors and ally with one of the best fraud safety distributors (Pixalate and others). A clear understanding of the goal(s) will point out what knowledge points and, subsequently, what a half of the funnel (top, middle, bottom) marketers should stick to and what channels to use.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="image/jpeg;base64,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" width="305px" alt="what is mobile attribution" /></p>
<p>IDFA identifier, and attribution platforms could use it to track per-device actions. More importantly, distinctive tracking IDs might be shared with other platforms like Google Ads or Facebook Ads to create traceable cell attribution funnels.</p>
<h2>What&#8217;s The Importance Of Cell Attribution In Digital Marketing?</h2>
<p>Account-based marketing (ABM) and lead technology are two in style marketing methods. Many weblog posts declare the listing of potential B2B digital advertising channels is huge and confusing;&#8230; Airbridge provides a extremely customizable dashboard designed to supply granular insights. With no paywalls  or add-ons, their pricing is based on month-to-month active customers, letting you scale up predictably.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.xcritical.in/wp-content/uploads/2022/08/7a2e8234-9b35-4952-a86d-51b22a99e941-768x512.webp" width="301px" alt="what is mobile attribution" /></p>
<p>It&#8217;s all about finding a device that delivers dependable outcomes and matches into your advertising strategy. This mannequin is particularly good at gauging the influence of show advertisements, even those that users see but do not instantly click on. The genius of Multi-Touch Attribution lies in its distribution of credit score. Instead, it uses established guidelines or algorithms to assign credit, offering a extra nuanced understanding of the role performed by each touchpoint. First Touch Attribution lends excellent insights into how customers discover your app. It’s essential for marketers as a end result of it helps them join their actions to outcomes.</p>
<h2>Essential Metrics For Cellular Attribution</h2>
<p>Importantly, you may want to work with cell attribution providers or networks that support all of the attribution fashions. Another metric incessantly utilized in cellular app advertising attribution. Unlike CPI, CPA (Cost Per Action) signifies the price per particular action. This action would not essentially suggest the conversion of a brand new user. The action could be subscribing, upgrading to a premium account, or making an in-app purchase. Attribution figures out the variety of ad dollars spent on the number of conversions gained, and is important to figuring out the success of advertising campaigns.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://g4gift.in/2024/05/27/cell-attribution-the-method-it-works-for-mobile/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>New Crypto Tax: Newest News &#038; Videos, Pictures About New Crypto Tax Page 1</title>
		<link>https://g4gift.in/2024/01/30/new-crypto-tax-newest-news-videos-pictures-about/</link>
					<comments>https://g4gift.in/2024/01/30/new-crypto-tax-newest-news-videos-pictures-about/#respond</comments>
		
		<dc:creator><![CDATA[RJ Enterprice]]></dc:creator>
		<pubDate>Tue, 30 Jan 2024 19:10:20 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://g4gift.in/?p=10883</guid>

					<description><![CDATA[After the US permitted cryptocurrency securities buying and selling, the UK&#8217;s London Stock Exchange plans to introduce bitcoin and Ethereum exchange-traded notes, pending UK regulator approval, boosting investor confidence. The implication; if the taxpayer does not report crypto transactions in the ITR for FY22-23, there&#8217;s a excessive probability that the return will be processed with &#8230; <a href="https://g4gift.in/2024/01/30/new-crypto-tax-newest-news-videos-pictures-about/" class="more-link">Continue reading <span class="screen-reader-text">New Crypto Tax: Newest News &#38; Videos, Pictures About New Crypto Tax Page 1</span></a>]]></description>
										<content:encoded><![CDATA[<p>After the US permitted cryptocurrency securities buying and selling, the UK&#8217;s London Stock Exchange plans to introduce bitcoin and Ethereum exchange-traded notes, pending UK regulator approval, boosting investor confidence. The implication; if the taxpayer does not report crypto transactions in the ITR for FY22-23, there&#8217;s a excessive probability that the return will be processed with a tax due and the return might be selected for scrutiny. If you may have an out there Bitcoin stability, you can even exchange it in opposition to Cosmos and Dash. Skrill customers are now in a position to purchase cryptocurrency from their stability in native fiat forex (EUR, USD, etc.), allowing them to hold an curiosity in a range of cryptocurrencies via their wallet. With a variety of payment choices, it’s easy to deposit funds and buy cryptocurrency. It’s worth noting that these are general guidelines and tax legal guidelines might change over time within the respective nations.</p>
<p>This means you should pay tax on features made in crypto transaction. The transaction occurs instantly and your cryptocurrency stability will seem in seconds after the transaction is confirmed. The Skrill app makes it easy so that you simply can convert your crypto again right into a fiat currency of your selection. With Skrill, you can convert numerous fiat currencies into crypto, and just as easily sell your crypto in change for fiat.</p>
<h2>Navigating The Crypto Tax Panorama: A World Comparability</h2>
<p>If you are seen to be making a capital achieve, you will pay Capital Gains Tax. For instance, if crypto revenue is reported as business revenue, should the taxpayer adjust to the present tax audit provision and if yes, how ought to the taxpayer calculate the turnover in the case of crypto derivatives. These are  some aspects for which completely <a href="https://www.xcritical.in/blog/how-to-avoid-crypto-taxes-uk/">how to avoid paying tax on cryptocurrency uk</a> different specialists may take a unique strategy, given the absence of instructions. Germany requires customers to report all transactions no matter their worth. Germany’s tax regulation states that private property incur Income Tax.</p>
<p>Yes, you should purchase cryptocurrencies with your native currency, if supported. Buy and sell crypto anytime and anyplace with the Skrill app. It’s by no means been less complicated to turn out to be a Skriller and begin making your cash move. Set up purchase and promote orders to take benefit of market actions in real-time. Portugal Crypto customers calculate taxes with the FIFO method. Thus, having dependable answers to such questions is crucial for traders.</p>
<h2>India</h2>
<p>&#8220;To construct upon the U.K.&#8217;s position as an funding administration hub, this exemption has been extended to incorporate crypto assets, so that funds which embrace them aren&#8217;t put off from appointing U.K. managers.&#8221; Therefore, it is important for individuals and companies that have interaction in crypto-related activities to correctly report their revenue and pay any relevant taxes to keep away from potential penalties or authorized penalties. If you are not sure about your tax obligations, it&#8217;s at all times a good suggestion to seek professional tax recommendation. Token airdrops, NFTs, utilizing Crypto to purchase fiat, different tokens or real world assets, incomes compensation in Crypto, DeFi lending are all taxable.</p>
