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	<title>Alina Schellig &#187; FinTech</title>
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		<title>How To Create An Nft Free Of Charge And Sell It In 2024?</title>
		<link>http://www.alinaschellig.de/blog/2024/09/how-to-create-an-nft-free-of-charge-and-sell-it-in/</link>
		<comments>http://www.alinaschellig.de/blog/2024/09/how-to-create-an-nft-free-of-charge-and-sell-it-in/#comments</comments>
		<pubDate>Wed, 18 Sep 2024 06:43:27 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

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		<description><![CDATA[Ensure that your file is in a supported format, similar to How to Create an NFT PNG, GIF, or MP4, depending on the sort of media you’re utilizing. Additionally, contemplate optimising your file dimension while sustaining its high quality to ensure a easy addContent course of. Let us now delve into the fee concerns of [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Ensure that your file is in a supported format, similar to <a href="https://www.xcritical.in/blog/how-to-create-an-nft-a-guide-to-creating-a-nonfungible-token/">How to Create an NFT</a> PNG, GIF, or MP4, depending on the sort of media you’re utilizing. Additionally, contemplate optimising your file dimension while sustaining its high quality to ensure a easy addContent course of. Let us now delve into the fee concerns of minting NFTs, including the choice of free minting and the expenses concerned in the course of.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/liquidity-api-integration-api-in-crypto-exchanges-768x491.webp" width="406px" alt="How much does it cost to create an NFT"/></p>
<h2>Components On Which Nft Market Improvement Price Relies Upon</h2>
<p>However, the proper value cannot be quoted with out prior data of the client’s necessities and specifications. If you propose to build your personal NFT market from the initial stage, the worth of the NFT will be extra.The working of the platform follows an identical sample. You should spend more money for market development if your requirements result in an advanced platform (one with a dynamic feature that has not been carried out before). Not only platforms however the tools and expertise used also decide NFT costs.</p>
<h2>Steps For Minting Nfts At No Cost On Rarible</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/trade-order-management-system-oms-the-complete-guide-768x512.webp" width="406px" alt="How much does it cost to create an NFT"/></p>
<p>A blockchain is an evolving inscribing of records, known as blocks, which could be associated altogether using cryptography. Each block includes a cryptographic hash of the preceding block, a timestamp, and transaction details (commonly represented as a Merkle tree). The timestamp proves that the transaction facts existed while the block changed into posted to have the power to get into its hash. With a projected market volume of US$17.5 billion in 2023, the United States leads the world in Metaverse market value era. The Metaverse market is predicted to have 2,633.0 million users by 2030. OpenSea is a well-liked platform that&#8217;s trusted by numerous NFT merchants.</p>
<ul>
<li>The above idea the place NFTs are created free of charge is called lazy minting.</li>
<li>The decentralization course of is hampered by quick transactions and low charges.</li>
<li>Focusing on core functionalities in the preliminary model helps manage the finances.</li>
<li>Keep in mind that blockchain expertise and payment structures are regularly evolving, so it’s important to stay informed about the latest developments.</li>
<li>With more than 4 million user-owned digital belongings, OpenSea is amongst the largest marketplaces for cryptocurrency commodities.</li>
</ul>
<h2>Nft Marketplace: Market Dimension &amp; Future Prediction</h2>
<p>So, to begin out with, shopping for and selling these digital property must be the primary command created. Once we are accomplished with this, there are extra options that you could choose to put in your crypto marketplace to make sure a great experience for the users. The emergence of Non-Fungible Tokens (NFTs) has revolutionized the digital art market and has attracted appreciable consideration from artists, collectors, and traders worldwide. NFT Marketplaces Like Rarible have played a pivotal position in facilitating the shopping for, selling, and buying and selling of these distinctive digital belongings. If you&#8217;re contemplating getting into this thrilling house and creating your own NFT marketplace like Rarible, it is essential to know the costs involved. In this weblog submit, we are going to discover the various components that contribute to the overall value of beginning an NFT market and give you an estimate that can assist you make an informed choice.</p>
<h2>Important Things To Know Beforehand About Nft Market</h2>
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width="409px" alt="How much does it cost to create an NFT"/></p>
<p>Artists may prefer this performance, which could influence their determination about which platform to make use of to promote NFTs. NFT gaming improvement services syndicate blockchain technology and gaming to develop completely different in-game property as NFTs. With NFT gaming solutions, we facilitate customers to hold, commerce, and monetize their in-game substances throughout diversified gaming platforms. We are reshaping the industry through NFT gaming growth driving new income streams and fostering digital possession. We incorporate sensible contracts, Blockchain technology, and a user-friendly interface to ease the minting process guaranteeing efficient and safe creation and supply of NFTs. Being a prime NFT token development company, our end-to-end services will empower your business to develop digitally.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/crypto-wallet-vs-exchange-what-s-the-difference-img-2-768x512.webp" width="406px" alt="How much does it cost to create an NFT"/></p>
<p>Now, when we now have property to exchange and earn a profit, we also need a platform where this trading can take place. Such a platform the place NFT may be traded simply with none centralized authority. This model applies to auction-based marketplaces, where consumers incur a small fee for putting bids. However, big teams with experienced builders and specialised personnel are dearer however can expedite improvement and ensure larger high quality. However, you possibly can at all times go for smaller groups which is a more cost-effective option. The options and functionalities supplied by your NFT market directly influence the development value.</p>
<h2>User Interface (ui) And Person Expertise (ux)</h2>
<p>Each of those marketplaces expenses a gas fee equal to paying a tax on the digital product. They register a turnover of billions every month and hold a number of the costliest NFT property in the world. The rights of these digital products are made clear by the blockchain, so they can always be linked back to the owner. The sole cause for these assets being so well-liked and marketable is that they can&#8217;t be replaced. People seeking to purchase these assets have to visit NFT marketplaces and purchase them using cryptocurrencies like Ethereum or Bitcoin. Connect your wallet, addContent content, present particulars, and set editions if relevant.</p>
<p>Design and develop the frontend and backend parts of your NFT marketplace. Create an intuitive user interface (UI) that allows users to browse, mint, buy, and sell NFTs seamlessly. Implement backend functionalities to manage user accounts, transactions, and NFT metadata. The cost of developing an NFT market is dependent upon quite a lot of components.</p>
<p>The minting algorithm must also embrace sturdy safety testing, end-to-end encryption, and area name creation to make the NFTs distinctive and operational. With greater than four million user-owned virtual property, OpenSea is one of the largest marketplaces for cryptocurrency commodities. It holds digital property starting from artwork collectibles to in-game items that anybody can buy and promote around the globe. Transaction charges on blockchain networks, known as gasoline charges, can be prohibitively high in periods of excessive network congestion. Minimizing gas fees while sustaining transaction speed and safety is a major problem for NFT marketplaces. The alternative of blockchain platform on which the NFT marketplace might be constructed is essential.</p>
<p>Energy-efficient blockchains like Polygon, Tezos, and Flow are options to Ethereum. The cost of growing a metaverse platform may differ tremendously relying on the complexity of the project, the requirement for specific features, and the diploma of integration. Hiring NFT builders from DotStark is your doorway to unleash the big potential of the non-fungible token ecosystem. At DotStark, our staff prioritizes safety, innovation, creativity, and swift user experiences following the Agile methodology that makes us stand out from the crowd.</p>
<p>Solana’s structure delivers sub-second confirmation instances for transactions, providing near-instantaneous validation. This rapid confirmation is essential for the seamless functioning of NFT platforms, providing users with a easy and environment friendly experience when minting, shopping for, or promoting digital belongings. Finally, these are the most well-liked NFT marketplaces, and they&#8217;re quite comparable. One vital distinction is the ability to mint NFTs for lots of blockchains. OpenSea offers developers the option of minting NFTs on either the Ethereum or Polygon blockchains. The opportunity to use for a verified badge is another characteristic accessible on Rarible.</p>
<p>Additionally, bills related to regulatory compliance, security audits, and advertising ought to be considered. Generally, a basic NFT market with important features could price around $50,000 to $100,000 to develop in India. These marketplaces usually are not simply conduits for commerce but bastions of belief, ensuring transactions are secure, transparent, and immutable through the ability of blockchain expertise. By harnessing decentralized ledgers, they guarantee the authenticity of digital belongings, empowering creators and collectors alike. Have you ever wondered concerning the prices involved in creating your personal NFT marketplace? In at present&#8217;s digital age, Non-Fungible Tokens have revolutionized the greatest way we understand ownership and trade digital belongings.</p>
<p>With using Blockchain, we empower creators to get entangled within the digital universe. Your chosen platform extremely affects the NFT market improvement price, alongside the attain and income of the NFT marketplace. It shouldn&#8217;t solely showcase the significance of NFTs but additionally present an experience that retains users engaged. A staff of UI/UX design consultants creates an interface that is user-friendly, intuitive to make use of, and appealing.</p>
<p>Understanding the intricacies of NFT minting costs, from gas charges to platform-specific expenses, empowers you to make knowledgeable selections and maximize your NFT journey’s potential. Whether you’re a creator or collector, navigating the evolving panorama of NFT costs is essential for fulfillment on this dynamic and thrilling area. After creating the pockets, you need to add some cryptocurrency (such as Ether). You must pay the service charge for minting your non-fungible tokens on the blockchain platforms. As Ethereum has acceptability throughout virtually all of the platforms, it&#8217;s better to add this coin to your pockets for clean NFT making endeavours. Selecting a blockchain is an important choice, as it determines the underlying infrastructure and traits of your NFT.</p>
<p>Read more about <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> here.</p>
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		<title>Ethereum Merge: What Is Going To Occur To Tokens, Nfts, Staked Eth After Hard Fork?</title>
		<link>http://www.alinaschellig.de/blog/2024/08/ethereum-merge-what-is-going-to-occur-to-tokens/</link>
		<comments>http://www.alinaschellig.de/blog/2024/08/ethereum-merge-what-is-going-to-occur-to-tokens/#comments</comments>
		<pubDate>Fri, 23 Aug 2024 23:29:04 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://www.alinaschellig.de/blog/?p=3860</guid>
		<description><![CDATA[Instead of mining, PoS assigns the task of issuing blocks to “validators.” One can become a validator by putting 32 ether as a “stake” on the Ethereum blockchain. One is more prone to ethereum proof of stake be randomly chosen to problem the following block if they stake extra ether. This cloned network shall be [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Instead of mining, PoS assigns the task of issuing blocks to “validators.” One can become a validator by putting 32 ether as a “stake” on the Ethereum blockchain. One is more prone to <a href="https://www.xcritical.in/blog/ethereum-proof-of-stake-model-what-is-and-how-it-works/">ethereum proof of stake</a> be randomly chosen to problem the following block if they stake extra ether. This cloned network shall be a crypto “uncanny valley” without Ethereum’s customers and core developers.</p>
<h2>Myth No 2: Transaction Speeds Shall Be Sooner</h2>
<p><a href="https://www.xcritical.in/"><br />
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' alt='https://www.xcritical.in/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='407px'/></figure>
<p></a></p>
<p>Let us take a look at an instance to know how rewards and transaction charges are involved in a transaction in the Ethereum community. The architecture of Bitcoin and Ethereum are similar as both networks are constructed using blocks that connect with create a blockchain. Both blockchains provide anonymous transactions, and a government like a financial institution or government controls neither. The main concept of Proof-of-Stake consensus mechanisms is having pores and skin in the game, as you can solely add new blocks to the chain when you hold a financial stake in the system. Also, mining difficulty will differ based mostly on the competition on the community.</p>
<h2>Impression Of Blockchain On The Global Tech Trade And What High Leaders Think About It?</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="402px" alt="does ethereum have proof of stake"/></p>
<p>POS is a bit too obviously &#8222;thems what has, will get&#8220; so you must convince the customers to associate with it. But many minor altcoins seized upon POS simply on the premise that they wanted something to let them pretend to be decentralized that wasn&#8217;t POW, and this was one thing. So, this is how Ethereum got separated into two completely different blockchains.</p>
<h2>So Why Would Someone Present A Lifeless Imitation Blockchain?</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="409px" alt="does ethereum have proof of stake"/></p>