<ul>
<li>This will attract more traders and businesses to the sector, resulting in the expansion of the business and creating new job opportunities.</li>
<li>Efiling Income Tax Returns(ITR) is made simple with Clear platform.</li>
<li>Token airdrops, NFTs, using Crypto to buy fiat, different tokens or actual world property, earning compensation in Crypto, DeFi lending are all taxable.</li>
<li>Buy and sell crypto anytime and anyplace with the Skrill app.</li>
<li>Just addContent your form sixteen, declare your deductions and get your acknowledgment number online.</li>
</ul>
<p>Crypto has gained immense popularity lately internationally. With growing mainstream adoption, international locations have started making use of tax brackets on digital belongings to be able to regulate them and deal with them similar to existing financial belongings. In this article, we will check out how numerous nations have approached crypto taxation. There is not any idea of short-term and  long-term capital acquire.</p>
<h2>Behind London Stock Trade&#8217;s Transfer To Listing Crypto Etns In May</h2>
<p>Both units of paperwork, which have been seen by Reuters, have been submitted to a government panel which is tasked with formulating coverage for the finance ministry to contemplate. Parliament is debating the wide ranging Financial Services and Markets Bill that would give native financial regulators extra powers over crypto if handed into law. The U.K. Treasury also plans to kick-start a session in the coming weeks on how the crypto sector may be regulated. As crypto currencies proceed to evolve, they&#8217;ll fuel many questions and considerations about taxation. Skrill partners with cryptocurrency exchanges to find a way to provide the Cryptocurrency Service to its customers.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.xcritical.in/wp-content/uploads/2022/08/edd87a16-a8f5-44ad-be3c-c26d690d79d6-768x512.webp" width="305px" alt="uk crypto taxes" /></p>
<p>For additional earnings from crypto over the non-public allowance, you may pay between 20% to 45% in tax. Under UK tax legislation, failure to correctly report revenue, including earnings from crypto, may lead to penalties for inaccuracies on tax returns. The penalties can vary from a percentage of the tax owed to a maximum of one hundred pc of the tax owed. In addition to penalties, individuals who fail to report their crypto revenue may be subject to interest expenses and additional investigations by HM Revenue &amp; Customs (HMRC). Under part 115BBH, the tax rate for features from VDAs is 30%, similar to how lottery earnings is taxed, neither treating them as capital gains nor as enterprise revenue.</p>
<p>Also, as per the new part, purchase value of VDA is allowed to be deducted and the online gain shall be taxed at 30% (additional cess and surcharge as applicable). UK adds Crypto Declaration in Tax Forms 2024 and this was lately introduced by Chancellor of the Exchequer Jeremy Hunt in the annual price range on 15th March 2023. The UK authorities shall be introducing modifications to the Self Assessment tax return types that can require the identification of quantities related to cryptocurrencies to be reported separately. This change is ready to take impact through the tax yr ending in April 2025.</p>
<h2>How To Get Began With Cryptocurrency</h2>
<p>For instance, in the united states, the Internal Revenue Service (IRS) has declared that taxation in cryptocurrency occurs in the identical method as any other type of property. Individuals who do not report their trades, either intentionally or as a outcome of they didn&#8217;t maintain proper information, are at risk of penalties and curiosity. New buyers in Bitcoin must hold their minds open, and do their due diligence before deciding to spend cash on Bitcoin, as it doesn&#8217;t solely offer a huge payday but also stark uncertainty at times. Purchasing or mining Bitcoin can usually be difficult, so here are some suggestions that will provide some insights to newbies excited about coming into the crypto market. A cryptocurrency is a form of digital currency – well-liked currencies embrace Bitcoin and Ethereum. Dubai does not levy any tax on crypto positive aspects or private tax.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.xcritical.in/wp-content/uploads/2022/08/social-trading-works-1-768x451.webp" width="302px" alt="uk crypto taxes" /></p>
<p>CAs, experts and companies can get GST prepared with Clear GST software program &amp; certification course. Our GST Software helps CAs, tax consultants &amp; business to manage returns &amp; invoices in a straightforward manner. Our Goods &amp; Services Tax course includes tutorial movies, guides and skilled help that can help you in mastering Goods and Services Tax. Clear can also help you in getting your corporation registered for Goods &amp; Services Tax Law. The following transactions are thought-about as common revenue to be thought of beneath the regular income tax bracket.</p>
<p>If the worth of the portfolio exceeds 2000 Euros, 26% capital gains tax is applicable. Selling Crypto for fiat, token airdrops, mining or staking Crypto, shopping for one token with one other are all taxable within the USA. The charges vary between 0-37% for capital features and income tax. There are several other areas the place people will appeal to cryptocurrency taxes. These embody transactions like mining crypto, receiving payments in cryptocurrency, promoting staked crypto, and staking crypto within 10 years. It additionally includes swapping, spending and promoting crypto held for less than 1 year and whose achieve is over €600.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.xcritical.in/wp-content/uploads/feed_images/how-to-evaluate-crm-for-your-forex-brokerage-img-2-768x512.webp" width="308px" alt="uk crypto taxes" /></p>
<p>Capital positive aspects tax don&#8217;t usually apply on individuals however on businesses. An individual’s income are tax-free so long as they&#8217;re under 600€. The precise amount you may pay will depend on the transaction you&#8217;ve got made, the tax that applies and the Income Tax band you fall into. The crypto tax you will pay depends on the particular transactions you&#8217;re making along with your crypto. If you are seen to be making an earnings, you&#8217;ll pay Income Tax.</p>
<h2>Sebi Suggests Native Regulators Oversee Crypto Trading</h2>
<p>This is the interpretation most consultants have adopted in the absence of full readability. However, the ITR varieties haven&#8217;t been designed for reporting in this trend. According to a publication by HM Revenue &amp; Customs, the change will affect capital gains tax forms, that are used to report and pay taxes on earnings produced from promoting investments. In Italy, cryptocurrency is considered a financial instrument and is topic to capital positive aspects tax.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://g4gift.in/2024/01/30/new-crypto-tax-newest-news-videos-pictures-about/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Onshore And Offshore Foreign Money Markets Explained</title>
		<link>https://g4gift.in/2024/01/17/onshore-and-offshore-foreign-money-markets/</link>
					<comments>https://g4gift.in/2024/01/17/onshore-and-offshore-foreign-money-markets/#respond</comments>
		
		<dc:creator><![CDATA[RJ Enterprice]]></dc:creator>
		<pubDate>Wed, 17 Jan 2024 20:34:11 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://g4gift.in/?p=10204</guid>

					<description><![CDATA[On fixing date, NDF is settled on the spot fee of that day, and one get together pays the distinction to the opposite. Investment in securities market are subject to market risks, learn all of the related documents rigorously earlier than investing. The fixing date on an NDF could be thought-about the same because the &#8230; <a href="https://g4gift.in/2024/01/17/onshore-and-offshore-foreign-money-markets/" class="more-link">Continue reading <span class="screen-reader-text">Onshore And Offshore Foreign Money Markets Explained</span></a>]]></description>
										<content:encoded><![CDATA[<p>On fixing date, NDF is settled on the spot fee of that day, and one get together pays the distinction to the opposite. Investment in securities market  are subject to market risks, learn all of the related documents rigorously earlier than investing. The fixing date on an NDF could be thought-about the same because the expiration date of a futures contract.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.xcritical.in/wp-content/uploads/2022/09/best-way-to-earn-crypto-rewards-768x512.webp" width="309px" alt="What Is NDF" /></p>
<p>Compliance with the laws set forth by the Reserve Bank of India (RBI), the central bank, is essential for foreign money buying and selling. The RBI oversees and governs international trade transactions, establishing the change price regime in India. Through your buying and selling account, you can monitor real-time currency costs and actively interact in the foreign money market. Retail buyers, monetary institutions, corporations, and governments all use foreign money trading to buy and sell currencies for a selection of reasons, including worldwide trade, investment, and hypothesis. Currency traders will need to have a stable understanding of the market, together with the factors that affect trade rates, the risks involved, and the instruments and methods out there to handle those risks.</p>
<h2>What Is Foreign Money Trading?</h2>
<p>This trading happens inside offshore currency markets, located beyond the jurisdiction of the trader’s house country. Consequently, NDF transactions happen exterior the regulatory purview of the trader’s domestic market. As in comparison with the onshore market, the turnover in offshore rupee markets has greater than tripled between 2016 and 2019 (Chart 2). In fact, the INR NDF turnover at USD 50 billon, exceeded the combined OTC and change traded foreign exchange turnover of USD 48.8 billion in April 2019. The share of the Indian rupee within the global NDF turnover has additionally increased considerably from 12.6 per cent in 2016 to 19.4 per cent in 2019 whereas the growth in turnover throughout this era was more than 200 per cent (Table 1). As reported by the BIS Triennial Central Bank Survey (2019), the turnover in NDFs has nearly doubled between 2016 and 2019, primarily driven by the Korean received, Indian rupee, Brazilian actual and New Taiwan dollar.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="image/jpg;base64,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" width="309px" alt="What Is NDF" /></p>
<p>Everyone wants to maximise the return on investment on their respective investments. For discovering essentially the most lucrative investment methodology one tries investing in traditional strategies like gold, land, and so on, and trendy methods just like the inventory market, commodities market, investing in Equity, derivatives, and currency market. Most Indians believe that the Indian Currency market is restricted and highly regulated because it requires plenty of documentation, KYC particulars, and so forth.</p>
<p>Where F is the ahead fee, S the spot fee, r the rate of interest on the home foreign money and r$, the US dollar rate of interest. When there aren&#8217;t any cross-border restrictions, borrowing and lending be certain that the above holds. The fixing date on an NDF is similar as the expiration date of a futures contract.</p>
<p>These OTC (over-the-counter) transactions are typically settled within the overseas change market. For instance, it would be difficult to settle a commerce with somebody who is outside the country if a foreign money could not be traded outside the country. In this example, the parties use non-deliverable ahead contracts (NDFs) to transform all profits and losses to a foreign money that&#8217;s brazenly traded in both nations. These contracts are OTC (over-the-counter) and are often settled in the offshore forex market.</p>
<h2>Distinction Between Ndf And Ahead</h2>
<p>You also can contemplate buying and selling in currencies by way of NDFs if you&#8217;re looking for quick earnings. However, it&#8217;s advised that you simply consult a financial advisor similar to IIFL to know your tax and legal obligations. Suppose one get together agrees to buy Japan’s Yen (sell dollars), and you resolve to purchase US dollars (sell Japan’s Yen), then you possibly can enter into an NDF inside the non-deliverable forward market. In this case, assume that the agreed price is eleven.5 on US dollars 1 million and the fixing date is 2 months. However, when capital controls bind, non-residents might not have full access to onshore credit score or placements, giving rise to NDFs (equation 6). From spot and ahead markets to discover out the returns in NDF market, thus, supporting the environment friendly market speculation for NDF market.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.xcritical.in/wp-content/uploads/2022/08/blockchain-cryptography-explained-1-768x512.webp" width="301px" alt="What Is NDF" /></p>
<p>So right here, there might be an agreed value on the contract and the spot rate in money, principally in US Dollars. The central bank intently displays the forex trade rate and intervenes periodically to stabilise extreme volatility. ●&nbsp;&nbsp;&nbsp;&nbsp; Onshore currency markets, or home financial markets, are the place securities are each issued and traded throughout the similar jurisdiction. 1 Particularly, the paper defines the relationship when it comes to price discovery or worth spillover, mean or return spillover and volatility spillover. Price discovery is a means of finding out the long-term worth of an asset based mostly on a number of tangible and intangible factors including demand and supply. Hence, worth discovery often takes place in a market with greater liquidity and large variety of individuals and the discovered value is then followed in different dependent markets.</p>
<h2>What&#8217;s Currency Trading?</h2>
<p>As a outcome, they shift to offshore areas where they will hedge in opposition to market exposure with minimal restrictions. Forex merchants use NDF market to hedge their web possession on certain currencies which they can’t do in the domestic market. Suppose a USD/INR futures contract is sold within the over-the-counter (OTC) market based in London.</p>