<p>Now, if you want your transaction to be processed/mined, you should pay a transaction payment to the miner who&#8217;s processing the transaction and placing it in its block. In Bitcoin, there is not any normal logic to calculate the transaction payment, and it&#8217;s at the sender&#8217;s discretion how a lot transaction payment they need to pay. The Ethereum blockchain is basically a transaction-based state machine. In laptop science, a state machine refers to one thing that may read a series of inputs and, based on these inputs, will transition to a model new state. The Ethereum blockchain starts from the Genesis state and modifications after every transaction. The alternative is to contribute less than 32 ETH to a staking pool.</p>
<h2>Bursting Five Widespread Myths Surrounding Ethereum’s Merge</h2>
<p>There will be apps and tokens flying around with no purpose or value, however it&#8217;s going to merely be a real Ethereum. But it seems inevitable that assist will develop for a forked PoW Ethereum. They set the foundations and guidelines the nodes have to abide by to agree on a state of blockchain. Though Proof of Work (PoW) and Proof of Stake (PoS) are commonly known as consensus mechanisms, they are not. To be exact, PoW and PoS are just a component of it primarily used to ward off sybil assaults. The first step to incomes from proof of stake is acquiring tokens to stake.</p>
<p>With this, the transaction gets executed efficiently, and the machine&#8217;s state is changed to the brand new state. Once the above two steps are performed, the transaction starts executing. If the transaction meets all the above requirements for validity, we move on to the next step, which is the execution of a transaction. And if all the Gas is consumed before the transaction is completed, the transaction fails due to the shortage of Gas, and no Gas is returned to the sender. This transaction restrict is the maximum amount the sender would wish to spend to run a transaction successfully. The system deducts this quantity from the sender based on the amount of Gas consumed within the transaction.</p>
<h2>Well Being Matters A1 Or A2, It’s Simply Milk Don’t Fall For The &#8218;Advertising Gimmick&#8216; Unless Your Physician Recommends</h2>
<ul>
<li>The more complicated the commands you need to execute, the extra Gas you need to pay.</li>
<li>He additional explained that Staked crypto might be seen as securities.</li>
<li>By nature, blockchains are very safe due to their decentralised nature and heavy information encryption.</li>
<li>For this reason, you’ll additionally see stakers described as validators.</li>
</ul>
<p>While artists might proceed to grapple with moral issues surrounding the vitality consumption of PoW techniques or perhaps offset their NFTs with carbon credits, Proof of Stake is now not a joke. We are significantly closer to lowering Ethereum’s power consumption by ninety nine percent by dashing up the Proof of Stake consensus course of upgrade. It’s taking place right now and is being mentioned overtly in open source repositories.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="402px" alt="does ethereum have proof of stake"/></p>
<p>Miners would compete to unravel challenging mathematical riddles using an enormous infrastructure of cutting-edge laptop hardware, and the first one to unravel the puzzle could be chosen because the validator. However, this methodology was entirely depending on crypto farms, which are large warehouses lined with rows of computer systems. This often paved the method in which for criticisms that the crypto industry generally consumed extra electrical energy than complete countries, forcing considerations over environmental sustainability. In a Proof-of-Work mechanism, miners who efficiently validate the block get block rewards and other charges for their hard work. The block rewards and the fees range from one blockchain to another. Compared to the validation competition of the Proof-of-Work mechanism, Proof-of-Stake is a validation-sharing process.</p>
<p>You compete with different miners to validate a block, and upon completion, you receive the set block rewards. As Bitcoin’s total provide is finite, its mining rewards will scale back as time passes. PoS blockchains have much less of a spot between blocks than PoW blockchains do. In PoW, the time between blocks is unpredictable, however in PoS, the block time is fixed. PoS blockchains can have block occasions as little as a couple of seconds, making them a lot sooner than PoW blockchains, which may take 10 minutes or more. PoS blockchains are significantly beneficial for functions that require low transaction latency.</p>
<p>To mint (create) and NFT, transaction fees need to be paid to the Ethereum community. However, The Merge won’t have any effect on NFT minting fees. The change to PoS “does not relate to fees”, an Ethereum developer said in a blog submit. Experts say whereas the Merge will change the consensus mechanism, it is not going to improve the capacity of the Ethereum network.</p>
<p>An Ommer or uncle block will further have a mother or father which is the identical as the present block’s grandparent. In the diagram proven above, will in all probability be the A1 block which will be the grandparent to the C3 block and B2 would be the father or mother. Let&#8217;s look at a diagram explaining block construction within the Ethereum community.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="404px" alt="does ethereum have proof of stake"/></p>
<p>This is finished with the help of DAG (Directed Acyclic Graph) &#8211; a really massive file that is handed together with the block as enter to the hashing algorithm &#8211; Ethash. This DAG requires respectable reminiscence measurement, thus making the whole hashing process CPU-based rather than GPU-based. Thus, anybody with a memory large enough to carry the DAG can now fight to mine the block. And this is the rationale why Ethereum has a 15-second block creation price as in comparability with 10 minutes in Bitcoin.</p>
<p>The computations in Ethereum when mining a block are highly I/O intensive and, thus, the blocks are mined much faster. Next, let&#8217;s take a glance at how DAG varieties an important element in the Ethash algorithm. Blockchain consensus mechanisms like Proof-of-Work (PoW) and Proof-of-Stake (PoS) differ in validation methods, rewards, safety, and operational prices. PoW uses miners competing to validate blocks, whereas PoS validators use staked coins. Popular cryptocurrency blockchain Ethereum has accomplished its long-awaited switch to proof-of-stake.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.alinaschellig.de/blog/2024/08/ethereum-merge-what-is-going-to-occur-to-tokens/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Ultimate Guide to Launching Your Mortgage Brokers Business</title>
		<link>http://www.alinaschellig.de/blog/2024/07/ultimate-guide-to-launching-your-mortgage-brokers/</link>
		<comments>http://www.alinaschellig.de/blog/2024/07/ultimate-guide-to-launching-your-mortgage-brokers/#comments</comments>
		<pubDate>Wed, 24 Jul 2024 01:26:48 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://www.alinaschellig.de/blog/?p=4158</guid>
		<description><![CDATA[Content Ask the Experts: A Q&#038;A Session for New Business Brokers Your Questions About the Business Brokerage Profession Tip 3 &#8211; Know Your Freight Broker Costs Inside and Out How much money can an introducing broker make? Accelerate Your Differentiators: How Technology Tools Can Drive Success in Transportation Different Types of Brokers and Brokerage Firms [&#8230;]]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Ask the Experts: A Q&#038;A Session for New Business Brokers</a></li>
<li><a href="#toc-1">Your Questions About the Business Brokerage Profession</a></li>
<li><a href="#toc-2">Tip 3 &#8211; Know Your Freight Broker Costs Inside and Out</a></li>
<li><a href="#toc-3">How much money can an introducing broker make?</a></li>
<li><a href="#toc-4">Accelerate Your Differentiators: How Technology Tools Can Drive Success in Transportation</a></li>
<li><a href="#toc-5">Different Types of Brokers and Brokerage Firms</a></li>
</ul>
</div>
<p>Moving to a remote work environment allows for a vast operation that runs virtually with cloud-based tools and a franchise structure. Instead of commuting to the office, they can work at home and go straight to meet clients, possibly saving <a href="https://www.xcritical.com/blog/how-to-start-a-broker-business-10-simple-tips/">how to start a brokerage business</a> hours each day. The biggest downside to the brick-and-mortar model is the cost required to run an office.</p>
<h2 id="toc-0">Ask the Experts: A Q&amp;A Session for New Business Brokers</h2>
<p>This means you’ll launch with a minimum investment and the basic infrastructure in place. Brokerages can operate as a sole proprietorship, LLC, partnership, or corporation. This can be accomplished using a&nbsp;load board&nbsp;to <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> post your loads or search for trucks.</p>
<h2 id="toc-1">Your Questions About the Business Brokerage Profession</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="305px" alt="starting a broker business"/></p>
<p>Traders and investors worldwide have many alternatives and will switch to other trading platforms very quickly if you fail to provide high-quality services. So, while online brokerage businesses have an ambitious upside and lucrative potential, they must be sufficiently prepared for the tough competition and consider all relevant risks. Before diving into the specifics of obtaining your motor carrier (MC) number, it’s essential to establish the foundational aspects of your freight brokerage business. Start by selecting a suitable name that reflects your business’s identity and goals. Once you’ve chosen a name, you’ll need to decide on the legal structure of your business. You can opt to register as a sole proprietor, form a partnership, or incorporate as an LLC (Limited Liability Corporation) or a corporation.</p>
<h2 id="toc-2">Tip 3 &#8211; Know Your Freight Broker Costs Inside and Out</h2>
<p>Recent advances in real-time technology also have made it much easier to start and run a successful freight brokerage, even if you haven’t worked in transportation previously. Most of these real-time technologies can be easily scaled up when your business begins to grow. Investing in real-time tech early on in your business also can help you win shipper contracts and build a positive reputation in your freight brokerage niche. Marketing yourself as a freight broker involves a combination of strategic networking, leveraging technology, and showcasing your value proposition clearly. Networking is crucial, so consider joining relevant associations, attending industry conferences, and continually connecting with potential business contacts. Offering competitive pricing, exceptional service, and reliable solutions will help in maintaining and growing a customer base.</p>
<h2 id="toc-3">How much money can an introducing broker make?</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="307px" alt="starting a broker business"/></p>
<p>As the shortage of truck drivers brings more challenges for shippers, it also brings more demand and opportunities for third-party logistics services like freight brokers. How many people you hire in the early stages will depend on cash flow, but there are a few key positions you’ll need to fill first. These include a real estate agent, a listing specialist, a transaction agent, and last but not least, an admin assistant.</p>
<h2 id="toc-4">Accelerate Your Differentiators: How Technology Tools Can Drive Success in Transportation</h2>
<p>Staying updated with these regulations is essential for continuing your business without interruptions. Moreover, these technological advancements foster stronger relationships between shippers and carriers, laying the groundwork for long-term partnerships. As your business expands, these technologies are easily scalable, ensuring they grow with you. Evaluate the cost of their services relative to the benefits they provide.</p>
<h2 id="toc-5">Different Types of Brokers and Brokerage Firms</h2>
<ul>
<li>Try to guess what your clients will want and go the extra mile to give them personalized service and help.</li>
<li>With businesses relying heavily on efficient logistics, the need for skilled freight brokers remains strong, ensuring a recession-proof business model.</li>
<li>Firstly, understanding the legal and regulatory environment is non-negotiable.</li>
<li>In these early days, we recommend you choose a good quality free tool like HubSpot.</li>
<li>The IBBA® Steps to Success program is a collection of business broker training resources designed to help you answer the questions, “Is Business Brokerage right for me?</li>
<li>On the other, they present security vulnerabilities, with cyberattacks becoming increasingly sophisticated.</li>
<li>With the strategies outlined in this guide, you can build a rewarding career in this exciting industry.</li>
</ul>
<p>I remember starting my brokerage with &nbsp;no customers and no experience for that mater and with some hard work we were able to generate over $1.2 million in sales in our first year. Within just 10 years we were able to grow that business to over $47 million a year in sales. Because with less truck drivers on the road it makes a shippers job harder. That means it is more time consuming for shippers to manage their constant flow of inbound and outbound freight. Many of the drivers/carriers they have been using for years are no longer an option.</p>
<p>The institutional sales division frequently contributes significantly to the company’s earnings. The high dollar amount of transactions and the commissions from new and existing clients are highly advantageous for institutional sales. The sales department typically has the largest workforce since it is where investors frequently communicate. Advisors offering professional investment may concentrate on serving a specific part of the investment sector within the retail sales staff. Occasionally, they might act as a “one-stop-shop” for all client requirements relating to retail investing. Thanks to this law, the investing public is prevented from dishonest or false marketing tactics.</p>
<h2 id="toc-7">Want more freight broker resources?</h2>
<p>This type of structure typically attracts experienced agents who generate consistent revenue and close deals without much support. This type of structure is also likely to attract quality agents who are confident in their ability to push sales over the line. This structure encourages agents to keep bringing in deals, as the more transactions they close, the more they earn. Brokerages can differentiate themselves by offering to work for a flat fee.</p>
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" width="307px" alt="starting a broker business"/></p>
<p>A successful mortgage broker hinges on strong relationships with a wide array of lenders. These relationships allow you to offer diverse loan options tailored to clients&#8216; varying needs. Initially establishing these connections requires persistence, professionalism, and demonstrating the value you bring to lenders as an intermediary. Regular communication and positive dealings ensure these partnerships remain fruitful over time. Remember, the broader your lender network, the more competitive you can be in meeting client expectations.</p>