<p>Unlike conventional forward contracts, NDFs are settled in a special freely convertible forex, typically the US dollar. This allows participants to hedge their exposure to non-convertible currencies with out violating capital controls. A forward contract, also called forwards, is a personal settlement between two parties to purchase or sell the underlying asset at a predetermined time at a specific value.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.xcritical.in/wp-content/uploads/2022/08/f5c67d7b-e660-4159-93b0-dfd9601fcc45-768x512.webp" width="305px" alt="What Is NDF" /></p>
<p>Closing costs of USD/INR trade rates (as per the Indian timestamp in Thomson Reuters Eikon) for the period January 1, 2005 by way of December 31, 2019 have been used on this paper. The day by day trade rates are spot, ahead, futures and NDF of 1-month maturity, and are expressed in natural log varieties after changing them to USDs per Indian rupee. Here, the offshore market is represented by the NDF fee whereas the other three change rates are onshore charges. When the offshore market quantity is critical or larger than that of the onshore market, value discovery can get fragmented wherein home market value discovery becomes susceptible to influences from price discovery in the offshore market. The presence of a giant offshore market, therefore, typically dilutes the effectiveness of change price administration by a central financial institution and/or hinders the pursuit of domestic monetary stability goals. NDFs are generally utilized by investors to mitigate foreign money threat in rising market economies, where the currency may be subject to volatility and uncertainty.</p>
<h2>Who Uses Ndf?</h2>
<p>This is actually attributed to comparatively managed currency of China along with low home yuan interest rates. The incontrovertible reality that these may be traded in India and abroad makes it even more difficult to grasp. Like, USD/INR futures contracts bought within the over the counter (OTC) market in London via NDF or non-deliverable futures contracts could also be difficult for some individuals to understand. These futures contracts are traded in principally massive finance markets of London, Singapore and Dubai or the neutral markets among foreign investors. As India’s financial system connects more with global markets, its currency market has grown, offering hedging probabilities for merchants.</p>
<p>Like the rupee, there may be an lively NDF market within the Taiwan dollar, Philippine peso and Korean won. Indeed, the NDF market has turned so lively in latest occasions that the Korean central bank needed to intervene. The nonresident&#8217;s head office, branches representative offices, and affiliated firms are counted as one entity.</p>
<h2>India&#8217;s Prime Traders: Journey To Stock Market Mastery</h2>
<p>For instance, if a currency is restricted to be traded exterior the nation, it becomes unimaginable to settle commerce with someone who&#8217;s outdoors the nation. In this case, the parties use NDFs inside the non-deliverable ahead market that converts all of <a href="https://www.xcritical.in/blog/non-deliverable-forward-what-is-ndf-and-its-functionality/">ndf example</a> the income and losses to a freely traded forex in each countries. Currency buying and selling refers back to the change of currencies, the place the distinction in the foreign money worth is  used to make profits.</p>
<h2>What Are Onshore And Offshore Currency Markets?</h2>
<p>In foreign money trading, merchants will purchase one foreign money and concurrently promote another foreign money, with the aim of cashing in on the trade fee distinction between the two currencies. For example, a dealer may buy US dollars with Euros, anticipating that the value of the US dollar will improve relative to the Euro. If the exchange fee rises as expected, the trader can promote US dollars and purchase again Euros, taking benefit of the difference in trade rates.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://g4gift.in/2024/01/17/onshore-and-offshore-foreign-money-markets/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Create Your Own Blockchain From Scratch</title>
		<link>https://g4gift.in/2023/08/15/create-your-own-blockchain-from-scratch/</link>
					<comments>https://g4gift.in/2023/08/15/create-your-own-blockchain-from-scratch/#respond</comments>
		
		<dc:creator><![CDATA[RJ Enterprice]]></dc:creator>
		<pubDate>Tue, 15 Aug 2023 17:32:56 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://g4gift.in/?p=10806</guid>

					<description><![CDATA[They ought to be simple to grasp and supply technical explanations of the project&#8217;s competence. Blockchain is a masterpiece that must be engineered the way it’s supposed to be. Congratulations, you’ve just created your first baby blockchain in Go. Except for the genesis block, each block incorporates its hash and the hash of the previous &#8230; <a href="https://g4gift.in/2023/08/15/create-your-own-blockchain-from-scratch/" class="more-link">Continue reading <span class="screen-reader-text">Create Your Own Blockchain From Scratch</span></a>]]></description>
										<content:encoded><![CDATA[<p>They ought to be simple to grasp and supply technical explanations of the project&#8217;s competence. Blockchain is a masterpiece that must be engineered the way it’s supposed to be. Congratulations, you’ve just created your first baby blockchain in Go. Except for the genesis block, each block incorporates its hash and the hash of the previous block, which makes it immutable. If the info in the block is altered, the hash will mechanically change and the block shall be discarded.</p>
<p>So, tips on how to establish when you even need a blockchain within the first place? Here is a list of question that may help you to answer this question earlier <a href="https://www.xcritical.com/blog/how-to-make-your-own-cryptocurrency-a-beginners-guide/">how to create your own crypto</a> than you make this commitment. Simply a majority of the nodes is required to update the software and these that run a previous model can continue to operate.</p>
<h2>How Lengthy Does It Take To Create A Cryptocurrency?</h2>
<p>This code uses the OpenZeppelin contracts library, which offers safe and community-vetted implementations of the ERC20 commonplace for Ethereum tokens. This is a great resource for creating your own token, as it ensures that your token shall be appropriate with existing wallets and exchanges. The consensus mechanism is the method by which transactions are verified in your blockchain. Common choices embrace Proof of Work (PoW) and Proof of Stake (PoS), however there are lots of other choices.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.xcritical.com/wp-content/uploads/feed_images/how-to-invest-in-cryptocurrency-uk-img-2-768x493.webp" width="304px" alt="start your own cryptocurrency" /></p>
<p>Therefore, each time you want to change your blockchain parameters or introduce new options, you will want to create a fork. Ensure the security of your cryptocurrency by implementing strong cybersecurity measures. Conduct common security audits and penetration testing to determine and tackle vulnerabilities. Stay compliant with authorized and regulatory requirements, particularly in relation to anti-money laundering (AML) and know-your-customer (KYC) rules.</p>
<p>The consumer interface is how users will work together along with your cryptocurrency. It ought to be user-friendly and intuitive, allowing customers to simply make transactions and manage their accounts. This may contain making a wallet application, an internet interface, or integrating with present cryptocurrency wallets. As you see, making a coin entails extra technical complexity and control over the financial policy, but additionally extra accountability for maintaining the blockchain and complying with rules. Creating a token is technically easier and can provide more flexibility in phrases of what the token represents, but it also depends on the father or mother blockchain for safety and functionality. Creating a cryptocurrency can allow the tokenization of belongings, the place real-world property like actual estate or art are represented as digital tokens on a blockchain.</p>
<h2>Tips On How To Create Your Own Blockchain From Scratch</h2>
<p>It’s important to have a team or group in place to deal with these duties. The internal architecture of your blockchain consists of components like the block size, block time, and reward system. These decisions will impact the velocity, safety, and financial incentives of your cryptocurrency.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.xcritical.com/wp-content/uploads/feed_images/ai-trading-in-brokerage-business-768x512.webp" width="302px" alt="start your own cryptocurrency" /></p>
<p>This info will help you create a unique worth proposition for your own cryptocurrency. Bitcoin, the first and most well-known cryptocurrency, was created in 2009 by an anonymous particular person or group of people using the pseudonym Satoshi Nakamoto. It introduced the concept of a decentralized digital currency that operates on a peer-to-peer community, with out the need for a central authority like a financial institution or authorities.</p>
<h2>Create Your Own Blockchain</h2>
<p>It was meant to allow on-line funds to be transferred between events with out the need for a financial institution. Even though it’s removed from excellent, folks imagine in it, making Bitcoin the&nbsp;#1 cryptocurrency. Developing your blockchain utilizing current, already-proven code is an enormous plus. But the least complicated part is creating your fork out of a consecrated blockchain. And if the network is shut down, the sensible contracts your token is constructed on may also shut down.</p>
<div style='border: grey dotted 1px;padding: 14px'>
<h3>How to Buy Cryptocurrency: What Investors Should Know &#8211; NerdWallet</h3>
<p>How to Buy Cryptocurrency: What Investors Should Know.</p>
<p>Posted: Tue, 05 Mar 2024 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiRmh0dHBzOi8vd3d3Lm5lcmR3YWxsZXQuY29tL2FydGljbGUvaW52ZXN0aW5nL2hvdy10by1idXktY3J5cHRvY3VycmVuY3nSAQA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>Outline the purpose, use instances, and technical details of your cryptocurrency. Learn from profitable launches and structure your whitepaper to capture the attention of potential buyers and customers. Depending in your chosen path, you could want various technical expertise. From basic to specialized information in blockchain expertise, cryptography, and programming languages, ensure your team possesses the mandatory expertise to convey your imaginative and prescient to life.</p>
<p>This entails implementing cryptographic methods to secure transactions, ensuring the robustness of your consensus mechanism against assaults, and frequently testing and auditing your system for vulnerabilities. It can function a secure and environment friendly means of transaction, present a unique investment opportunity, and even assist to fund and support projects or companies. If you need to start a cryptocurrency, even a cryptocurrency token or coin, you will want a model.</p>
<p>It’s also important to notice that creating a cryptocurrency involves not solely monetary costs but in addition time and effort. Regular audits and updates are necessary to guard against threats and make certain the integrity of transactions. It’s also important to educate customers about safety best practices, such as protecting their private keys and using safe wallets.</p>
<h2>Step 5: Set Up Your Blockchain&#8217;s Inner Structure</h2>
<p>Even in the US, there’s a relentless battle happening between regulators and crypto firms. Regulators usually hold crypto in a authorized gray space, the place laws might abruptly change from crypto-friendly to hostile. Coins have a particular utility over their whole community (such as for gasoline or governance) and are usually used to store, create or transfer financial value between all participants. For example, some ETH is required as a gas payment to power any transaction on the network, whether or not the currencies concerned are ETH or an ERC20 token. There are many issues to understand earlier than you begin the advanced strategy of designing your crypto.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.xcritical.com/wp-content/uploads/feed_images/decentralized-applications-dapps--768x512.webp" width="305px" alt="start your own cryptocurrency" /></p>
<p>I get these questions quite often when assembly people who find themselves thinking about blockchain expertise. For your blockchain to operate easily the participating nodes should agree on which transactions ought to be considered legitimate and added to the block. There are lots to select from for the best fit for your business goals. Start by introducing your project and clearly defining its goals.</p>
<p>The right selection is decided by factors like your safety wants, scalability necessities, and environmental impact concerns. This could possibly be anything from facilitating transactions in a specific industry, to representing possession of an asset, to incentivizing sure behaviors in a group <a href="https://www.xcritical.com/">https://www.xcritical.com/</a>. The objective will information lots of your choices throughout the creation course of. In conclusion, preparing to create a cryptocurrency involves lots of planning and work. However, these steps are essential for ensuring the success of your cryptocurrency.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.xcritical.com/wp-content/uploads/2022/08/ethereum-proof-of-stake-model-what-is-and-how-it-works-1-768x530.webp" width="308px" alt="start your own cryptocurrency" /></p>
<p>Now, let’s dive into the technical strategy of the way to create your personal cryptocurrency and talk about what you have to consider during and after its creation. The Ethereum white paper was a sensation rapidly making Ether and the platform behind it big information within the trade. The team that flocked across the Ethereum white paper managed to deliver this coin to a second position by the market cap. The white paper should contain all the mandatory tech details of the longer term project and explain how the product might be used by completely different people and establishments, and the way they will profit from it. Initiate a strategic advertising campaign to spread awareness about your cryptocurrency. Collaborate with respected influencers, avoiding pump-and-dump shillers, and explore Initial DEX Offerings (IDO) launchpads for publicity.</p>
<p>The time it takes to create a cryptocurrency independently will differ relying in your technical experience in addition to forex wants and preferences all through development. The basic governmental stand in Russia is towards cryptocurrencies, however they assist blockchain expertise. Before creating your cryptocurrency, you need to determine between constructing a cryptocurrency coin or creating a token.</p>