<p>Understanding and mitigating these risks can help business owners navigate the process of using a business broker more effectively. Clients who choose full-service brokers benefit from professional guidance and expertise. These brokers help investors develop personalized investment strategies, manage their portfolios, and provide insights into market trends. Full-service brokers are a suitable option for individuals who prefer a more hands-off approach and value the expertise and assistance of experienced professionals in managing their investments. Full-service brokers provide a comprehensive range of services beyond executing trades. They offer investment advice, conduct research, and provide retirement planning services, among other financial offerings.</p>
<p>As getting cash flow to cover your costs is an essential part of running a business, we recommend that new real estate brokers put all their focus on getting their initial deals over the line. A virtual minimum viable brokerage with you performing the role of agent requires the least amount of money. You’ll have to cover business registration, insurance, essential equipment, and reliable transaction management software. With almost 150,000 real estate firms in the U.S., you face some strong competition when starting your own brokerage. Before you get started, make sure you know the business inside and out.</p>
<p>Collaborating with established technology solution providers can offer a competitive edge. Data security, given the digital nature of transactions today, is another paramount consideration. Before plunging into the brokerage realm, a thorough grasp of the market is indispensable. Begin by pinpointing a niche that resonates with your expertise and addresses a clear market demand. Given the allure of Forex and crypto, they may present enticing opportunities, but they also come with their unique set of challenges.</p>
<p>Maintaining precise and thorough records also makes filing your yearly taxes much simpler. The company’s structure must include the administration department because it keeps and maintains records of all transactions. More significantly, it manages internal HR and ensures laws are obeyed.</p>
<p>In today&#8217;s digital world, leveraging technology is non-negotiable for mortgage brokers aiming for efficiency and competitiveness. Implementing customer relationship management (CRM) systems helps manage client data effectively and automate communication processes. Online application platforms can streamline loan applications and improve client experience by offering convenience and speed. Social media and digital marketing are indispensable tools for brand-building and lead generation. Lastly, staying updated with industry-specific software ensures accurate rate comparisons and efficient processing. Starting a real estate brokerage might be a dream, but what does it look like in reality?</p>
<p>It’s a good idea to invest in transaction management software once you have your first deal under your belt. Your brokerage is a business, and expenses will be similar to any other company in any other industry. Having set procedures and keeping a record of transactions is the best way to ensure you operate in line with regulations. It’s also more attractive to clients who benefit from the more service-oriented focus of these businesses. It uses an example in which agents only receive 30% of the total commission, a significant decrease in industry averages. However, many brokerages are overcoming these difficulties with new options that cater to their needs.</p>
<p>Even if you are the only person working and managing your brokerage, having a business account is the best way for you to keep track of your finances. Having a separate account for your broker business and personal finances helps make day-to-day transactions easy to follow and document, which is critical for satisfying the IRS. Compared to many other professions, becoming a loan broker offers significant earnings potential and respect. Successful brokers earn over six figures a year, while being their own boss and having the ability to create a balanced professional and personal life. 3) Report Taxes – Before starting a brokerage business, you must apply for federal taxes, which vary in every jurisdiction.</p>
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		<title>xcritical, Inc Wikipedia</title>
		<link>http://www.alinaschellig.de/blog/2024/03/xcritical-inc-wikipedia/</link>
		<comments>http://www.alinaschellig.de/blog/2024/03/xcritical-inc-wikipedia/#comments</comments>
		<pubDate>Thu, 07 Mar 2024 14:39:25 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://www.alinaschellig.de/blog/?p=2741</guid>
		<description><![CDATA[Today, the product is one of xcritical’s fastest-growing, Ho said — supporting half a million transactions a day. This week, Mary Ann caught up with personal finance guru Suze Orman, who made her debut into the startup world about a year ago with SecureSave, a company that enables employers to offer employees sponsored emergency savings [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Today, the product is one of xcritical’s fastest-growing, Ho said — supporting half a million transactions a day. This week, Mary Ann caught up with personal finance guru Suze Orman, who made her debut into the startup world about a year ago with SecureSave, a company that enables employers to offer employees sponsored emergency savings accounts. Mary Ann and Suze  discussed a number of hard-hitting topics, including why SecureSave isn’t like its competitors (it doesn’t try to go after all your money) and how Americans aren’t saving enough (people like to spend — spoiler!).</p>
<p>Because of this user feedback and demand, their team prioritized building an Instant Pay feature for their platform. Working with a BaaS provider can drastically reduce your time to market so you can quickly find product-market fit and build differentiating features on top of core financial offerings. However, you aren’t able to customize your offering to the same extent that you can when working directly with a bank partner. Access an optimised suite of tools to accept payments online and in person from customers around the world. Further, she added, xcritical Issuing provides the core components of a charge card program — such as funds flows, network connections, printing, and integration APIs — and then aims to “streamline” all the necessary compliance, bank partnerships and ledgering. The division xcritical is known for has expanded its suite of products in the payments space to increase the ease of access and personalization of payments technology.</p>
<p>When you’re evaluating BaaS providers, you want to consider factors such as what capabilities they support (both now and planned for the future), their reliability, geographic availability, customer service, and more. Get started and grow quickly, with the help of our expert implementation and advisory teams. xcritical also toots its own horn when it notes that one in six new Delaware corporations incorporates with xcritical Atlas. Among those, more than 50,000 were working toward xcriticalg $5 billion a year in revenue. The sector, not including crypto companies, led the tech industry in the number of layoffs it underwent in the first half of 2022, TechCrunch reported.</p>
<p>“And when these businesses need to pay you back for, say, the couple [grand] they spent last month, they can use xcritical Invoicing and xcritical payments. The company provides ample examples of how it continues to roll out services to help companies build closer relationships with their customers and improve the overall payments experience. xcritical’s fee structure starts at 2.9% with an added 30-cent charge for domestic card-based transactions.</p>
<ol>
<li>These include verifying accounts for payments and payouts; to check balances ahead of a payment being made to ensure there’s enough money there; to confirm account ownership.</li>
<li>Unit economics refers to the revenue and costs of your business on a per-unit basis (e.g., a customer) to determine your business’s profitability and overall financial health.</li>
<li>In March, Fidelity cut its xcritical valuation by 9%, providing another signal on how fund of funds are looking at soon-to-be public fintech companies.</li>
<li>This implies that even when accounting for volume discounts, its added payment volume last year equaled massive new revenues for the private company.</li>
</ol>
<p>When working directly with a bank partner, you have to manage all elements of building a new financial service on your own. This includes managing the relationship with your banking partner, building core money storage and money movement infrastructure from scratch, handling compliance and regulatory requirements, and more—in addition to building your actual financial product. With the proliferation of companies building and offering financial services, determining whether a company is a fintech isn’t straightforward anymore.</p>
<h2>Digital Payments Infrastructure</h2>
<p>Because financial services play a larger role in the product and business strategy for many companies, more and more businesses today can be defined as a fintech. Previously, xcritical-issued cards could only be used to spend money from a prefunded account. Its expansion into charge cards, according to Ho, will give companies the ability to create and distribute virtual or physical charge cards that allow their customers to spend on credit rather than using the funds in their accounts. Financial Connections is coming at an interesting moment in the world of digital payments.</p>
<h2>OpenAI monetises ChatGPT with xcritical Billing and xcritical Checkout</h2>
<p>xcritical is sufficiently large that when we consider its growth, we have to weigh it against the overall growth in the payment space more generally. In March, Fidelity cut its xcritical valuation by 9%, providing another signal on how fund of funds are looking at soon-to-be public fintech companies. This division enables the growth of a variety of other fintechs by providing them banking infrastructure, both digital and physical. Each of our BaaS products offers APIs that are building blocks you can combine in different ways, depending on what your customers need and what makes sense for your business. xcritical has a partnership with FIS’ Worldpay&nbsp;that enables Worldpay merchants to offer xcritical’s Adaptive Checkout product.</p>
<h2>OpenAI Made Sam Altman Famous. His Investments Made Him A Billionaire.</h2>
<p>You may be able to benefit from some organic adoption and word-of-mouth awareness, but you’ll need to have a formal user acquisition strategy to make sure that you grow your customer base. Two-thirds of Paperxcritical’s founders were music producers, giving them unique insights into their target audience because they had worked closely with other creators before and experienced their challenges firsthand. They knew that creators needed to invest in production and promotion, but they were often waiting for their next income check because of cash-flow constraints. Work with software, platform, or cloud providers that offer integrated solutions and connect with xcritical for easy deployment. The vast majority of xcritical&#8217;s code is in Ruby, leading to xcritical engineer Soam Vasani calling it a &#8222;Ruby monolith.&#8220; It&#8217;s not the only language however, with xcritical engineers in a post on jobs fxcritical site Blind noting they also work with JavaScript, JVM, Python and Scala, depending on the team.</p>
<h2>Investments</h2>
<p>Persona decided to work with a BaaS provider, because they didn’t have the resources to build banking infrastructure as a small startup. “The last thing you want is to select a vendor, start building, and then completely change your architecture when you need additional features,” said the team at Persona. As a result, Paperxcritical built a fintech business focused on solving music producers’ biggest pain point by enabling them to get paid instantly via a digital wallet and card. Not only do their products specifically target creators, but Paperxcritical’s marketing strategy is also laser focused on their ability to best serve this high-need audience.</p>
<p>A fintech doesn’t need to own the financial infrastructure or technology it is using (though it can certainly choose to do so). The vast majority of fintechs use a BaaS solution to help them build and go to market with their offering more quickly and easily. BaaS providers act as an intermediary between the fintech business and banks, providing the underlying infrastructure on which fintechs can build their financial products. These insights, combined with the team’s mission to help startups grow, fueled Arc to create a vertically integrated financing, cash management, and insights platform. With Arc, startups can seamlessly “tap into their future revenue streams to access non-dilutive capital, deposit these funds into a virtual treasury account held by Evolve Bank (member FDIC), and instantly deploy spend to drive growth”—all via one digitally native account. Also, the offerings that fall into its “Revenue and Finance Automation” bucket  are expected to reach a $500 million annual run rate this year — those are tools that help businesses manage billing, tax and revenue recognition.</p>
<p>That run rate would be sufficient for that business unit to be a publicly traded company in its own right. This gives xcritical not only a massive scaled operation on the payments side, but also a software story to tell apart from that core operation. Revenue diversity that unlocks quickly <a href="https://scamforex.net/">https://scamforex.net/</a> growing, potentially high-margin revenue is investor catnip. xcritical also announced this week its plans to give companies the ability to create and distribute virtual or physical charge cards that allow their customers to spend on credit rather than using the funds in their accounts.</p>
<p>Companies are supposed to do a 409A every 12 months or when a material event might lower its valuation; the material event in this case is obviously the collapse of the stock market. Comment ANONYMOUSLY on articles and make yourself visible to recruiters hiring for top jobs in technology <a href="https://xcritical.online/">xcritical cheating</a> and finance. In that discussion, one xcritical engineer says the fintech has a system that deals with the integration of ruby&#8217;s various open source gems by &#8222;autoloading&#8220; them. xcritical Terminal for example, introduced in 2018, extends the scope of xcritical&#8217;s APIs to in-person transactions.</p>
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		<title>What is Initial Exchange Offering IEO Fraud?</title>
		<link>http://www.alinaschellig.de/blog/2024/03/what-is-initial-exchange-offering-ieo-fraud/</link>
		<comments>http://www.alinaschellig.de/blog/2024/03/what-is-initial-exchange-offering-ieo-fraud/#comments</comments>
		<pubDate>Wed, 06 Mar 2024 03:13:24 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://www.alinaschellig.de/blog/?p=5241</guid>
		<description><![CDATA[Content How the verification process for IEO works Bitcoin open interest drops $2 billion ahead of US elections as investor caution sets in Tether CEO quashes speculation of launching a Tether blockchain ‘at this time’ Cryptocurrency Whistleblower Receives $1 Million Award from CFTC If an exchange has its own token, contributors would https://www.xcritical.com/ have to [&#8230;]]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">How the verification process for IEO works</a></li>
<li><a href="#toc-1">Bitcoin open interest drops $2 billion ahead of US elections as investor caution sets in</a></li>
<li><a href="#toc-2">Tether CEO quashes speculation of launching a Tether blockchain ‘at this time’</a></li>
<li><a href="#toc-3">Cryptocurrency Whistleblower Receives $1 Million Award from CFTC</a></li>
</ul>
</div>
<p>If an exchange has its own token, contributors would <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> have to purchase token units before participating in IEO. It should explain how the funding for the tokens will work, their backing sources, and the payment platforms that can be used with this new cryptocurrency. The whitepaper should discuss the new cryptocurrency’s expected value and the method of receiving funding for the cryptocurrency. Furthermore, it should show how the investors can benefit from the project and establish the crypto team’s credibility. Lastly, the whitepaper should have a legal disclaimer, which will protect both you and the investors.</p>
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" width="301px" alt="upcoming initial exchange offerings"/></p>
<h2 id="toc-0">How the verification process for IEO works</h2>
<p>The first thing investors need to do is to create an account with the exchange that will list the token they want to invest in. Since it can be hard to predict which exchange each token will list with, it can be a good idea for investors to have accounts at multiple crypto exchanges. Interested investors can buy into an initial coin offering to receive a new cryptocurrency issued by the company. This token may have some utility related <a href="https://www.xcritical.com/blog/initial-exchange-offering-ieo-meaning-and-how-does-it-work/">initial exchange offering news</a> to the product or service that the company is offering or represent a stake in the company or project. The chosen exchange takes on the role of a counterparty, selling the tokens directly to individual contributors through their platform. This model streamlines the fundraising process, as the exchange manages the token sale, conducting thorough due diligence to ensure the project&#8217;s credibility.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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kBP0tKvqpqKaezcauTjpjdvLa4EjT009JoiSWfWq5/tMbOsZXlMW72O0ZOtoMpqFcTDli8Q8glT3ZV0aWen3lx5D853W0lQj17icysjVjtdbm5XYpqY/1uh5wbTNH447oXpqrCY8tzNH0T9HvQqVafV6fV2aiqnpLau1fs/rdl0uz3bh1rszM4x0/Dr0/B+ll1qRpGiNmOnYqgahKQp5arYx9GqEesRpLvyV0yPvLPGY2JeLFVaVYtjh0brrtij8Hlea6sYTTljz+FHq6vj9Q/JP/Sdo/dei+mKu3DW19Dd+q1flNPehnntdx5mWdcXHP27xj/8A2hbjzf8ABect27ZMxEbrX48T4/3J/fx/6d02MNe6DG6GzZXzuQaupF47kmLl4aSjhBc1M8Z5lw8slSTV95qDb0q2tVe93ObM7VMmbagV4k0lyy61NMyNRNM/ZhI0j+cH5WsdpyjWsmcqzl6taPuW/IIaTn9JvQy47aTppq86Viqkq5q/ddu4Rb6aiv5XegmmdXVTxW1NDUaLYtZq5u0m58fbjjH2mIifH/dOH6KQt4anndpqrnlEUitVUNT0YcIabV2imo1xJKdYo3JQyI9RQiLn6khDbRVLVG/sS6qt1XdcRzFq+RM6bqo2pqY1DU0yJNVLrvWcOtVHAjO+FHNHe9tH1StHH4Qggmkr+l3oZ0nfuEqEkCqCoavkSa8UCfFvOl+ldBXNddRZTdU0qtp2ujX6XW6TWeDFfuZ/Ynr7nf5/P702NjbPZkV76IPFyKZQM/zDRP24KD8J3/wKX/qj6lfajmjvemr2pWq7bsF0GCaSqP8A5oYFG3auL+bifRN29ptj1Whu0/mutsYfrswWqrBe2a8hG4Rx7hr1S7zcMdOpqaSfZYMydEef1Z5jVNsHKtI7O9eHJ3JwUribVc+SWn45mS6SB7zgTzSSyPq+RezMx+dTvahYuWpt3dcXAcoHz1jU0/8A7oRaW0vRxRfRHTNW7jy3HR9F/R70PVxfq5+xfHqtk2aqqabdxrjM+D9z/k//AH+5+mt1H8g1quxNLvcbmo18VQNnpVWqilpucsy8jq+BGeon7OBCy3awV1iqSY6CZ3lPDu/U9CKxHRnl6f8Asa3XZ/xH5XpbUdN4WqLTzjrjQa9ihn1aXzXpXVDLPaza5FnXFwTLH/aFOP8A5oE36uPsXM7RtE8U1bhXPH/0ePr+3/8Afg7p2W6QRtfbaob21FMQkLUMuSkXTytQrbs2Sz9Yr7VVUyPx6shkXsouFnbp21vvSriPfspioY1nKqRqpKNydpukyJXULn/NNP8AJkOBHO0hRz1ki2dTVWuW7Xig3XR1E0v/ADQYz2i6aaNt1aVJVzVDW19BBDSS1flNPehU9Xw08U0tzx1aLU7hbuMbj6lmemOnHMY9zv8ALo/VatMdHva+rmCtxLMo27khCNlkHr1DysmxYMiwIZ9xd/gamfu0BbVrLxOylfFrVhrN5xu8dm7N8eavl6KZqGp+scXHtAU07lulvOSrzf8ALfvvn9LvQzCv1Hu9Zo6qurnLdx22uXa/O+ldaC3V3Wd6cONFseg01XF5+J61z1jr6c5+/wD3Pu+5+kFz560ju31t7V3OaEgyquHT3OXIiw7g9STR0+Pqz6w8j+oNuexoSOvzZeOq5y2WaR8LIIMVl8vIVfFupJH78iMy94/Nx3d+Gl9Dpaoqmct23YILt9XR+a9KDXd1IeY0Ol6jqd1uvYa6Gro/3o5t3Oz+Cmr2W0NM1z+kO/J/59Mx16fi/RyCgdoGdr+qouu6srqEYKvHPRS8O3jDiOjuGlxVSVW1hxXHRzSJvPHxSDonCEbWCTFJY+0VTSfcVBTPtvu3jXonz5rDcOW466un+i3oYCNVU396PJNr/wBwS/8AVGdrNRGox0bfs/otLs/NF2rrxZGMV1/d82/PswNaUfKUnEUWUEWGooaZYPkZLye1YrNnpKpcPxqaXD3fX+VxZeSRl/vcB0ptE1XhqGlGzh3LSUnIYpBPDhWfF6vTUy6zUPP/ADxHNZ4TTPI+PkGPbbfdz08kPhntNt2n2rWeV09vJ+xHX8SQADRemcPOR2AAAHIAABQIjINAFAE4BoAoAMJNAF6pj4DCAAAAwPAB7HgczGHMxhkAAAcLBwAkADTgkAAFAKDQAicFAAAANOAEgAAAAAAADgAEEhSoyxiKifD3F3YrM/EGZ+IABioMz8QZmAAA9ZmYYmRgJMxlaIXMrVNMyEOZCwx6XARCKIsEd3DO1fixDd26hLIojK0QNBmEQw7bZy9dTSw1kRCu0RYFhHu0Q2m2SbqVfWREIsLKsiIp2iNam7Lz2spRg95n4j7pGGC2pxGDhlNBiohqITa0aE20E00FfRE3HdwybnotGsCIkERFNBKojCvblKQREgiIpESCIpuoU28fxUR+nJfu1BpZEz8Rum8fxUR+nJfu1BpZEe42P6lD5l7R/wDEpNAAOGmxCQACgRGQAAAGkvAAAHDkAHseBOMCYw9hQADpw9D2PA9iIMgAAASk0AcsEhRwAAAAAAAAoAAABoAAAAAAAAAAAAByIA0AXk0o+4YiokFkRgr/AM4d1SVd2J4+A+5YvAN8kh7DioqyWmlmYYiiHJIhqKIVM5N4oK0RlaIEQ4Kzlo00mooibaCJREgiM67q3dF0WBoMsRSKwbrDNtpblMssCyIEVg0J7HIpZERTtmLVoiKdoh9N3VTupVRZEYqqWQsDtmIlZEa1N2WHdSUiGogRDUQ4UstETbQRKIkGgzbmvolgaLCWaCEaCQSWGJdD0NPZNoiQREIisMvfBSwsK7eP4qI/Tkv3ag0siNvXTkt7pRJsX+y9SP8Au1BqFEey2SMaKIl8y9o5/wBpSaHBINYabEAWpzP3A1D8SHwTEI7gKAAMVQAAAB6AAA4dgAAAAHseB7HUJgAAAcpSDsYgkHYxQmJwuXEhQaAMicKhQaFBomTIAABwhICQ4JAAAAAAByISHIgDKAHIhoqNKGJojAV/nCaEU65htXUi6OhIciEhyIcSaAAAkGhwj9b/ADkMpEGD6bmYksM9FYQgcisK3iqy0KbsLAk8GUisK/vgy0ngr8LSp1iwIrDLREI0WEqiM66rDcpu52WFLBoUsKvh7nIpZLMRLtESztUVqQdGZjX0kTMsfWTFD4MtEQm+DLSeC/xSyfOVJpEZaKwr/SPsB0j7BWmiZW43KmjssqUkHdPewU/fAlVYcxo4kfp6fku3nUz/AAsYkhWHiKUZBIdG205VLt+1aUmKgeSaBN3J5+SeZCHw4TxcgLEZHxHnDj8g/eNKuuKYx4Yedvum+3Nr6AeB7HcdScgeB7ACYE9XgA9gBhGHgewABCYgAAASAAAAB4HsABERgRGAAABISqwxVhlLDFWFWGjcSAAA1UKRD9B1+DOP1iw26q9tSEq4dvGe84XCBoZeGY3LSF0YmrZbohpEuG3Umt1xkfINVHPWg6/BnH5j/wCQ+eS6/B/1DoutLiRFDvW7J1EuHO9Ia+aOIi/aKA8rlrXNbU1ujRdtuq5F12Ij/Z7gDllrRTC4P+c3MvqHgbtv4llERWXe9y/uxp93DTDVvvTuLcNkD7zRyL9YDYuYQ9KYXJ82+X1B8TIGwlGTv8HXTV/MZGL1ce47SrYxFnhgHLU8K5r5rH+wQMteByI8sm7t4e7NW67jjySIz/gMxSEnmxE5dU87JI+/EgoWELwdzHIgGI1WGWKsxicNGmfmBiOw1V4H4mLvCeTpu4Q9q2f8QzsV8clqzGUqzErHIh0iiKk35lreT9FVFkQaIy1hlIoi1ysnhRekGIjLWRChxnJvDwDRCRlhWiIHFJIc0WBogA6hNNBLIivtFhKorDOuqel0VyV1gp2sFawr8rJZhVFEzK5rNZwGu5EV9bmGh2iNaqrheYuu50eqkZBIy1goW2RaUlwMZaSQ+IojLRCbZx2HCNEGiGrLBSSwUt8Q0RiOxILCKWDaSbmKqPg+4h8FiGdaAKpGR5iYpqR826hYyrpque6r56PL9os1yrgM6wasWjSKctN1VM+vMdlKHu7n8H/UPKI6LpT+qhD/AISqKJYH4wP/AKOANXgF9vX8dsX0dMUcBsFBoUGhcpAAAEGgKDQoTBQAAAZCAAAABKrDFWGUsFLCrDRuKCQ4GiGkki+2N+OxfQlv4ChC+2N+OxfQlv4CYVbkjfn4xRX0Y/3him0R8doj6QmLtff4xxP0c/3gp1EfHeI+kJBiPsm9bg1G0pGKbyzpnvTjX6j50YFua6Oumr8phm23lrzIy6tVIQu0D8XYn6b/AIQjdnz/AKX/ACQClWkYhpEXWKHaH6OT5MiF/vv8VEPpx/sFQqf+urD/AMRb/wABdb+/FNv9OP8AYAJSiYg6ct83eU7Eb1IOm+v88qIWPunLs3S7SuKecxiB+v0FVchDUpJXFoWnyeOqeNzEN+vPNYiURTFupS6dN1e76I3Ry2cOfUL9akANMVi6p57UBuaUPFuy3HLR0slPYX1jAWWF2vJTcRT060dRLU2vSGFTEshnyPMv+Yojr4KFWxmVunPE2xZWkGRNjquUab0qR+j8ey9oqdZVd53S5OmrXJBr1CH41IbQtK6xOqAZYW385oaxH7xqip57zkd750Q1jN16jQQEXDR/GKaLBUg7EfrAGfFWJy3Z1fyKS5jPRWCtEAdPUmr0TjPMJ0QoSsezCvFPF1k6n12KsEiQkERHrCKpyLo4BrDEWWAsFLB8Qp8shJ53CVaSIgSwGYympZBltUCi+3KaVeCLVGSiBZEV/D0lo3euUiiGu0RKxKIxagHMW5twOHgpV9ZYNaDEWDmiwv8AyYf2qV0RiLLCQ1hCulvAVaomZaOr4aQqsFaphIaLcxhkcuTtYJABEAbHsiz3yqn7T8Jilf3qQdaOlMWGtX2+8oUlUfyuZl/zGHZ2RNlW7fP76bqof5/RDcrSNZ030vUX4T6cv+iDIJua7qaYwzF4ImIM+pjDJuXznHP+AZtCf0TEfPqihUVJYpe5cfLO+3cPtY/DMX3aE/omI+fVElLLSn9VDf8A4SqNf2B+MD/6ONgUp/VQ3/4SqNf2B+MD/wCjgDAvb/WAfzKIoYvl7fjv/wB3TFDCvkdSAAAA0AAABoAAKBEZKAAADSQPA9gETGRMZSqwApZYAqtMAAFavtEgGJ2gqpbUhP8ASrxpvJEgojl7xBawMg3sr3U8y03DrNrXEoxdNWq7bdkCQ67ER/sEHES5w0+ylzPeN1X18vEY4BHKOCVvuRctrWzVu1aRThtuyxrdbiI+72BNtbgNKGN8bpms53rT4EeXIVFYJE5VeFY5WrWr2uPOwmXUbwmvoe4TlxLoNKxiUYlpFLtCwr6/ExrsAaS2fRd4Th4vDDT7Te0G/BBYi60sHgJ5G7du4g1ncPTRm4xcsm6aY0kABsLFVFUvKtmDlXeIm+R5IIlySGEMXWCtXIKW6fQWyg68eUK8WIsO8sHXBdDxFgq2oomrGxS8WxNrwJFcj71BrMlDMxboNLOnlPnlf/oTCtVPp5W9pqzchlgIhq6PEdVbFFCbJ96qqpmxtzKErd1W08s9M5ZjNE2Ykkkiq5T6rmXVJfn4iKvWdaz0JctIgWHdlqLF7IN8tpVzY2kqGuBGN6ZZz/Sq0hNkqbxy1VSSSNI0/wAr78y5jnesNkS+1q42nKtuHRWFeAmZVvFL9GzLZ0om6NT4IppKHpqmX1EfeDhR+kWkchdYNn6KNwV1siXFqO+NZ0Xam1chScZSLdivMIVNUTLGURhctdVPeXuro9bliMiIz8BVq3tLcexFQeZFzqe6NfuWO/MT10nLZ22+VSVS7XvFDcabeLMNDaNbTzYlSJyN9EFbJkOgbdbNN8L2QC9V2/o1s4iN+KLReyco1jk5B6efozUljLV5Coxtjr0PKfqyomtqZNzH0C+NjVDdJ62J9HKlnkSrXtuRH1pJGXBX25L09N0V9VzWazbpu+I1WszEe7QHQy+zVfPBc+Lsw7tCt56yLMpPDEJTbNU27I/WuFUlDJrlw7Yy5l4kLjSOx/VzG/Fr6FvBSuFtTNcyqjdCUhZtJ02dpJJKmqmm5S9bmQtVRbHdnay7bvsbHHJJByaI6jv5sSXTtcrXdax9FH5h03OOW6LhObauHjOMN0ZNVXTdM9XstPieWXPgIiL2DdqKVphvVkVQDTyXUZ02yjFpVslLLMTPgsTTU1suXMu8WpiVOm6mOrQyIcsNv2z2Qtom7tKQ1bUnRLTzcqJdRJjKPZxk2brqJqmlpkSqur5ZqkaRcM+4u8eIbZUv7UN1Z2yDSgv9ZKbR15o136STaOSNPUJVVzno6Z6vdmE8Ni352lpjfBgune98xuivtkHaJtvigMNSW/M/O6UKKg1mMg2enIuvVkjoqnz8R9u1scbQFlqVOt7h0q1wxGFxgYvV2Uo2fbg54ZIudFQ9I/fw9od4asTln3aznaJRANgUtZ641c0tVtwaTp7DJwNDItlp1xv7bCq0SVMyTU0zVJRQj0z4pEeWXcQtWDZD2ifOGhaWO265S9y2Kz6lm5yDMjftkkdVTEfW9VkkZH1ppBqnlpvWC9Mz7iHaVs9lWkZZ9YOCrm29RsPPaopGFnZvzhZrM5c2yqqZpNUkVNVLS08tTLxyzzIYdcbL1rYOwN/risGcn0tbq6jqjoTyn3VoxyTpFMtQvWqZK/sAnmy430fYHaIytEORCeVo06PKK0vYDS9hDPdojFHfvSqXU8B8ZIYoqXbyuEszbLpr5DYNY3ibVFAOIdpDuGxuDy1jxF2fgNYhfk+0MhTmpKUrL+b1QMpjdiX3VYsXk+Itdy7itK5asWjSLcNd1UPtsRHzLLuGvwDsYbOjbuNGNFo030S4NwTJRvvBLiv25rVrQ0s5eOmhusLhDR6k+QpgBJS015VDer5/pVq03bCaKaOWfgK5qmFgHOTMmapg1TCwAyMyZqmDVMLHsTAiQAeACMjL2PAAAnqiZy9gHgAnKcsjWBrBQBxg83WHjy8Q8gE4QaAKAIwnmZYBi6gZrCMG82QsFAAOo6KpQAAHZL0PYACIjBkAAB4AnL7xw8zF8pb+gs/x637tMUPFn3mJ+GlzaNd08ViMVtXVNtWIaO03RTf6iedxw3TsLVXS1t9rigKvrSoI+EhYxWT3t88W0kkcKsa5SLNXkXFXD9eQ0OrUOLwCUpcU6ealuauadRVxOztjq5tvaG2261uHVlZw8FT8ojU+4yr55pNVjWfZo6SntLMy9mZivWWufbiG2FJOhZms4xtUri8EbOFGLLlvO4ppsdRzpczT6pXj7BzCqszFadOzPkQuU2zLD3DRRR9o/UiTvjQk/tU33eUXfe07iEq5lA4uha4abxTVSptmKKahG/wqejKpdaWWkqR8OeXV8/bazyxTiuKKWs69gjkmtP6NVI0vJqPYBm56vTSYql+U4Jfiu/McXavtEgUw8ZhtubSdJxU28uX6R2Yuvbyq9m20dERtY2Og6ltZNuSlEbmOHSJtiN1qpyMbpLJayvsz596QRaDaJtzQd/L07XldXcg5oneJKEiICl0DYrVRjIkcBOSYLKqqJJZJkZGqr3qn4EPzfKXdd4mY6rjaciCpstj5Jq0lN8/FfoXE3AsXT+0/d91j2hY1/AbQdESCEVVKz4lFadeuTzJq6MuLXSyPS8CSRIUK0dO2z2d7pWMOpNq6FqRWLqVy+l46El99pqDb6SumqTnPTJVU8RZ8jLrPr4+x17jTPJuybYRKQtak7+Ftcwq3VXUxnjWqdopvu4YtdaUheC3SLPbuKYr6EIq7cOsVNGs9yOWLeZM0t1+V4Konw7sRDouzNwNlW1tfUVUVEXPsq2olxTW4lLS7tVzWfSKiahmk5VVP0VsRH36XHqsssiH5dVNJb54CmEeDyvuSDKdVN0ZwNXtHBOOV2FVdyaJwbD+z/bdrWcIvUNM129kJVim9TUVaI766xJLKF8kZKkefIyMh0jW15LRXFvDtOUTF3LjW0PcukIFjGVkjixuIho4atVuqcuUi6rV1D8eyV7+B/lqajQuZC+2Z2hLpbPk8+qK1U8UackhuUk3cN03TZ2l/uKJKll4h0XZU7dJw/N+h8dWFu9nGzGyVU1QV6zq6mKdrGdQdzbNJVRsZKpv26iqWoRKKJJKrcyLiSXLkQ1xtLXKpunrRXXgaYr/Z0et7kzSeJvEUci8kpOUR3nVSeOlt60WrlLnlonmf1DkK7m0Jc+/7qJ+2BONV2UIiojGRjFikyYx6apdZpJJZeBc8+Q12iCbnVO35nLpTYZuNQ1GXVl6IuvLN4ug7l0tJUrOOV3GkkgSqeqmqancfDSL50dlVBtyWMlIC7dwcFTwhVhbNzOwVskCWS1HTF02atk1WxZ9amazbV4eqMflE6dND5EMXDhPFnl3BVdsx3WdXpOa30X6IWmvRaOEtrsaxMxcKCbL0dUsy4qFus9TJSKSVUc6SjjPsuZHxy5isXAu7bJ5svbT9Osq3hHcvU96nc5CMkHiZqP2JvmyhOU/lUjLM/qHBSyIxfJ9ocy5pxKa3tn4ARWEJqj75WLxCeBofpGYZ6rzMYgABipddzgAACRDyY8BoWrzEwi2MPgB4AO8k5eQAAJLAAAAAAAAB6AAexzEOygAAOnAAAAAygoNAFRODigAAGBkNWbp67RatC113PAiG1WFkGbRnvVW1CTXvzQ4ppfWISybRs6rU3GIzybIKYkS9v+TEjfySddPsYnyskWyBLEX4w+YkllS9kWuJrvlJTG9GXJBcstUa5p+D6YqNtTzs92N0vomZ+qMbAsFIuylH0Tn6OaGuZeAdNsmrS+jA2f8ANcYkl/rMv/YAfHtg90eIH5wkUf8AfC66GlpDLUshTruJ32nKkN0596aqQkL+SDprT7Fm1PJu5WM1/fkKrYl+8w1CvEZ9Q5RNYy9wAoLqElmksdPuWuIn+FbR0PaNoRllIhrGG/q2ot2Mz4mnlhTS95mJ2QiGn27GLnxYk4/K/wCTGVcyintXbgZVE1at2xZaC/yoAplV2X3OK6XpOX6Tb5a2iRcSIU+gqPOsZg4k3u7dSa2fjkN50HBeaEUcS7qJq59I6jIUC17XdbmSzRqZmgWqX1anAASLKwrXA9XxOpZwaHqNHCWBT9Yqru12+1u4pSn3maLZAl111+SRd+f6hYL6TsuzlmMU1dLt25Ia+SRmXMVWhG9dVDLuPN2VdN18RZvF8+72gC8/acoRniRbO6tcbwfdrJJ/tFJrei2tIS2Fm0e703cIa5C7PbWwxu+lq4rcnDj1+WmkPN2Gf8rMPwfcEv8AFCbpwt7dTz3NQ4sRjoyzmzPQU3Zt7tC33ug6oahEJjzdizZRpvn0q+09TGSSfAtMuJ55+rV5ZDQSrP0odGWlv3arDYB5sybQ1LVhI0iU751QsrSy7dOSj3OkaaiZJOuqUT7X29ar7Ml1WR8lvV03QvEH9jodVJemGt7E3fbnSdXUepXFL1R0VmTxrmj1ajbVI0lOuTM+P6+BV2c2MqRr21aNzdm67bmtsLapmNIzTeThTjPJeu1Ukmy6OZmeioq4SLjxLULieRkOnNkHaGiLzbVcJEUlSruFoK31rH8FTsW9XJVyq2TVa6irhQuGoppJcuHDvzzPnVXa5tFaK1CNvNlqhqti8cpV8ZWMs4q9ds4JFZisk4bM22jxVR1WyXWKlnzz5llZ6M6eX5pm5H2O2Hpuk69bUTc2cnK4tlElNzrF9TirWMdpEjqOdwdetUS4e8Vuudja0trrNUnW9c7RWFtUdwKYYVBTcMdPLEiSi2FM1cLlVI1S0kt4S63meSuSXcLhefbptZcOm60lKeUvyjVdbMk2yUI8rdVrTMFj8jTUVaptliNdMy9Usnpnx5chq+6G1fTVdS2zxLxdEr+VZmDhmL5i+0zSkVGCiWeBMy9UqSXfx48uAkpsKq/sf9Cfagre4ltLoVhJL0DEFLLvpajnEbETSJJaipsXCp8cuX1l3HmLxe/Y7tLWcdsz2wsRUjdvO1zCYVyenT6qRSjXGz3hzLOFTV6vGRJFk1zMy1TLMsgu5f2Qqy1TQ932sNGXefuLp0+6iTwzko2UYwapommkmxbEp1SJ6pmrxzPLgKex27rcQzWwdcQ1F1cde2WiUacWRXXa9EyMYbTdnJkpmaxK5dl3F38cgBU777ENMUJaupbsWluHO1KwoeVTiqibzlOqxanWqkkm6a59qjqnl/8Awa42eLAle2lrr1WVZnC/a1pVzVO7kxJwcgSSaqulnqESR9Vz48xs7aM2sbYV/bydpS30xfCUfVNKb+4cVrWS6rKNbapqGybMkVTRVS4lkaxZll7sqNsg7Q1E2Md15T10ICbkqRuRS7mm5XoTT39BJUsjUSJUyS/mqKlx5HlwEdJNibaOqcpXZHdVhaiy1wvtlbp9uCsio4mfRWqcd6SqlvOrrdb2Welkl7xfap2CbcRcXd2KpPaAcTVa2aj1JuXj16bNqyWbJIqK6aauqZ62mkZ58s+HEutCH+2VYyFpWyNvLdW9q9rBWirdGozOXcNVXMg1JVVVUskssllTV5dl9QimG2RSadb7S9VYqRmsKN8IJ9FRaJY0jUj1VklUvScj/G92YXjCea69frF7JVqrY3IsW9upeI2VfVuvF1PF0ucDvLEmhqZpNnKpqZEqsZGkXDteHHmfyudj+mq9urfS8lwKklacoeCr53TzFnTlOY5N66dZ8CSRS7JNMlEj8D5dxZw8Dtf2FnXtoLm3etpWj+5lpI5lEodHPWqUZJNmmMtJytqkauqn1ihJpkRa3MyLPKShdvWjXR3QpKqEbrUzS9b1gtWMNK0PLJMp1gqqaWo2UM1NLS6ovHv9mQbxXShov7HA4+3bVdppa8DeNiYSjU64i6lOE1UXkaqrpZqpapGj63vPsxzfX9MWfi7rnTVvrryU9QuJdlqVSvCKpKooqkmblUmx5Kq6XWcOrz0si7jPoRhtsUPE3IufVTCla1dQ9X0C5o6FRmKgVmHyWr6xys7WUyS1VFDJJIzIs+XMcUqlmDoj1n7Cwti9n23P2Qm2tJ25axiDc6KdG4p7oPPAaZNltJ6q5V7ZVX3Zlpcxx5UmyNR8vZ9zdWwd33VcrQlUtqOlGb2D6MTWfuVUUklG2anZGosnlqe/uyPZi32QGxam0pQu04jRlwOnYqnVacm4gyZbpxSUJPdetNU+tVUz1e7IaHtVtVs7YbNFVWki4B+VSSVcRtYRT4tM2SJtVWypJqlnmfwbu4cS9oZiCqrbqfhNsV59jqYRsbWVKUvdOYmbl2/gcNQybFWl1m8Q8waeos2ZPszJRVPy0ufAzxZZF1mlwWZ5j9A7ubfVrbjQtR1TFo3va1xU8WmwSgfPlw2paHdGiSajpsm1VJRXjl1KqWkp91mRDgPGhmYX2N9W7q86INEANEAAUMvRCQROC1qtzSrOrp9aKlXblsWiaxGiXE/85jzXlBvKHdoelE5YueKC5d4wqIV/1siD/tyQ2ltA/wBAR/07/CDIQp9CWseVc16XlXe6sPU/KLe4WZWyNOvWrg6fqPy3DY+JGaapGLw7h/8AUjomId7t6Ckhr/IipULbt3SM/hlSqpm4Qw/CESzzP3iSmmpyGeU7KrxMphycNjyMhGDbF+0WnSsU8Z8nLdQz/ONWADwAABy7ewAAOnQAAAAUAAAFAAAAAAAAAkABqwUsK0dWgxABoA3JKxUFUp0jVbaUdEZtyM0Vy/F/5IbbrqhWlxWzeZp2XbbySHceSaqY0EM6PlJiIxZxUq4bGfyC+X7AwrhbwoqkWlr4t7K1BKtt4ckWFUuaekKBFVFiq27zGVPMm+9dURllkmWYpT+Vl5fEWKUlHDky+WWM/wBombbl/r7En/aC/iIyOFvO4NLM6vim8Tve7OO3Y5iFt1bk6GNxMzDxtvPefNNJPxEVfxUmsXDk1PItdXiNSu5+oXzXdXks6Xb9xLLZ/tMSUu0hcZn9tRCpGv8AR7YyQL2pC/3AoVlcZoxl6dlWhuG5ZceyVS8RzwM2PnZmGxZxcq5a/MrGX7ABtorU0lTVPb3Vz0zXzz1kV9Ms/k8hXrG/Hhf6OqKM/lJiVxFilXrlyZctZbP9oxUnDhqfozky9wA2Vf340MfoJCWsLIss30T98GsS/wA6mNPuHDp1iI3Dg1jLxPMCSuJrjJw2PIy4ce4Abpqa0L2YqtxLO5hsUe668+PWpJDPrxZm8dsNz9Kb6H90NMO6jqF423R5LuV0C/2TWzIW+jv6CP6Qf7tMZ+49KctvYvreGC7RGLoiyrRo6v2QbO7Pl0rbPcL2FomtbqY6hUb+blUVg6hU0onIstx3XtVDPM88si48sizqaP12vuV3kXEzpNrh+FNTL3GI/R9g7xabLFt2tSbVMfUNrp+BKgaF6dpZjKTKirhgtuyyuoardXScp6iZcMeoWRF35jDtDsx2Uq60Gy7VdRUoo5kblVtJQ9RrdJOEt8aorOkkU+CnVH1KXFLI+B8RoxVMMK7cKr/k4PAiP0Ie2T2XLhSm0TZ2i7Mv6Sn7RR0nJxNVL1E4c43ajBQ8KqaqK3UkkZ/XpHnz4i7J7HmyzQWOibTXMp6nMCFQ0snJztfydxm8XJRz5VNU0t2i1Vc1UdVDSzNLLrS5mkqGqHND8vNL2BrQd7M7SbJ9ktkym7z3MtK4uVUctVEzShKsaidNGzw0nLpNNz1SvHDptiy0uepmeYsVO7GWz9XdUW6v7EQBxdiJK376qqqYdIuld0esC0nTXedTVLJZVPv+9lfaBHM4Jkbb14yoZjc55Sck1pGTeY2DKWVR9FWcFqGaSanefVKf/KYqQ/QOPtrYWqNl+ydbV28nKapSpbpv2ksiU49XYsIzVfHgTSTUUNJL7lJNM1tIlTLM8/Ga2t9l61tPWLnbh2nslTmOPineBaJquiK4WmGpR2qeAukUnPHM08ux1Sz5q5Z5shGXBlc29rq28q3gbg0lIwb90ySfIN3yGkoq2V7JTLwMQCKw/Ty5WyrZl1fSVqCt2VRTtGW2sy3rl/COKheuXEs4zddTvSqpqopZI+q4Zl3ZmQ1ZFWX2ftoGztJ38oS2B2/KOudGUZUlOpTjh8ykWrlVqWqkqrmqkpk6TLn8r9Qmm7DiFJ3l3h