<p>When launching an IEO, you should also pay consideration to your web site and whitepaper. You may even go ahead and have some&nbsp;press releases&nbsp;printed about you. It is unclear what laws apply to Bitcoin and other already existing cryptocurrencies. In Russia, the  Rouble is the only technique of payment; subsequently, they think about cryptocurrencies ineligible for payment.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://g4gift.in/2023/08/15/create-your-own-blockchain-from-scratch/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Crypto 101: What Are Custodial And Non-custodial Crypto Wallets? Kraken Blog Kraken Weblog</title>
		<link>https://g4gift.in/2022/12/01/crypto-101-what-are-custodial-and-non-custodial/</link>
					<comments>https://g4gift.in/2022/12/01/crypto-101-what-are-custodial-and-non-custodial/#respond</comments>
		
		<dc:creator><![CDATA[RJ Enterprice]]></dc:creator>
		<pubDate>Thu, 01 Dec 2022 02:58:18 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://g4gift.in/?p=10394</guid>

					<description><![CDATA[The choice between custodial and non-custodial wallets hinges on the desire for comfort versus management. While custodial wallets offer ease and security managed by a third get together, non-custodial wallets appeal to those that prioritize private control over their digital assets. Each sort has its merits and challenges, underscoring the importance of creating an knowledgeable &#8230; <a href="https://g4gift.in/2022/12/01/crypto-101-what-are-custodial-and-non-custodial/" class="more-link">Continue reading <span class="screen-reader-text">Crypto 101: What Are Custodial And Non-custodial Crypto Wallets? Kraken Blog Kraken Weblog</span></a>]]></description>
										<content:encoded><![CDATA[<p>The choice between custodial and non-custodial wallets hinges on the desire for comfort versus management. While custodial wallets offer ease and security managed by a third get together, non-custodial wallets appeal to those that prioritize private control over their digital assets. Each sort has its merits and challenges, underscoring the importance of creating an knowledgeable decision based mostly on one&#8217;s comfort stage with accountability and management <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> over their cryptocurrency investments. Yes, the BitPay Wallet is a cellular non-custodial crypto pockets which permits customers to easily buy, retailer, swap and spend their crypto from a single easy-to-use platform. Security features like multisig and elective key encryption offer peace of mind that your digital belongings are safe. BitPay Wallet makes it straightforward for customers to manage their assets throughout platforms, including a simple integration to your Coinbase account.</p>
<p>Both hardware and software wallets store the non-public keys—strings of letters and numbers that act, in effect, like a extremely delicate password. While non-custodial wallets don’t require you to trust a third party, they require you to belief your self to maintain your keys and your wallet safe. If you have been to lose your pockets, destroy your pockets, or neglect your password, and also you haven’t taken precautions to have the ability to regenerate your pockets, you could lose access to your funds. Any non-custodial wallet with significant funds should be password protected, and that password must be stored in written form in a location solely you realize.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="image/jpg;base64,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" width="302px" alt="custodial crypto wallets" /></p>
<p>However, if you neglect your exchange account password you’ll likely be succesful of reset it. Be sure to comply with the exchange’s recommended safety measures to greatest defend the digital belongings inside your crypto pockets. Crypto exchanges such as Coinbase or Kraken provide custodial wallets, meaning  they’re liable for safeguarding your keys. Anytime you provoke a crypto transaction on an exchange, they digitally “sign” it utilizing your private key from within the wallet.</p>
<p>A crypto wallet is a bit of software program or hardware that enables you to retailer, access and work together with cryptocurrencies like Bitcoin and&nbsp;Ethereum. Past performance isn&#8217;t a guarantee or predictor of future performance. The value of crypto belongings can enhance or lower, and you can lose all or a considerable quantity of your purchase value. When assessing a crypto asset, it’s essential so that you can do your analysis and due diligence to make the best possible judgement, as any purchases shall be your sole accountability.</p>
<h2>Can A 3rd Celebration Retailer My Crypto?</h2>
<p>CNET editors independently choose each product and repair we cowl. Though we can’t evaluation every available financial company or offer, we attempt to make comprehensive, rigorous comparisons so as to spotlight one of the best of them. The compensation we obtain could impact how products and links seem on our website. Hardware-based wallets usually price between $100 and $200, although many software-based wallets are free. Just make certain to observe finest practices so that you are ready to recuperate it do you have to lose it. The following info may help you determine which is best for you.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.xcritical.com/wp-content/uploads/2022/08/d2d04cfd-cb6c-48ac-b511-995c4353607f-768x448.webp" width="309px" alt="custodial crypto wallets" /></p>
<p>Some non-custodial wallets come as software that you simply install on your laptop or cell device and include the likes of Bitpay, Electrum, Trust Wallet, and MetaMask. If you’re utilizing an trade pockets, for example, you’ll pick a platform that you just belief after which create an account. Generally, private info and a two-step verification process is required. Crypto wallets work by storing the private keys on your cryptocurrencies. A pockets holds the credentials wanted to prove you personal the cryptocurrencies.</p>
<h2>When To Make Use Of A Custodial Pockets</h2>
<p>However, the freedom provided by non-custodial wallets comes with a significant accountability. Users should safeguard their private keys and recovery phrases (&#8220;seed phrases&#8221;), as shedding these means dropping access to their property with no approach to get well them. Unlike custodial wallets, the place forgotten passwords can typically be reset, non-custodial wallets offer no such security net. The accountability to secure and manage these crucial items of information can&#8217;t be understated; it is the cornerstone of the non-custodial pockets&#8217;s safety. Deciding between a non-custodial and custodial crypto pockets type is largely a matter of deciding which options in a pockets are most necessary to you. Custodial wallets are typically most well-liked by newcomers and people who worth the set-and-forget nature of managing their crypto through an exchange or different centralized pockets supplier.</p>
<p><img decoding="async" class='aligncenter' style='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="306px" alt="custodial crypto wallets" /></p>
<p>Some crypto products and markets are unregulated, and you may not be protected by authorities compensation and/or regulatory safety schemes. The unpredictable nature of the cryptoasset markets can lead to loss of funds. Tax could additionally be payable on any return and/or on any improve within the worth of your crypto assets and you must seek independent recommendation on your taxation position. Some wallets have a built-in possibility that allows <a href="https://www.xcritical.com/blog/custodial-vs-non-custodial-wallet-whats-the-difference/">custodial crypto wallet</a> you to purchase and promote crypto through integrated crypto exchanges via a dedicated tab while others will require you to first deposit funds to a trading platform. Access to a personal key gives a person the flexibility to ship crypto property from a selected public handle, making non-public key administration of utmost significance. In this text, we dive deeper into custodial and non-custodial wallets.</p>
<h2>Exodus Crypto Pockets</h2>
<p>That also means it’s very important to retailer your key in a safe spot the place you won’t lose it and only you probably can entry it. A scorching pockets could possibly be targeted by malicious hackers, whereas a bodily pockets could presumably be misplaced and cause you to lose entry to your digital property. Physical wallets are also dearer as most hot wallets are free. Crypto wallets can take the type of external hardware units or software that runs on your cellular gadget or pc. Once you’ve purchased your cryptocurrency, you’ll want somewhere to carry it.</p>
<div style='text-align:center'></div>
<p>However, many CEXs also supply non-custodial pockets options, corresponding to Binance Chain Wallet, Coinbase Wallet and Crypto.com DeFi Wallet. However, dropping your personal keys signifies that you also lose access to your crypto holdings. Therefore, it&#8217;s imperative that you just perceive how crypto wallets work, and the means to hold your keys safe. Aside from the advantages and safety that non-custodial wallets convey, the Crypto.com DeFi Wallet has additionally built-in DeFi offerings, together with DeFi Earn. It additionally includes a Wallet Extension so customers can seamlessly access their funds from a browser and make transfers from totally different units.</p>
<p>You simply need to arrange your username or e mail address, a powerful password, and supporting safety tools, like 2-factor authentication together with your mobile phone. Most beginners within the crypto house opted for custodial wallets, simply because it’s extra familiar than the non-custodial various. Some advanced traders also use custodial wallets to make day buying and selling extra inexpensive. Another advantage of storing crypto in a non-custodial wallet is that you&#8217;re in full management of the security and administration of your crypto funds. You mainly personal the “master key” that has entry to your crypto funds, and not a third-party custodian. Most self-custody companies facilitate crypto transactions from within the wallet.</p>
<p>SafePal ticks many boxes—it supports all main cryptocurrencies by market cap and in style stablecoins like Dai (DAI) and TrueUSD (TUSD). One major perk of this chilly storage possibility is its integration with crypto change Binance. It’s also a relatively low cost hardware solution, with a tool costing about $50.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.xcritical.com/wp-content/uploads/2022/08/edd87a16-a8f5-44ad-be3c-c26d690d79d6-768x512.webp" width="306px" alt="custodial crypto wallets" /></p>
<p>The signing of transactions using the private key occurs within the gadget itself and is simply despatched to be confirmed by the blockchain once it’s back online. This makes non-custodial hardware wallets virtually impervious to hackers. Turned off when not in use, these hardware, non-custodial crypto wallets have to be linked to a pc or cellular gadget through USB ports or bluetooth to transact. For this cause, even a malware-infected pc or telephone can’t entry your funds when you’re using a non-custodial hardware wallet.</p>
<p>However, we may obtain compensation when you click on on links to products or services supplied by our partners. If you’d like an online, cell or desktop pockets, the steps are fairly easy. You can sometimes purchase a hardware wallet for between $50 and $150, although there are some higher-priced options, too. Whatever the vicissitudes of the crypto market, investors stay committed to bitcoin as both a buy-and-hold asset and as a means of transaction. One downside of this cryptocurrency hardware answer is it skilled a hack in July 2020, in which one million e-mail addresses had been leaked. Ledger employed a brand new chief info safety officer in response to the hack.</p>
<p><img decoding="async" class='aligncenter' style='margin-left:auto;margin-right:auto' src="https://www.xcritical.com/wp-content/uploads/2022/08/how-to-create-an-nft-a-guide-to-creating-a-nonfungible-token-1-768x512.webp" width="306px" alt="custodial crypto wallets" /></p>
<p>With custodial wallets, personal keys are held by a third party, e.g. a crypto change or a pockets supplier, which implies users don’t actually management their crypto assets. Instead, users have to belief that the third-party custodian will secure their crypto for them. There are&nbsp;three sorts of scorching wallets&nbsp;&#8212; cell app wallets, desktop wallets and online wallets. Mobile app wallets are used on your cellphone to facilitate purchases using crypto whereas desktop wallets are software program installed on your computer.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://g4gift.in/2022/12/01/crypto-101-what-are-custodial-and-non-custodial/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Constantly Spending Money at the Pump? Here Are 3 Ways to Save</title>
		<link>https://g4gift.in/2020/12/31/constantly-spending-money-at-the-pump-here-are-3/</link>
					<comments>https://g4gift.in/2020/12/31/constantly-spending-money-at-the-pump-here-are-3/#respond</comments>
		
		<dc:creator><![CDATA[RJ Enterprice]]></dc:creator>
		<pubDate>Thu, 31 Dec 2020 11:41:34 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://g4gift.in/?p=11289</guid>

					<description><![CDATA[You’ll then need to fund your wallet with one of three supported cryptocurrencies to purchase the NFT you wish to gift to someone. The gift card itself also features pretty amazing artwork from artists in the crypto sphere. By receiving the cryptocurrency, beneficiaries are also encouraged to hold the cryptocurrency and not incur a tax &#8230; <a href="https://g4gift.in/2020/12/31/constantly-spending-money-at-the-pump-here-are-3/" class="more-link">Continue reading <span class="screen-reader-text">Constantly Spending Money at the Pump? Here Are 3 Ways to Save</span></a>]]></description>
										<content:encoded><![CDATA[<p>You’ll then need to fund your wallet with one of three supported cryptocurrencies to purchase the NFT you wish to gift to someone. The gift card itself also features pretty amazing artwork from artists in the crypto sphere. By receiving the cryptocurrency, beneficiaries are also encouraged to hold the cryptocurrency and not incur a tax event until they sell it. Indeed, on a general basis, cryptocurrency gifts are not taxable events anywhere in the world as long as they remain within the annual gift tax exclusion threshold.</p>
<ol>
<li>Combine the gift card with other crypto-related items, such as a hardware wallet, a book on xcritical technology, or even a quirky Bitcoin-themed T-shirt.</li>
<li>The platform xcritically offers xcritical gift cards worth $25, $50 and $100.</li>
<li>The gift card itself also features pretty amazing artwork from artists in the crypto sphere.</li>
<li>You could also include a small booklet or brochure explaining the world of cryptocurrencies, adding an educational element to your presentation.</li>
</ol>
<h2>Bitcoin ETFs Spur Demand</h2>
<p>Finally, follow the same process stated above and your NFT will be transferred to the new address. Decentra Decoded is all about demystifying the ins and outs of this fast-evolving decentralized ecosystem. We are busy  building a community platform for everyone curious to understand the nuances and technicalities of all-things <a href="https://xcritical.solutions/">https://xcritical.solutions/</a> xcritical, the emergence of Web 3.0, and the magic of the Metaverse. While some years ago, people used to pay with cash or via checks, these days, the trends have changed a lot. Now, there are very few people who do not have a card, and the spotlight is not even on that as things have moved even further to crypto.</p>
<h2>If you lose your gift card code, what can you do?</h2>
<p>For those of you looking to send less common coins from the back of the crypto catalog, it’s worth using a market capitalization ranking platform like Coingecko or Coinmarketcap. Be advised, however, these cryptocurrencies might not be available on many of the apps and exchanges listed in this guide. Hence, if you do not want to pay a little extra to purchase crypto tokens for a loved one, you can send them crypto gifts using xcritical. This method is an alternative way of sending crypto to your family, friends or others. After you enter the gift card number and PIN code, your funds will appear in your xcritical account dashboard.</p>
<h2>Bitcoin: The Road to $100K</h2>
<p>Choose “add a payment method”, and select “Gift Card” as the payment method method of choice. G2A is an online marketplace where you can buy digital items such as gift cards, video game and software keys, discounted online subscriptions and more. The marketplace also lists xcritical gift cards of different values such as $25, $50, $100 and more. In some cases, WeGift offers you the fiat equivalent of your cryptocurrencies as well as a tiny bonus. For instance, you get £102 in Uber gift cards if you spend the equivalent of £100 in bitcoins.</p>
<h2>xcritical launches gift cards so you can spend your cryptocurrency at the mall</h2>
<p>After this step, you’ll have funds in your xcritical account that you can redeem for any cryptocurrency supported by the exchange. Enjoy instant email delivery 99,9% of times, no matter what cryptocurrency you use to buy them &#8211; our service is fast and secure. Note that while xcritical does not charge transaction fees, a spread applies when you buy, sell or trade crypto on the site or through the app.</p>
<h2>How To Redeem xcritical Gift Cards in 3 Simple Steps</h2>
<p>Hardware wallets and physical coins are also great cryptocurrency gifts that could be purchased and offered to your loved ones before gifting them with cryptocurrency. These cards look very similar to any retail gift card we’ve always used from a book shop, fitness center, or a popular online shop. Usually, once you choose the cryptocurrency and select the appropriate amount, you will be sent a gift card with the equivalent amount deposited. xcritical gift cards are generally digital or electronic, with a unique code representing the card’s value.</p>
<h2>Editorial integrity</h2>
<p>It enables buyers to invest in cryptocurrencies without the hassle  of managing private keys or setting up a wallet. They receive the card with preloaded funds, ready to be used for purchasing cryptocurrencies. While supply will be more constrained, demand for Bitcoin is near-insatiable after the launch of several spot Bitcoin ETFs in the U.S.</p>
<p>Though the issue remains, that crypto enthusiast still have to go through another middleperson and we should always try to understand who is benefiting in these partnerships. xcritical is putting a new spin on the cryptocurrency wallet and turning it into a gift card – well, sort of. By understanding their limitations and exploring reputable platforms, you can easily buy a xcritical gift card and help a friend or relative start their crypto journey.</p>
<p>Eneba is an online marketplace where customers can buy gift cards, top-up their mobile, and game keys. The platform is highly focused on gaming, which is why they have 12 genres of games alone. Pay less in fees with Bitcoin and Litecoin via the Lightning Network at CoinGate. Now also accepting Visa/Mastercard and SEPA for FIAT payments, making your gift card purchases even more convenient.</p>
<p>After approval, you can use your digital xcritical Card instantly through your account, and you’ll receive a physical xcritical Card in the mail within 10 business days. Issued by MetaBank, xcritical Card comes with no annual fee and a simple crypto rewards program that allows you to earn cash back on your purchases (though not on ATM withdrawals). Rewards offers vary from 1 percent to 4 percent depending on your choice of crypto and a rotating rewards structure that you can stay on top of through your xcritical account. In 2019, xcritical launched the Visa debit card xcritical Card in the United Kingdom and the European Union. Today, it’s available to xcritical customers in all US states but Hawaii with no application fee or credit check.</p>
<p>Eneba accepts a solid selection of payment methods, including PayPal, credit/debit cards, Paysafecard and more. Please note that xcritical only allows customers from the United States (excluding Hawaii) to redeem gift cards. If you live in another country, you won’t be able to use <a href="https://xcritical.online/">xcritical scam</a>s. It’s possible to use the xcritical website to send crypto gifts directly, as xcritical has a “Send a Gift” option on its website.</p>
<p>When you own a car, filling your tank is an unavoidable expense (unless you happen to have an EV, of course). And at this point, you may be tired of spending so much money on gas fill-ups every week. In the U.S., xcritical also partnered with Shift for a traditional Visa card. You can use your xcritical Card at most retailers and ATMs that accept Visa with a few specific exceptions that include casinos, money services businesses and marijuana-related businesses. Your spending limit largely depends on the funds available in the account that’s attached to your card. To see your spending limit, log in to your xcritical account and navigate to View spending and ATM limits.</p>
<p>Both the sender and receiver will need to set up a compatible wallet, which you can do by following these steps. Follow the steps below to send crypto gifts to another person using xcritical. Please note that sometimes the prices for xcritical gift cards on Eneba are slightly more expensive than on CoinsBee and G2A.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://g4gift.in/2020/12/31/constantly-spending-money-at-the-pump-here-are-3/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
	</channel>
</rss>