2uXgP0je7OeyZOXpvVsywFknEI/oCk3NSRtU+cr5w53gkWqmFPQ7MsBbzlkepwTM+8cdbGlmYnaI2gqUtXUj1dvEvicu3xo4vIVWbt0lFNNM/E9PL6z8BWmnLWq3bENNLLC7T1g7zQNuGt3pm30wwoyQNLd5ZZLyEViVM9Iy8SPLgY6pi7f7L9+7fXmlbfWIc0C/sw2wzzRfDUTx1hm41LGrqtnWFXEekqqm2xZKJ8SNX8V1st9kzq6jHFEWGgIm3Rxqzmh4yVYr9OuXOBlGmiZdGkkfVLER6R712p6RewNirCpdq+dwW0hJZ4xeyraIdOWEfpG7cIoGaSGp2epj5J58vqyE1Wtuq7tvKMIe4VKyUI/k2Scm2Qeomkqq1Uz01Sz7j0zHaduqhoRj9igropG12F65Kt1ItdXDLuU9aSVaIm1k8yzy0SVRLR7JXS49qeXQd3qfsJdXaos7YS6FmvOeUqy3TUyqPpx01KObJpPlUyRRSPieqirxV+VLwDMKnK/IQNH6IWy2S7LUPZqOuDXVCQdwHlR1rJQRYakrjBTKUdEMXSrZVVEzVSJVzm1M8v+13Fz5O2pLd26tjfOp6StNVjWpKPwmm4iHrJ+k+T01EiU09VHhmmrqJePDiFnU3NN6IaMvRGIlwClvhNGKsMoYqwnw9yUtRvxriPpyQ2jtA/0BH/AE7/AAho/FyHtZ47e4vSXCy2XieYsQqWugaZkom4tAdEPHZk6woaC/sP5UVyCsVgavFvOtxrt8skdDEaeZ+I1C2fO2Tne2bjE3WLkaXAZ72qKjd4d1eT7twj4ax5CSklXLKnWM8bSk/KXQQLJUzPUI1M+PEVkA+q8wGvgAAAAAeB7ERIicvAB7AIwjDwPYACYTEPAB7ADCMPAB7HgRPRExhPLDE0Q1YKWFZqlADQodRKuSAOAGAA0S/CiAFapgRL27WdKYsnLldb3mYxg0KEwqgAACQAAAO4AAAAAX3mNqUAifmoo63jyPJeKll+TTGrxt22LPfKTV+mq/u0xl7t9Xlt+zn1yEw0jfRBtK3F56xo2iHFsU6It/W9JnKHNoxlYwir5KOeGWSqiSiSqXdn+cVNaBeM/wDvQt9rrOVxdLFOOKee01TVN0mgmVRVTUb020bHavq/xqn/ALF3kMHRW6ubcUvX7lVo+HOsWpptEXrUryrbwuZemqjf1vEnBVDBysUotBuY0yySbopJq6mfa+t9YqMChNs2oJ+69nYa6zCiqOoC3lUlKtygoxRsnHpmmoRpkmSqh6XHgRcfaEVrZ+rLR0tB1VKVDSNX0TVrhSPi6qpZ6blibrJQ92U1i6tTq1eJZ9llzIxynU7lrvaxtXTdxmtmWj3jYou1dVvFc8vfpNuup5dI6cvzt01bUMxdajrdwFDNoauJV6xc1jGQaraYnIfWVJqkqsZ8epySz0v+YrtNbfF3YiBgYpzRluJqdpuKOEhatm4Te5Zgy5ElqmrpKZFnlqJd5555jmhVZmNlMbBVq82fnu0m0fQx0w0qMqbxtjWUJ8TrTTU1CT0tLSyULjq8+7hx1WHw0nzV/rg1HY6nbAzGGO82qbnHE21XQSUJ8q6VNU1TWVNQ8y9JV9WXPvE7Sm01diEsLNbMsVIR50hPPMT1wRpqb4keokpjboqkp2ShpFmR89RXjxEBYKxVxdoOqXNHW+aNiJo3UfSsnJrm3ZRzUuarlQu4bEudsd1ZQttXV46HuhRVzKSg102ctIUs+NbHFKGfrU8stP7tPPjn1pcC5hXqfJajynwrVYpba1u7SFvaEtlT2KEYMLeVGrUUE/3I1XROlTV1E1c1DSVR9JV4aX1ieuftpXCrqjasouMtvbSim1fr4F6oe0tCKtXM2aapqlqqqKq8lTV8O1PxMc+uXTYy8onJmv7h8dy2J3/Owty+oHLanylP3t/ONvC+eO7jG76eGnG8q0pxOkF2BMVFIyRjcGp1bpFRU9U81D7/AA5d+NXO2XcSpG1JU9T9IUTRFM0ROpVEwpynIxVswWkUlNQlXJGqaqmXv/5jW1nbQV1eqqV6Ut9EN5F+2Yqyi5uF9JJq3S7RRQ/rL85Cjqu2h8iDeqpxVN7tNte7bS8FdXvaxVNecFwoNWAlUNzU3VNsomin1SerwUybJcTz5H4jUNt7i1XaStIu4FEyhMJyGW1max4SULPlkZcjLmK2sNoUzs/VVVFiKu2hI2ZhcNP0S/bRki2XVV35RRyqmmlpJkmaZkWqRn1oYRhfrmbb1x7k0XOUJF0LQNDR9XOU3dTq0rEqsnM1j8HKqqquaeZ55cOJ+0US9F+q0vsVGtK3aRjUqHp5tTTAmKSiZqNUeRqmqoeanuyzHvaI2dqu2aK+b28r+Xhnkm6jG8rrRKqiqOiqahFkaqaXHNM+GXhzz4avRCzqqct0W62nqtt7ZirbCHStJz9L1cuo/WwzbNRVZo9USJLeW2JNX7lQiSTyPI8jw8shOvNte7zu+VGbQeOJpo6noeDTgYpHCyU3VRtpuUs1UyVzNTJ0ryMuOXhx56Fmg6ReTDXNoF23RT3Pp0fO3zbnbLudTUU+paUoS39bRTuoVapYsari1HaUVJqqGoarXJUsu1PgefM/r1DcOrahurX0vcOqN3KXnFiXc4WSCbZNPgSeBNNPw0yL9Qiko13EO90yycCyIINGsUu6lizM+Qz7dZ16fN6DSbPVEZlREVvvQDtEeJB1vbxd034EY9oiz2ULe/QrRClWhhut6WBZYTGYKlCqD4HOuYSLcdmRd0kAAAMhAAAA4AAAAAAAAAAAAAADQoAJjIAA0KBE5AAAA7gJsKVS8Q1VLIJGf2aZQUGgDYBSw9JYXefojdx+sWy2dNsajrDC0lizQbpGuaPyuXd+sbOrWtJekHSLWJpQnEeXJY89Mw5SuuaD1sz9LCdYbfrmqLdVdS5OzcaEvhQzRLQ6xJQj7LMu72iOsKgzdSsrhdt/KIm6eXs4mGlczV2oXiDULxF1vCjhaVuvhbHkWgmNq0I1aYraIYsTVsZmxVMzNDMzEYRyuc9Yejwm4xZIYT9w2ZYZuyczD/C7b+WW78DFurWradt1LehU42dTDrr1+Bp6SfcQkpoZVu4an6S2MveMcdLt8NO3dpU3OJnkZHkfyqKo1VbqhMMzVa7SW+Dxh9eWfaKeAApKbN5iPNq2cfmCNYb8qu6MRQkr5uxERvO7cFvVaR+ATcGloirqU874doZOSQ3jP5VMAaJG9LLM98pNX/ian7tMIsU0ZvYB/vbVviIn3A8XzQvzQodm0JpEF8GXVQX+d6pX/FGTvk40b0Ps59cg1Z58HiGg3JQFNzV09gq5NpbeRLqRqunbjJVDNwjEjVeyMcppaaqafrez5f2b3DTbRnvjsLdYH0NULaoqcqOdpmXwo6JSsG+VYudP5LUS9w89tmt8vbi56jedF5+r0VmhdlKo6Tc2en78vmlM0XW9ftY5KlZdw5byaDfU6xXdeyRSVLLVUz6rVS8ch1o1eV5XN/b3WFvhRKLOw0BTUksyRcU8k1jINs109ydtXJJZEro6ivPxy7LIuJZdq9qV84fVxUM5V0i6Q0CfVFKqvXJJfJEqqLqlJ1hXkD5k1dduuZyBL/oN9OKKNi+S1flfyo3K940ky8vqdh1kRyuudkWMq6h6UsNRFQyrjoatadxyyVOUlRSfRqzZRrrb1NyTk1c1DzSzJEkj1VCLiQ50uPFsYbYHvHCxDbC2Yxm0A/Yt26PZoopaRJp/rIabqmc2gKBgm9LUjeOt4ymY1bVZMmM45STalxyJM0veY1HI1ZXbyIkKelq/qNywk5Xpx8zXlVVWzp8f3yql61X8bzFyNwpv6wqRtN2XUWwKmVXWl2lbNQG7FW1X0q2ODY62mrIJJJOtVuln86kX5Qakx7Jt96VsLVd2a8xL0DTUe+aMFYOoCdMnUqqZ+QWNFr600syPrPxuXZmKNQ1OyziZKZiZWShX0Ye8IPWS5pKJKfi1SPMvziQrGsqmuLFIHcK7dYVbINfg6E3LOXyaP6UHnKlq3Z7uV+lcjgr+kNqe3+zVb23zd3s9ylOt0V4zDTqTmJkGKzZU3L5y50e1JXS9bx4Z9seemp6tcOzrsRz1VWEwMGy0bemXiabnFWDV8qzY6iukskqqSpH1SRJanM9X25jlxlcC89P0Vgt62vDWzamlkDQwwiE4qk2JPlpl4JZcNIhquWn6ySps7elVs2VLt3xvegzfKGyScmWRqaOekSnPjkGU7hTf2Vbtk1dHWX6+xMm9pzb3q1nSTRvGlVtlUallUEGSfpcok60klfbwU+sc9Ntoa51ldg2IvQwiYUrhztzZJg+eSsIliVRNYnSqvV5FpHmkOHI+9t62FaIXEaXYq7zmjWPR6EqvMKquUmxfe+oqfZcT6rkI+qbm3Hrho5h6suHUs3HupRWbXYvZVVVqb5XPVc6R9USp6inW+BmHcqn5S5+j+CWuzaSQ2Xbc7OdDt31sq2g4hxUblGDSeozrh0p6fvypJGZGkkermZllqH8mWVYvPS1CUhsvbYdN2xwtfNmMuNEIN0kC6lBXWj9ZFL5pbVS+ocQUXfm+9BUqrSNEXZq6CgHJKZsGEqqkkfymnl2XDwFfjamrJhTz+iWVWzTan5xZNZ7EoPlEmLtVLslVUuyV/mcDPw9gOZMaS6X7C1pT9Nvdp66FcbwTWtKXs/EuKaet4wph1HYllXxLPmrD1qqRkj+ky9bkNawS1P1ltPbLFRT0JNyVZSKFQoSdSTtHpwOCpWSUYqaSuJvqKdalmRciz1c/Ai/O9rdW75Vo3uHhu3WHnM3QJijNnOOVHyTb5PVzz0uJ9UMqXupdKWrRhcyoLqVY6q2NI0Gk2corvzVLT8g00lfVdory9viYT5upoR7PazGVk2s751lem6jqEqNrGNYWh5aShIJhFMU2qTVkToyJPh39Wn+sRlp9z3R/n8IGvZZffnZvDduHC7rVXXcLraiqqqinWKKi0W+Rl2bzeyaej+vGVuXrVPRbPo+Dum7j/eHog1tV8k7dut28pxoFyI+8bOluh5ioUN0djWlVrNHksuZCrts4xmF3co9Hoio9nvguERQjyYaON0L5gYtNQLvLpf0bdyG2aDeM3nwQvg3bhms1c+GehGk0dM09WgZGMeRDtdnKtN2ceC4THNN7dZDbV7pFm8lUIndPSGqHbiiUzTbypJZCIiRcqvm6r3uzO8n6xTxo0aRMubX8A/8AykhTU2Toi3jc3Bo5/wA4kR0bLUGzoOJcS8u7ayce2Q7DQ63V1RF0JdBpV0otT5xBNSxIGTfI/AX9HdzVPPbv0uc+j0mnixHm3MzMbBu1SzVlWyLWGamRyJZ6BH6zPL+I2IohTdoqWJ1upOHGI8sz4KKqi2znPirdw1PJw3PD7wsdA0rVERdGJfREzD+kNyzL3DS9WwZU5UD+I4+jLdUZ96fHL+Ag2EMGhQaOJSAoNCgQgAAASDQoNChEAAAAdgAHgewRORE5TawA3RChQbBIdogRRDQCTaRx1InPYZSlGjhy5bfdcOJja+G8TWJdYoqracdRi+HifHVGqqen5ekJUpVpzzyWRM+1IbGdXEtdUhouqhhzNwXPVQz/AGC/DHuhY5unKQrunul2bRr2HUL9kqKNs+/0tLfR0/2jMqe7kSUP5v0Q08kjLRJc0NLSSFKo+oHtu5XpXdCct3KJorF7xJWGVer48r/R0ht6iUt0tmwM+9iqKrN3ItdK5u3cRiknDfghroZZkFJ3uiXUSu0ew7knB6hloH1QAi9n7+lZX6L/ABEffFo5KtTdmR6LlBLyTEhs/f0rK/Rf4i01tWlItJ84CrYfemxIJLIuO1AC7Cs3fms/dlw3l6RIe/LiGW0dNXVV1Zia8sT3MvdmZfwMRVQXkh2cSUTQ7TIjQ0Ow0k0fqGsaUql9SUtgk2Rmfcth+VTM+QA2nWtdU5EVA4aS1DNXTgua/V9aQHlyyKnnDMreyTaPdIZcM9LSDXVzrW1Ju7uoYg94bcOvQ1cxAV/dhpNRPm7TjPdm5nkssXen4ACesD8XpD6d/hCXpU/uZx34Tbr92mKBbW48PSEY5ZSrZzi3lfWzR4C7W3VxVFv0o2IyQXlVVjI/m0xlb59Tl6H2d+uQ2FHo7m0EfUPwQSusIqR9MHiYe6p7q+0kt80BKtJLc3bd2KKrvjN0JpZ48+GCxwxC1w5b2SWZ1JEjR9wbfbl6W0FloOsNzd7o8F1m0Wbxpubv4O6FuLp8PWHn5p8lc5/1vRN0afCB9iqKmIh2wdy8T6Oa4vSNIM4eW3sWCp5iH3Tc3fooPOfuw0LYyy/MNm8dt9zGmrg0s8KWcPOiN1bjZVsqk3N243x5vO9dgNoVZAw8xE+liaPFOnnMM7V3cNvDc4qRhxgO2htOY21XlvtydoFENOA1y7h3e9ZZDcp1cXKl2jz8FFIlyyGW1E/0F6II9WN7xM3xIjR8DLareiD6qbR3xI8hErZiKWWEVU5nJt25cCf0RJQ9RPYo8sPFA+4U5GRFlp+SZu3bcnYm2iYjrBOj3Kq+5lLTwhZDP4WQs0tGE8d/yS0EcrG/hbQIptq8LX1dN1/ZgRMvujoidEej3jZVEzzRnr7p8H7dcUmnqV3x36X8HF8p+NPdHBxMT6O26hx+OFTcZpmEaOm6PjIm4KJTDUpc3jbX70CDrXJO6QqEnksWTdz1Aypam4d3oel7qFSFIPOiW+6VF8wgIpujh4U3aT5rVeiY3y3r9p81+9GnLKfHlv8AR1RYK1dzMRSq8RPsvhOmigv7uIpFAVG2pSosMs78s0tFTDkkfHM+Q3dpqxTh4ffOmrbAuksbS5lMu3X4oz/Si63Cl2dNxO9y9O9Jt9f9CNL3KrVlV8qxeRWBy3Jq30OvPiLjTV4Il5E9E1u08ostLX0NVNUvaQ0GQ9wdzIfyl3VP27c4flzYjXtf1F5y1D0r0Y4aFoJo6K/Mshsk7r28p6LXbUpEGfln2Roaef1jTstKPZiTXlHfbuTzACAAAFLQ0QaIdrBIAUANCh1E5LAABoJnAKAAAEAAB4HWcCZwtCwUGu0QpEUGwaFBoAoAfUmbP8EHxEORBmRiAkizZjKEeisJBET1HRFP2jQuTUy9witEWCR7xX1hZplTtharY1nF0RKPnUq2c4icNzQIkDIshhXCqNrVlQnLNN5JDRTwnr8yFcAH5VOEoAaFCYnKAGhaXMMESIfSR48hvex6X+qazvwlFS/ukhohDmQ3tZ55udELn/8AFVf3SQy92+rzDc2L65C6awaK+s83wKd1IzZ+hjynA9/mISC0azEfLRvonoYipCu2bTkKfUFwXr15kzdG2QFujR3XE3blTQlXclubvextumKkZzET8LHNSsw8d83YUjMvGR+iO3LYa36Nyw7typ7uipuYZs3e5vHfpAr9Q1VTe6bo8eby4/EDRqkq6d4vSHRrn78xeaRpLf8AFm84CpdttOi9a5a0e5eYn0YT9KTEQzd5nvI2f9uaHZtNz3R0K00ptmzafBBCLRu+O/RBn+K+mZy0vJ03/GbQ6S88Gm9s2gotTUf99tBaqZmGcO03MKlpjfBUi+YnoVTTbRdwtc9G+0YDuOaCyyzxn4iku5gW6Juulav4Y7oqRZs/EVR2JyVksxBrD0+kiYiMvD7ldDAV5hrVXI8gBuiNCWRHScwnI+o3bTliF5hKqZvPhg1gkgMpIzacTMZV+jqueo0W73U9G8Gm5vPgjNq19eJuJqTc2m5tN13j5AawpqXeOj3vwGVvkuzlc90GHNExdMS9TE1X05Stx5ffHbDdGnpHWintemGbv75GxZBpEbmwqKomnp59gh8sKUrIzDQ12ZtXJev0BcpnphTRtwZh08gGLPFiybtljyR8DyGt8+GQuVUzjp5Em0xH9+7wX6MU0izG7t0TTTh4XfZ5tY+BxJmXcPgciLMzln1Q+7qfsHzS9gytYKSRCsyuYgoJEgsiMV2iGk2khwSABIAAAAAAAiAAAcEgBQ8D2AM7kzGVrWAiiBYCIy2wFkQaIkPhgxABiO1tzaCYpm3tW1d6WR9HMPwhfgQxaXiPO6s2MS7PqMR6y/u7/wCA2fdWtHlIxbdnEZtnDrsMvUpC/TSzbrsqypYOXI/Rahan70BUJNlUFIOiiqgaGR+pWP8AgYIm4VWxDxF0Us5c5n1yC56hK/nFsuLc2katgSi2zBybjAZGgti9V7A3EE5VGR7xCqpCSgGFQ1a5bxES3+7zyNXLl9YuqdhJg+VQNSX8NAxXiqYPnV/JqwAn6souoaQclhlcHUH2K6PFM/cPlKUfL1c73WJItBvxWXWPqsIbgnmQIWrzG1/tAPv+sbb9Cf8AzFGq2jpmkXu6y2EzJf7pFfD2apeI7Qmoi0lRy0EjUDRy3Juuia2R8/cKOXIdIW4/qzYfMKjnBPkCRV1fC4GQ2dQcludOYz8Xiv7tMa4Qb4nTtFsR5GuZENiXMZYqRdxNPM8zQJgmZ/O6qoq6unnqw0Nu1fkrsibrU2hbozFba9KS7rgZmYiOLo+YvVBos8xQtr8Ohp6Q3ab7tfciladeEfpXAVl4rkeQ3XN+mDTtRIZusRiNvv5+5u8aTy9OakZvZheoXiFZH4gyPxG08dyyyGapYcQ6Ltk8ZvIluQ5sIsuJGNi2/qbExLdTcmRHyGVu9E30vQ+zmr927hlv6W+CCoR+6NHYylpj0QQi0l6WPG8Mx0e/ppTct8E3toK06qN40DVZIRVTfBd7FuiiJkX9IyipWXz7xVF3nENdvBErLD0ej0kRGHjNy3Hmk5ZYYqxj5rDEGhFWHnbrsnaIykURioiQREWyKQkiGohQaiFS19P3XZLOJaoC1NKqh903t38IFQqBb/V+PFabyB4TyMYvk/MR7z1cayKOibn5l1Lypu8TrPwPwFpj554zit7J36Q1FFVR4+iDMYIyuS3kkftDbaukfgmm7MlVcrEvGpvcOfSDhfM0S7IiFSJmLZUsHuTRB3vRcVshHJMxoU3Yp6PJbvTnWK/ogyPwFgVZiKVZ5cRai1ncJOiMtEJRGWA/sUssI92sPrlXyjGJiDoUrpfA0KDRMkwAAAISFgAAAAAAABQA0KHUTkpcNEGiGrAGa1wssFBSwaiiCAnLOq5XAXPxQVEhf3+lYT6Mr+0hSkJN3Tc8xqBmXFsZGQ3ZMsKfuzS6G5uzw4izVSWP1SneRkNCrqx7elrQUp8GL3hbxB0xxbm8i93X/HENowdkXhSiLmoJRo5btz7FDiavsGfeWqIdpE+bzXd3L5xzMi7FITFYttStno5nE0T0xmZuHOouv7hpaSq2pJeVWqDFKOsOI1vKI9Y+rz5DbFmKjZS8AdOO/hDX90KZLWbq5rKbpFtTcsXC2WFclSyP3hhTZ3x6tp/Kx+kOWOuR/jRrG2EtXRbxE0izauED4rKrIZ5F7xsipZFpbm33Q5O/SNDQQ/GqeIXZnc/MpDc89411dfP5TuAGBT9s6tZz7eoahqos9fX0UDPNb+Ax9oP4vxH0j/CGDC0JcR3VbeWqt0e7t1tc18S/Vqn7BnX+Ryp5gf8Abv8ACAFhtz/Vox+YVHOCfIdH25/q0Y/MKjnBMQbSlqcV/l+L9j1L9pC8X0+Njf6Al+9VGtFhaKzqbFVxRz3ER67Zik3X9quoof8AEgsfbIJETcVJbnyFfEgiKt1eYxLY227gXVGeFLqVb0sxlE8EC+U8vH5OYTpKMWZaG76zNOGEYAAGq8kMzD2zg2+LPxCAA7piZicw2BFVfk03QSqMwNatTEgi8eMxk37dEz0es0XtHdHS5sUngTOLfySIqnZhmfwsZctIszLdBlRRNVuIh6bzsX0qesMRYSDsR6w36XidaUEhwSHs05ENCkQ1YLnuaaisJBoIpETbQV7Wltv4paaX3un/AKMvkKphLM+AteE96p9dqXceYg2iIVVPDGGtbVN9ySi2boz+5LgJQvQwlosPqqwoW58UvT0UxRCPl3jt203P8ePgxpHu+eDERfqj0njd3+uGiKlls+AlRFSPeG1M9iteYTIK5nkGpIjFdcw+O5FzEzPxDQADZlUOBo+wCIykUQrODqoCKIU6SyPMSrREOWZ74IyerIBIO43cxHhykUGgH1JIzPMEzkGpIhqyIbrBSwDVlWCg1YKGeulDKRCg1EAKWR3wRrPDKxDneoCRcNz7jI8jEuMUMpuIup5z1KquK8PdDqJ2fs1xHx8Ue87y6M3K2eeQzgCZvmR5OpjKRztm73uKdG3X9+Qmkq8ul8DKXP8AuhhhyKwOcq2j7mA8jpeYeb5UDs3K/vCo2TqKkHm+U+8Nt7hZERiSEaG8xPCjZuva4mGm6O5Y93LuR6sv4COlaqq2Zakzlpd04Q+RM+H7B7ds/aI/RDeYcKRaVhVzJocOzl3TZv8AIEINJEZYVl7SE82RwgAaiPsgj2AXHU26MQSJBoI8SrT4IY4tP0aPkFhGEfHiMt+pm4My7jGJiLLkYfVGIU9Zb71ryAAA1UAAAAAPvl4h8AAMxJbIZST0xF8fYPaXMKmqJXKdZbT2TjX0zFwEqnAvDGfbiB6Yd5DZTuj9zGHq9bwW+69lo9F5inmual6CeCPdw42q7Z7mIp2zZhNO5ZOu2GlqtRH2D4LVLRgrSyI26bud53WaPy4aCQRGIiMsLt7lU9GW0WCVgNAO0QprRdinL1vn/aGTvghcz8R81h3wpjd5hlyCwbHLDATTM+ZjKRRHXZm3Xc93MlVhCrIiQ3wYiywCgiiI92Jpb4IIVZYNpIuYgABySIcSaiJBoBJmFBKwlRIIiKaemCQRFUB3ue6CquksjzE1LLCv6pizSCQ4JGWiibwPVwiMvWE1HRu5hyzNmFZDE1gAWRChUXWUiHBKIAADFWGUMVYAGsDWCQ4CTQawUiACEg0eewSor6KwlWiwap3Uh2z9or7uOFrEesiAUqosiFIibds/aInRDTzkkQmRWDkhHyCufAFXdzd8IawFXefeI/MwZmHcUM/lkGeYAADSQAAAAAAAAAAAAAPuD+cPgC5gENm2mqJpCzBk75OOA3bN1VD7p8MHJya+NMxkqSzzFycGYyNXtPmLcvUaLfK9PV7sw2zUNXszPkI+Jk98GrsTjEWR5iQi511FOfKwnxLgZBc7REVfsr9HtJE3eqvlTtHZtcz5Ckuy48RsBtUbSWa+SZZGKfNohWknhnilc3eqm+nmhHtUs2pmBEOiHTRqeTos/cM93G+l+iDRlhxTF1KPRGW7RGUrDvGf3mMUJ+a3w+jhErIgWAsFC0yjUVhIJPBFKq5gSVyBgZZbsGsErLBQAy98EesGhQmCLiQ5JYJAGkpDfAaIxk1chnorBSwyo5YS2sIRosJBFYJNYksIZTmJnRGA/anhPMgyoqUcJaE5iP0RIRRm0PMwzxTmFdagBWsFLLCkEessGohQykQLpwSHBIAApYNClgJhHrA1gLDEDDUgiHDERWDVgvGABINFhFBqKwCVmRWAsI9osMoNUylkRX3aIsoj3bP2gPV8YL/4UYntzERMJ+S7IvxRGHUk6v4SMPmAB8wC0zQAAbogBQAAAAAAAAAAAAAAAAAAuYAFzAHoyLLkDD3APkPaQiOzqvuuFM94JYRTORNoJ+jYB5XlawNFNZRs1Vnn7ePJdc1NJE1VdPUU0/DMhl8Ezb7z1Vutp8nwqqsHtZF00P7k/wA437VGxzeCEdTDqKwRU9CxzdZ8i+RXTwb4wSYb0o5SSz7Ek/uCU5GeWnmFO9iq+zKVbxDqJhCkXb5KPRblOtdRZyqqokSf90qr81xFvDJquahxVS9dHkYxJB3mY2XAbOFyamuCtbGI6GczrVBRVwn04300j3kmuWrnl1iqiWXsUIXLBsO3feUU3qJo8gnEw7cJN0KcJ96cqoq23pJL5LV0vVBXFGVv9JdMObFgDfh7Fl88RNt0bU26Qc6DdFdvONlUtRXddJPPPmpv7VQvYr3CQx7F9etKFOs3dUQCBIRDmcXQ19XATFJs6WSVJVLPU1kmKqqWQbhn87m4AElhlIoieyGLogEqsiI9YQdxFAAGgdFLBIy1hiBqu+lzDk+Y+JI5iQ3MLmTqYDQNdg1hlorBB7E3wYqyxu+Yz1WYj9zEwGW03MDsK3MKVZvO8MgpntHnsGWK+JBo89gTNRqQ0Q0AAsAAAAACgABCYYjsYuiAAbBoRGUAAAUBZYAAEmtHnsE2isAACbQsAAAJgoVqoPhYAAo7ub/go7RAqiAAts4ARAAACqIXpGAAM4BIAADSgAAAAAAAAAAAAAAAABlIiTjH7yGeN5SKdOGrlstgWRXQW01E1E+SiandxAAKWq1lw3cujvm+fbPq41lnm/LL9OONXE609PWz1OKun1WqfHLgHYLqXUwul3RXNq0l3JJ7wv0y41VtPHqJ6pmp6tTiXgfEsj4gAOJOp6sU7hV3vvTXnvUW/wDk5770s41e13nLUzz7brfHV4+0ZOK611d0Qb/bOq3SjzT0G/TbnTQ0y6rSLUyLT8jhlyy4AAIgy19kbvXSmEIlq9uJOGlCN2zFigm+UTSapNiTJtppp8C0tNMyPLPqy45kI9S6Vzsl8Z3Cqby3Ooa38quMlCU1NTPrMjz1Vs+HHVV8TAAMJlURltFgAA4hl6wSAAS0oGiDRAAAK0QaIAACQRA7AAKDLjkQO2ftAAKKATrAAGmnIrBqywAADE3Nn4hbqIMjzIwABnAf/9k=" width="304px" alt="upcoming initial exchange offerings"/></p>
<h2 id="toc-1">Bitcoin open interest drops $2 billion ahead of US elections as investor caution sets in</h2>
<p>These can be valuable for finding hidden gems and projects that have flown under the radar. Investors can also use reviews and ratings to do their own research on IEO cryptos so that they’re not fully reliant on crypto exchanges’ due diligence. Like all crypto investments, IEOs carry risks, and there’s no guarantee you’ll make returns on your money. After all, many meme coins have seen huge surges in value following their IEOs only to tank afterward, leaving some investors out of pocket. That’s a big deal because it means that projects get to keep nearly 100% of the proceeds from their token sale. Those proceeds can then be used to further develop the project, potentially increasing the token’s value in the future.</p>
<h2 id="toc-2">Tether CEO quashes speculation of launching a Tether blockchain ‘at this time’</h2>
<p>Only the users of that particular exchange can participate no one else can. The others who want to participate would have to open an account with the exchange platform that is hosting IEO. The advent of the Crypto industry brought decentralized and innovative fundraising ways. Security tokens are like digital financial securities such as bonds and stocks. Since the first ICO presented by Mastercoin in the year 2013, there are hundreds of ICOs today. The industry is undergoing a notable transition with similar other models such as Security Token Offering (STO) and Initial Exchange Offering (IEO).</p>
<h2 id="toc-3">Cryptocurrency Whistleblower Receives $1 Million Award from CFTC</h2>
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" width="301px" alt="upcoming initial exchange offerings"/></p>
<p>This sale will attract hundreds and thousands of users to invest their capital in the project. A thorough research on the market trends will clear your mind about your competitors and market gaps. New crypto projects can undergo verification through crypto audit services like Certik and Coinsult. These services comb through a project’s code, including its smart contracts, to ensure there are no bugs or scams built in. For example, an audit will ensure that the maximum supply of a project’s token is what’s advertised in the whitepaper.</p>
<p>Initial exchange offerings are fundraising events administered by cryptocurrency exchanges, which review the blockchain project’s whitepaper and other important components. Meanwhile, an initial coin offering (ICO) is administered by the companies themselves, thus eliminating intermediaries like crypto exchanges. An ICO enables these companies to establish a more direct connection between themselves and their investors. In an IEO, cryptocurrency projects and exchanges collaborate to launch and sell digital tokens directly through the exchange’s platform. Unlike ICOs, where projects handle token sales independently, IEOs are conducted by the exchange, which provides critical vetting and regulatory checks.</p>
<p>You can also use digital or pay-per-click (PPC) advertising to create an immediate online presence in search results. Use Google for display advertising to benefit from both Search and YouTube audiences. Binance Launchpad – Known as the first launchpad to hold a successful IEO, Binance Launchpad, has raised millions of dollars for promising projects. Its matching engine is capable of processing 1,400,000 orders per second, allowing projects to raise the funds quickly and seamlessly. Cryptocurrency exchanges manage IEOs, so they are held to higher standards.</p>
<p>The exchange does a rigorous screening to ensure only premium projects that have yet to be listed on any major exchange are included. OKEx Jumpstart – OKEx’s platform helps quality blockchain projects go public and get listed in a liquid and world-class market by holding an initial exchange offering. Initial Exchange Offering (IEO) is a fundraising mechanism where the issuers create tokens for their projects and raise funds using the user base of the exchange. IEOs are an agreement between the fundraising company and crypto-exchanges like IDAX, LATokens &amp; Binance, with some pre-conditions. Top Initial Exchange Offerings (IEOs) platforms include Binance Launchpad, known for its large user base and rigorous screening process. OKEx Jumpstart, part of the globally present OKEx exchange, offers comprehensive services, including project reviews and technical support.</p>
<p>As soon as you have found the IEO of your choice, it’s important to figure out which exchanges are hosting the IEO as there can be more than one. In countries that allow IEOs, the process of participation is relatively simple. Those wishing to purchase cryptocurrencies in an IEO need only choose an IEO and exchange which is hosting a crowdsale and become registered on that exchange platform. ✓&nbsp; &nbsp;Use an electronic system provider that facilitates the offering of digital tokens and will conduct due diligence on the tokens and issuers.</p>
<p>Scams and potential fraud is less likely to happen with IEOs than it is with ICOs because a regulated cryptocurrency exchange conducts the token sale. IEOs take place on a cryptocurrency exchange on behalf of the company issuing new tokens. To fundraise on the exchange, start-ups are charged a fee and a certain amount of sold tokens. Following the completion of the IEO, the tokens are placed on the exchange, which helps to increase the company’s visibility in the eyes of investors.</p>
<p>Engage with your community and address any questions or concerns promptly. Create tokens that will be sold during the IEO and determine the maximum amount of funds you aim to raise. Setting a clear funding goal demonstrates transparency and helps investors understand the purpose of the token sale. IEOs provide a more secure and regulated environment for both investors and projects. They require a thorough verification process and the submission of a white paper to ensure the legitimacy and viability of the project.</p>
<ul>
<li>At Blockchain App Factory, we have the right kind of experience, team, and expertise in developing and marketing tokens for your Initial Exchange Offering projects.</li>
<li>We have an expert development team who work with the technical team of top Cryptocurrency Exchanges for listing tokens.</li>
<li>A blockchain project on Binance will reach more users than an individual or group of crypto developers, meaning higher investment and funds for the project.</li>
<li>Blockchain projects began using ICOs in July 2013, when Mastercoin held what is thought to be the very first ICO coming up.</li>
<li>The information you obtain at this site is not, nor is it intended to be, legal advice.</li>
<li>An initial coin offering (ICO) is the cryptocurrency industry’s equivalent of an initial public offering (IPO).</li>
</ul>
<p>This can include SEO efforts, social media campaigns, content marketing, community building, PR outreach, and more. STOs involve the sale of security tokens, which are regulated financial securities. These tokens represent ownership in an underlying asset, such as shares in a company or real estate. STOs offer more regulatory compliance and investor protection compared to ICOs and IEOs. ICOs were designed as an alternative to IPOs, providing blockchain companies with a method to raise capital for their projects without sacrificing any equity in the company. The unregulated nature of ICOs made it convenient for projects to conduct crypto fundraising campaigns.</p>
<p>Before it&#8217;s listed, the value of share ownership is determined through private deals since, after listing, the value of the company&#8217;s coins is influenced by supply and demand on the exchange. STOs are security tokens that are issued and sold to the investors just the way using crowdfunding methods such as ICOs, digital tokens are sold. Security tokens seem to reinvigorate the landscape of the crypto industry.</p>
<p>The market has shown high interest in the IEO fundraising model, and you can take advantage of this growth to push your crypto project to the next level. To get started, you’ll need to identify what your maximum funding requirement will be. From there, you can proceed to minting your tokens and listing them on your preferred exchange platform. Note that platforms will vary in ruling, so it’s best to check their requirements first.</p>
<p>Top IEO projects make their audit results publicly available for prospective investors to review. While exchanges perform some due diligence on IEOs, there’s no guarantee that they filter out all scammy projects. There’s also no guarantee that a token will rise in value just because it held an IEO on a major exchange. So, investors can monitor announcements from major exchanges to learn about the latest IEOs and the requirements to invest in them. Some traders do consider IEOs less risky than ICOs, particularly when they’re held on leading exchanges. This is because IEO projects are put through a rigorous vetting process before they’re accepted by exchanges.</p>
]]></content:encoded>
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		<title>Brokers Technology Provider Tools for Brokers</title>
		<link>http://www.alinaschellig.de/blog/2024/02/brokers-technology-provider-tools-for-brokers/</link>
		<comments>http://www.alinaschellig.de/blog/2024/02/brokers-technology-provider-tools-for-brokers/#comments</comments>
		<pubDate>Tue, 20 Feb 2024 20:53:15 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://www.alinaschellig.de/blog/?p=4956</guid>
		<description><![CDATA[Content Fastest Growing Tech Company in the UK – The Sunday Times Tech Track 100more What Happens If a Market Is Illiquid? Average daily spreads and Execution speed Recognised as a Tech City Future Fifty company – Tech City UK Future Fiftymore Before choosing a liquidity provider, it&#8217;s essential to identify which trading platform(s) they [&#8230;]]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Fastest Growing Tech Company in the UK – The Sunday Times Tech Track 100more</a></li>
<li><a href="#toc-1">What Happens If a Market Is Illiquid?</a></li>
<li><a href="#toc-2">Average daily spreads and Execution speed</a></li>
<li><a href="#toc-3">Recognised as a Tech City Future Fifty company – Tech City UK Future Fiftymore</a></li>
</ul>
</div>
<p>Before choosing a liquidity provider, it&#8217;s essential to identify which trading platform(s) they <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> are compatible with. An ECN may offer access to deeper liquidity pools and better spreads, but if its services differ from the trader&#8217;s preferred trading platform, that could be a deal-breaker. Fortunately, many providers have made their services available on multiple platforms (MT4/5, cTrader, etc.) to best serve their traders and customers. Different types of liquidity providers have different advantages and disadvantages. For instance, banks typically offer institutional-grade services with better spreads and access to deep liquidity pools, but they may also charge higher fees and require higher minimum deposits compared to an ECN or a market maker.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="302px" alt="broker liquidity provider"/></p>
<h2 id="toc-0">Fastest Growing Tech Company in the UK – The Sunday Times Tech Track 100more</h2>
<p>Additionally, the Liquidity Bridge offers advanced order routing capabilities, enabling brokers to define rules for order execution based on various factors like client type, account balance, and symbol. These rules ensure that each trade is executed optimally, minimizing slippage and maximizing efficiency. Furthermore, it&#8217;s essential that you can rely on the provider for assistance when needed, as this will allow you to focus on more important aspects such as trading strategies or managing portfolios. Ultimately, you should always evaluate the level of technical and customer service offered by a provider to identify the one that best suits your needs. They act as intermediaries connecting institutions issuing assets, like the London Stock Exchange in share dealing, with traders. This is known as off the exchange, as transactions are <a href="https://www.xcritical.com/blog/liquidity-provider-vs-broker-relationship-how-do-they-work-together/">what does a liquidity provider do</a> made outside of a centralized financial marketplace.</p>
<h2 id="toc-1">What Happens If a Market Is Illiquid?</h2>
<p>With so many options available in the market, picking the right tools can be overwhelming—researching can be a chore and time-consuming. Supporting the most products on a disclosed basis of any service, FXSpotStream offers trading in FX Spot, FX Swaps, Forwards, NDF/NDS, and Precious Metal Spot and Swaps. All content on this site is for informational purposes only and does not constitute financial advice.</p>
<h2 id="toc-2">Average daily spreads and Execution speed</h2>
<p>Diving into the world of financial markets, have you ever wondered about the mechanics that make trades so smooth and quick? Ever thought about the invisible hand that ensures a steady stream of prices at all times? That’s the role of a Liquidity Provider, a fundamental but often overlooked player in the markets. Enhanced liquidity comes with the benefit of lower spreads, the difference between the ask and bid prices of assets in the market.</p>
<ul>
<li>This ensures that transactions can be executed quickly with minimal price deviations, which is especially important in volatile markets, such as forex.</li>
<li>The partnership between these parties results into numerous benefits to traders, it enables them to navigate complicated markets with improved efficiency and profitability.</li>
<li>The concept of market depth refers to the market’s capacity to sustain relatively large market orders without impacting the price of the security.</li>
<li>The most liquid, lowest-cost markets are those where there are no barriers to participation by a wide range of market participants, using a mix of strategies and with a variety of holding periods.</li>
<li>In this article, we will explore the significance of liquidity providers, why brokers need their services, and how they can efficiently connect liquidity from multiple providers.</li>
<li>Liquidity providers are entities or financial institutions that offer ample financial assets to the market, enabling traders to buy and sell various instruments with ease.</li>
</ul>
<p>By selecting the right liquidity provider, you can make more informed trading decisions and protect your capital from potential risks. For over 13 years, IXO Prime has empowered investors with world-class trading capabilities across asset classes, including forex, equities, commodities, and crypto, in 15 countries. IXO Prime offers customers access to market intelligence tools, dynamic products, competitive trading parameters, and premium one-on-one customer service. With a multi-asset liquidity solution featuring competitive pricing, global trading infrastructure, and over 900 trading instruments, IXO Prime caters to diverse needs. Their dedicated team ensures seamless connectivity, offering web-based and mobile access, API integration, and various futures and options products. IXO Prime also provides white label MetaQuotes solutions across MT4 and MT5.</p>
<p>Connect and Communicate with providers, companies and other members of our community. We work with providers and companies to give you the best pathways to grow your professional network. Also, the downturns in the cryptocurrency market, including the FTX scandal and long-running crypto winter, have impacted liquidity demand. On the other hand, Liquidity Providers aren’t obligated to provide quotes. They simply provide depth to the market by adding more buy and sell orders, thereby increasing liquidity. One of the primary drivers behind this is the rising use of automation and technology used by prop firms or Trader-Funded Firms (TFFs).</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="308px" alt="broker liquidity provider"/></p>
<p>Whatever the model and the liquidity type brokers opt for, choosing and maintaining the right partners is an arduous process that can take months. Being a Liquidity Provider can be a profitable venture, but it requires a substantial capital base due to the high volume of orders placed in the market. Without Liquidity Providers, trading would become more difficult and volatile.</p>
<p>This depth also allows for tighter spreads and more competitive pricing, which can also be a key factor that traders do consider when choosing a broker. As the name suggests, liquidity providers create markets and make them &#8222;liquid&#8220;. They do this by constantly buying and selling currency pairs and other offered financial instruments, providing brokers with price feeds and the ability to execute leveraged FX and CFD orders. By utilizing the services of LP, brokers can access a vast pool of assets and diversify their product offerings, which allows them to cater to a broader range of clients. Moreover, liquidity providers support brokers in managing their risk exposure, as they can quickly and efficiently hedge positions when required.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="308px" alt="broker liquidity provider"/></p>
<p>Indeed, the CME Group lists two dozen Tier 1 FX liquidity providers, with over a hundred Tier 2 liquidity providers and aggregators. &#8222;Much like clients looking for a broker,&#8220; says Alexey Trifonov, Head of Dealing at Libertex, &#8222;the biggest difficulty brokers have when searching for a liquidity provider is the sheer number of potential partners in the marketplace today.&#8220; It&#8217;s essential to consider a liquidity provider&#8217;s regulatory compliance and licensing. Different jurisdictions may have different rules and regulations affecting how a provider operates.</p>
<p>Brokers should check whether their potential liquidity partner provides fair and transparent pricing with no hidden fees. Pricing transparency not only helps to create customer trust, but it also allows them to precisely assess their trading costs. Soft-FX is a software development and integration company and does not provide financial, exchange, investment or consulting services. After the parties agree, the broker forwards the LP&#8217;s offer to the trader. Once the price and terms are satisfactory, the trade is executed, and the asset is moved. LPs minimize market risk by taking the opposite side of trades, mitigating volatility and ensuring market stability.</p>
<p>FXCM Prime, a complete package for customers needing centralized access to Forex market information and execution spanning numerous FX trading firms and platforms, simplifies trading by consolidating activities into a single account. Their in-house back office assembles trades from an array of ECN and individual bank trading sites, presenting a cohesive outlook of clients&#8216; positions. Effective pre-trade and post-trade credit evaluations guarantee the best possible net open position (NOP) usage.</p>
<p>We give you a full overview on providers &amp; companies, their offerings, their requirements to save you the time to search, contact, collate and compare. The requirements for liquidity have changed significantly over the years, With the emergence of demand for cryptocurrencies, an influx of retail trading and technological advancement. Though often used interchangeably, Liquidity Providers and Market Makers are not exactly the same. Both provide liquidity and ensure a smooth trading experience, but they function differently.</p>
<p>Their unique technological and automated solutions are complemented by their personal touch, ensuring they cater to both present and future needs. Invast Global aggregates top-tier bank and non-bank liquidity, providing optimized liquidity streams for 70+ FX &amp; Metals pairs. Their powerful in-house quantitative structuring and pricing team transparently derives the 35 Cash Index and Commodity CFD products from the underlying futures market. They also offer Direct Market Access (DMA) to over 28,000 Single Stock and ETF CFDs from 30+ global stock exchanges. Advanced Markets Group (AMG), an FCA- and ASIC-regulated Prime of Prime solutions provider, powers leading institutional FX brokers with deep multi-bank liquidity and cutting-edge, low-latency technology infrastructure. Primed by UBS AG and Standard Chartered, AMG boasts over a decade of experience, compliance with the FX Global Code of Conduct, and institutional shareholders like Macquarie Bank and GFI Group LLC.</p>
<p>IG is a good example of a broker that has a subsidiary liquidity provider, called IG Prime. Portfolio diversification lessens overall risk by minimizing losses from unfavourable junctures in any single currency. And capitalize on opportunities in different markets which could boost returns.</p>
<p>B2Broker also provides a B2Core CRM system setup free of charge for any liquidity client, and liquidity clients can benefit from the in-house crypto payment gateway, B2BinPay. Primary liquidity providers purchase big batches of assets from the institutions that issue them. However, brokers should consider these criteria in the quest for a liquidity provider and make sure that their partner of choice not only meets their current needs, but also has the same vision for future growth and development.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>Indian Govt Pushes Central Bank Digital Currency Amid Crypto Concerns Latest Information India</title>
		<link>http://www.alinaschellig.de/blog/2024/02/indian-govt-pushes-central-bank-digital-currency/</link>
		<comments>http://www.alinaschellig.de/blog/2024/02/indian-govt-pushes-central-bank-digital-currency/#comments</comments>
		<pubDate>Mon, 19 Feb 2024 18:54:05 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

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		<description><![CDATA[three ought to be exercised both earlier than the party begins his evidence or, in any event, before the other get together begins his proof so that it might be borne in thoughts that the celebration starting has not closed the proof. three, is to be exercised solely at or before the time when the [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>three ought to be exercised both earlier than the party begins his evidence or, in any event, before the other get together begins his proof so that it might be borne in thoughts that the celebration starting has not closed the proof. three, is to be exercised solely at or before the time when the opposite get together that has obtained the best to lead proof begins, and not afterwards. The largest present foreign exchange reserve holder on the earth is China, a rustic that holds greater than $3 trillion of its overseas currency belongings. One reason for that is that it makes it easier to execute worldwide commerce, as most of the buying and selling takes place by way of the united states greenback. The RBI guidelines provide that only AD Category I banks in India can concern the FIRC. The government discontinued the bodily FIRC in 2016 and can issue solely e-FIRC from 2016.</p>
<p>Economists imagine that it is a better transfer to hold overseas reserves in a currency that&#8217;s not instantly linked to the country&#8217;s personal currency to supply a barrier within the event of a market shock. Nevertheless, as currencies have become <a href="https://www.xcritical.in/blog/proof-of-reserves-what-is-it-and-why-do-they-matter/">What Are Proof of Reserves</a> more intertwined as international buying and selling has turn into simpler, this practice has become tougher. Assets which are held on reserve in foreign currency by a central financial institution is identified as Foreign Exchange Reserves.</p>
<p>FIRC is required to assert a GST refund for companies or items exported from India. It helps to authenticate the funds acquired from abroad events. It ensures that the GST refund being claimed is not fraudulent and genuine. Thus, FIRC is mandatory for claiming GST refunds for exports of services and items. Compared to a cryptocurrency, a CBDC is extra <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> eco-friendly as energy requirement of a digital foreign money is dependent upon its underlying technological stack, the other individual stated. “CBDCs could be based mostly on algorithm-driven processes as in opposition to energy-intensive mining of crypto property,” he mentioned.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/ecn-broker-definition-benefits-and-platform-reviews-img-3-768x512.webp" width="304px" alt="Concerns About Proof of Reserves"/></p>
<p>Download Black by ClearTax App to file returns out of your mobile phone. Saudi Arabia also has considerable international reserves, since the nation relies totally on the export of its huge oil reserves. They maintain massive amounts of overseas funds in reserves to act as a cushion should this occur, even though it is only a momentary repair. This indicates that it has sufficient BTCs available to cowl every user’s stability, stories TechCrunch.</p>
<h2>Ideas On “suncrypto’s Tackle Proof Of Reserves And Liabilities”</h2>
<p>The definition of e-commerce is not limited solely to bodily items but in addition includes companies as well as digital merchandise. So, one can plausibly assume that it would be relevant to a selection of crypto-exchanges, as nicely as sure entities providing decentralized finance (DeFi)&nbsp; providers. This is as a outcome of crypto tokens—be it cryptocurrencies like Bitcoin, Ethereum, or Dogecoin—are not thought of foreign money or securities within Indian law, but may be said to be digital merchandise since they&#8217;re digital items. The increased adoption of e-commerce by shoppers in India forced legislators to deal with the lack of regulation for the protection of shopper interests. This legislative enlargement could prolong to protecting the interests of traders and customers buying and selling in crypto-assets. Below this, we now have mentioned the chart of our ratio to Total property owned (on/off-chain) / Total liability &amp; contingencies.</p>
<p>Aman Nair is a coverage officer on the Centre for Internet &amp; Society (CIS), India, focusing on fintech, information governance, and digital cooperative research. Vipul Kharbanda is a non-resident fellow at CIS, specializing in the fintech analysis agenda of the organisation. Filing a shopper criticism might impose an extra burden on the patron to show the fraud—especially if the consumer is unable to get full and correct information relating to the transaction. Additionally, in most cases, a consumer complaint is filed when the perpetrator remains to be accessible and may be located by the patron. However, in case the perpetrator has absconded, the patron would haven&#8217;t any selection however to lodge a legal criticism.</p>
<p>You can efile revenue tax return in your revenue from wage, house property, capital positive aspects, business &amp; profession and revenue from other sources. Further you may also file TDS returns, generate Form-16, use our Tax Calculator software, claim HRA, verify refund standing and generate rent receipts for Income Tax Filing. Foreign exchange reserves can comprise deposits, banknotes, treasury bills, shares, and other government-related securities.</p>
<ul>
<li>The problem of cryptocurrency needs to be dealt with correctly, he stated.</li>
<li>Our team is well-trained and we follow all the danger management procedures, and consumer safety acts and keep full transparency to make sure full user asset protection.</li>
<li>“Both innovation and benefits of digital cash is provided by CBDCs, whereas guaranteeing client safety and avoiding any threat to social and economic consequences of private digital currencies,” he stated.</li>
<li>People trading in Bitcoins and different crypto currencies from numerous portals, must be very cautious when selling and shopping for Bitcoins as there are fraudsters all over the place lurking to cheat you by sending you faux identities for buying and promoting crypto currencies.</li>
<li>We additionally do not put the person funds for the collateral services, your funds are with us only.</li>
</ul>
<p>That’s why we’re releasing a model new Privacy Policy at present – we need to be crystal clear about what knowledge we’re protecting and the way we use any data we collect. Factors like Indus not charging builders any fee for in-app payments and antitrust orders issued by India&#8217;s competition regulator in opposition to Google could contribute to&#8230; Therefore, maybe one of the best safety that can be afforded to the buyer is the place the regulatory regime is geared in course of the prevention of frauds and scams by establishing a licensing and supervisory regime for crypto businesses. From the start, our mission has been to be essentially the most user-friendly change for our customers and we will by no means put safety or funds in danger. Not solely this, a quantity of unfavorable information concerning the crypto industry is going on today and we need to inform you that we now have no contact with them as properly. Ups and downs like LUNA or FTX chapter now are normal within the crypto market, you need to simply recover from them by contemplating them an expertise for the longer term.</p>
<p>Often, overseas funds act as a automobile for illegal actions, similar to cash laundering. So, if the authorities query the foreign transaction or take a look at it suspiciously, an FIRC certificates acts as a guard against such legal hassle. In India, service exporters and sellers should get FIRC when they obtain payments from outdoors India. Exporters should produce the FIRC to various authorities authorities after they apply for financial assistance and government assist or schemes. CAs, experts and businesses can get GST prepared with Clear GST software &amp; certification course. Our GST Software helps CAs, tax consultants &amp; business to manage returns &amp; invoices in an easy manner.</p>
<h2>Old Tax Regime: Save Time, Log On To Open These Popular Tax-saving Funding Schemes</h2>
<p>The Reserve Bank has launched a digital rupee that may revolutionise the monetary technology sector by creating new opportunities and lessening the burn in handling, printing and logistics administration of cash. This is yet one more instrument to catalyse India’s quick emerging digital financial system, he stated. A synthesis paper of the International Monetary Fund and Financial Stability Board highlighted these dangers to the G20 nations in September and proposed a minimal threshold for regulation, they mentioned, requesting anonymity. The current commission-based mannequin, which firms like Uber and Ola have used for a very lengthy time and still stick with, has received criticism from&#8230;</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/08/0daada4e-1c34-413d-9cdd-914242d0049b-768x384.webp" width="307px" alt="Concerns About Proof of Reserves"/></p>
<p>Moreover, Cointelegraph noted that Twitter person “CryptoDavid” highlighted to his 12,000 Twitter followers on November 21, 2022, that he wasn’t stunned by Uniswap’s choice, on account of different DEXs also following the same move. What this means is that at present crypto-exchanges and crypto-service suppliers clearly fall within the ambit of client protection laws in India. In actual terms, this means that shoppers can rest assured that in any crypto transaction their rights must be accounted for by the company.</p>
<h2>Training Openai’s Sora With Youtube Movies, A ‘clear Violation’ Of The Platform’s Rules</h2>
<p>Such reserves serve many purposes but are most significantly saved to guarantee that if their nationwide foreign money rapidly devalues or becomes insolvent all together, a central government entity has backup funds. According to Cointelegraph, sure members of the cryptocurrency neighborhood really helpful about it being uncharacteristic for a decentralised platform to collect and store data about its users. Through a November 11, 2022, Uniswap Labs unveiled its privacy coverage to provide explaination around the way it collected and saved users’ data. In this text, we study the existing regulatory framework around grievance redressal for shoppers in India—and whether or not these safeguards are sufficient to guard shoppers buying and selling crypto-assets.</p>
<p>We will be doing the same in the future as nicely and will show to our users with our dedication and safe practices along with user-friendliness that Suncrypto is the platform that they can trust. We launched Suncrypto in mid-pandemic 2021, we handled so many challenges and that resulted in today’s Success of Suncrypto. From the start, we received so much love and trust from our users,&nbsp; and every single day we&#8217;re thankful for that. And that is our motivation to make Suncrypto, even more, higher with time. After analyzing the state of affairs we have disabled the buying and selling of FTT tokens on our platform due to security concerns.</p>
<h2>Firc Rbi Guidelines</h2>
<p>Either a sovereign or a central bank can problem CBDCs by changing the bank’s existing balances  to CBDC balances, he added. The platform also mentioned that not certainly one of the data consists of personally identifiable data corresponding to first name, final name, avenue address, date of birth, e mail handle or IP tackle. This would permit for the federal government to not only make positive that advertising tips are adopted, but to dictate the exact nature of those guidelines. This allows it to concern requirements pertaining to disclaimers and forestall crypto service suppliers from advertising crypto as being simple to understand, having a assured return on funding, or other deceptive messages.</p>
<p>It claimed that by utilizing short-term industrial paper, it had lessened its risk exposure. I hope the words presented in front of you have been of some assist to ease your fear about the situation FTX is facing. Our user’s crypto funds and information are safe  with us whatever the scenario so maintain maintaining your trust in us and continue your crypto safely with proper analysis #DYOR on the Suncrypto utility.</p>
<p>FIRC can be referred to as Advice or Foreign Inward Remittance Advice (FIRA). The particular person receiving the payment from outdoors India known as a beneficiary. When the beneficiary receives money in overseas forex, it will be credited to the beneficiary account through an Authorised Dealer (AD) of the Reserve Bank of India (RBI). The legal framework regarding crypto-currencies is but to be laid down. RBI has not given any licence/authorization to any entity/company to take care of any digital foreign money. In the absence of a legal framework, it isn&#8217;t advisable for residents to take care of digital currencies corresponding to Bitcoins.</p>
<h2>New Monetary 12 Months Provide: Flat 20% Off</h2>
<p>Readers are suggested to hunt expert recommendation and read offer document(s) along with associated important literature on the subject rigorously earlier than making any sort of investment in any respect. Crypto market predictions are speculative and any investment made shall be on the sole price and risk of the readers. A complete audit, a transfer to make Tether’s reserve and financial situation clear, remains to be “a few more months away,” according to Paolo Ardoino, chief technical officer. Tether argued that it is contrary to “the longstanding incontrovertible truth that U.S. Treasuries have been the world’s foremost safe asset for the previous many decades” to imagine that three-month Treasury bills are an unreliable investment. We are not dependent on FTX liquidity or have any exposure/ assets with FTX or its official token FTT.</p>
<p>A Foreign Inward Remittance Certificate (FIRC) is a certificates a bank issues as proof of international funds for exports containing all the remittance particulars. It tracks the switch quantity in overseas foreign money, rupees, and the transfer source. The abovesaid view that the option might be exercised by the celebration starting, at or earlier than the time when the other celebration starts his proof, has been followed by the Mysore High Court in S. It was observed that, on the facts of the case, the get together who began the case, particularly, the defendant, couldn&#8217;t be mentioned to have meant or reserved his right to adduce rebuttal proof. In that context, it was noticed that it is reasonable that the proper of reservation beneath Order 18, R.</p>
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		<title>What&#8217;s A Transaction Payment And Who Pays It?</title>
		<link>http://www.alinaschellig.de/blog/2023/11/what-s-a-transaction-payment-and-who-pays-it/</link>
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		<pubDate>Wed, 22 Nov 2023 23:33:54 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

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		<description><![CDATA[The data herein is basic and educational in nature and should not be thought of authorized or tax recommendation. Tax legal guidelines and regulations are advanced and subject to change, which might materially influence funding outcomes. Fidelity cannot guarantee that the information herein is correct, complete, or well timed. Fidelity makes no warranties with regard [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>The data herein is basic and educational in nature and should not be thought of authorized or tax recommendation. Tax legal guidelines and regulations are advanced and subject to change, which might materially influence funding outcomes. Fidelity cannot guarantee that the information herein is correct, complete, or well timed. Fidelity makes no warranties with regard to such info or results obtained by its use, and disclaims any liability arising out of your use of, or any tax place taken in reliance on, such information.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/feed_images/vps-trading-what-is-forex-vps-img-2-img-1-768x512.webp" width="302px" alt="brokerage transaction fees"/></p>
<p>Brokerage charges are the price of doing business with a dealer and might take away from the returns of your portfolio. When selecting a dealer, take the time to evaluate the companies you are receiving and whether or not the price of these companies profit you. Additionally, think about if any other charges are needed or simply in the curiosity of the broker. Today, by way of online brokers, brokerage fees for easy inventory investing are very low or nonexistent, allowing you to keep bigger portions of your investment returns.</p>
<h2>Zero Commissions ≠ Zero Charges</h2>
<p>The investing data offered on this web page is for academic functions only. NerdWallet, Inc. doesn&#8217;t offer advisory or brokerage providers, nor does it advocate or advise traders to purchase or promote specific stocks, securities or other investments. However, it is simply greater than the preliminary capital that you <a href="https://www.xcritical.com/blog/brokerage-fee-how-fees-work-types-and-expense/">how are brokerage fees calculated</a> simply put up. Most folks do not suppose past their initial investment or buy worth and fully forget about the fees involved. These fees are generally recognized within the monetary industry as brokerage fees.</p>
<p>Charles Schwab, for instance, expenses a $25 service cost for broker-assisted trading while Fidelity Investments expenses between 0.50% and 1.50% for wealth management with an advisor. Those fees differ from 0.25% to 1.00% of the amount of the transaction, depending on the fund. A brokerage payment is a charge in exchange for completing a transaction or for ongoing management of one&#8217;s investments. The most well-known sort of brokerage fee is a buying and selling commission, however there are a number of other kinds of fees charged by brokers for various investment services (more on these below).</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/12/how-to-become-a-stockbroker-uk-768x512.webp" width="309px" alt="brokerage transaction fees"/></p>
<p>After accounting for the fee, your account has grown to $57,225. On the other hand, the account with the 2% charge begins at $52,000 and, after accounting for the fee, ends the yr at $56,160. For instance, let’s compare the difference between an annual account fee of 1% versus a 2% account payment.</p>
<h2>Information To Brokerage Charges</h2>
<p>Matt is a Certified Financial Planner™ and investment advisor based in Columbia, South Carolina. He writes personal finance and investment advice for The Ascent and its mother or father firm The Motley Fool, with more than four,500 published articles and a 2017 SABEW Best in Business award. Matt writes a weekly funding column (&#8222;Ask a Fool&#8220;) that&#8217;s syndicated in USA Today, and his work has been regularly featured on CNBC, Fox Business, MSN Money, and tons of other main shops. He’s a graduate of the University of South Carolina and Nova Southeastern University, and holds a graduate certificates in monetary planning from Florida State University. Some brokers charge a further (usually small) payment for retirement accounts like IRAs, known as a custodial fee. Well, the very first thing to do is have a look at a variety of different brokers.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/feed_images/customer-retention-for-brokers-8-tips-for-brokerage-firms-img-2-img-1-768x512.webp" width="307px" alt="brokerage transaction fees"/></p>
<p>Banks that custody ADRs are permitted to charge ADR holders certain fees, as detailed in the ADR prospectuses. As a basic rule, income progress is the key factor driving inventory value appreciation if the broader market is scorching. Investors and merchants love income growth in bull market environments. But if the broader market is chilly, internet revenue development and a strong steadiness sheet are likely to be the keys to success. Investors and traders prefer to run to safety for dividends and share buybacks in these environments. But once more, make sure whatever strikes you make replicate your style.</p>
<h2>View Our Broker-dealer Consumer Relationship Summary—form Crs</h2>
<p>Full-service brokers sometimes charge larger charges, but they offer extra hands-on providers. They’ll help you plan your retirement, suggest shares that suit your goals and frequently analyze your portfolio. They’ll help you rebalance your portfolio when the time is right to make the most of the market.</p>
<p>Traditionally, most traders and traders needed to pay charges to their brokers to execute trades and keep their accounts. With the appearance of Internet-based trading, on-line account administration, and fierce competitors among brokerage firms, at present&#8217;s fees on most inventory and ETF trades have dropped to zero at a number of platforms. Because discount brokers offer a narrower choice of merchandise and supply no investment recommendation, they charge lower fees than full-service brokers do. Discount brokers cost a flat payment for every commerce transaction. The per-trade flat charge ranges from lower than $5 to more than $30 per trade. Account maintenance charges are often around zero.5% per yr primarily based on belongings held.</p>
<ul>
<li>Keep in mind these brokerage account facts that differentiate them from different forms of investment accounts you could personal.</li>
<li>For brokerage accounts, there could be SIPC (Securities Investor Protection Corporation) coverage, which covers up to $500,000 in securities (including a $250,000 restrict on cash not in investments) in a brokerage account.</li>
<li>Our professional broker reviews, for instance, a good way to get detailed info on the assorted prices and expenses of each dealer.</li>
<li>For more information about Vanguard funds, go to vanguard.com to acquire a prospectus or, if obtainable, a summary prospectus.</li>
<li>If you’re looking at a brokerage with free trades, be positive to know what securities you can commerce at no cost and whether or not any limitations apply.</li>
</ul>
<p>For U.S. Treasury purchases traded with a Fidelity consultant, a flat cost of $19.ninety five per trade applies. A $250 maximum applies to all trades, decreased to a $50 most for bonds maturing in a single 12 months or much less. Rates are for U.S. dollar-denominated bonds; further fees and minimums apply for non-dollar bond trades. Other circumstances might apply; see Fidelity.com/commissions for details. Please observe that markups and markdowns might affect the whole price of the transaction and the total, or &#8222;effective,&#8220; yield of your investment. The offering dealer, which may be our affiliate, National Financial Services LLC, might individually mark up or mark down the worth of the safety and will notice a trading profit or loss on the transaction.</p>
<p>This implies that fees are typically much lower than traditional full-service brokers. Trading fees for online discount brokers vary anyplace from $4.95 to $20, but most are between $7 and $10. This rate is topic to change since low cost brokers are constantly reducing their fees so as to attract  extra clients and gain market share.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="302px" alt="brokerage transaction fees"/></p>
<p>See the&nbsp;Vanguard Brokerage Services fee and payment schedules&nbsp;for limits. Vanguard ETF Shares are not redeemable instantly with the issuing fund apart from in very large aggregations value tens of millions of dollars. When shopping for or selling an ETF, you&#8217;ll pay or receive the current market worth, which can be more or less than web asset value.</p>
<p>Refer to the applicable fund prospectus for different exclusions that may apply. Full-service brokers may even have an incentive to carry out properly as a result of if your portfolio&#8217;s belongings underneath administration increase, this means that they make more for managing them. If you are involved within the full-service dealer house, Investopedia has a listing of the best full-service brokers.</p>
<div style='text-align:center'><iframe width='566' height='319' src='https://www.youtube.com/embed/Z2lrY7_hVC0' frameborder='0' alt='brokerage transaction fees' allowfullscreen></iframe></div>
<p>There aren&#8217;t any ensures that working with an adviser will yield optimistic returns. The existence of a fiduciary responsibility doesn&#8217;t forestall the rise of potential conflicts of curiosity. The distinction could appear negligible but over a 10-year period, selecting the second brokerage would value you approximately $5,000 more in fees <a href="https://www.xcritical.com/">https://www.xcritical.com/</a>, assuming you earn a 4% rate of return. Over a 30-year interval, that may develop to greater than $55,000 in further charges paid. If you’re using a taxable account to assist develop your portfolio for retirement, you’d have 55,000 reasons to look for a brokerage that expenses the lowest fees potential.</p>
<p>Whether you are doing it yourself or working with a financial professional, monitor your investments periodically. A brokerage account software will normally ask for private particulars, employment information, funding profile, and, when you&#8217;ll be investing on-line, financial institution info. Brokerage accounts are also scored on this article by ease of use. Now you’ll get access to thinkorswim® trading platforms and sturdy buying and selling training at Schwab, along with nice service, a commitment to low prices, and a wide range of wealth  administration and investing solutions.</p>
<p>There was a time when your solely choices were to go to a full-service broker. Now, there are so many options from which financially-savvy investors can select in the occasion that they wish to commerce on their own—and often, at a much less expensive rate. If you do resolve to work with a dealer, be aware of their charges and when these fees may be charged.</p>
<p>You&#8217;ll never pay a commission to purchase or sell Vanguard mutual funds or ETFs in your Vanguard Brokerage Account. There&#8217;s a number of key gadgets that may have an impact on what brokerage fees are charged. Generally talking, the more crucial ones are listed under, though this list isn&#8217;t meant to be exhaustive of all elements. Brokerage fees are frequent in various components of the monetary industry, together with banking, investing, insurance coverage, delivery providers, and actual property. Brokerage charges are commonly charged as a flat charge or as a percentage of the transaction executed. Keep in mind that the fees could vary based on the type of business and the broker involved.</p>
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		<title>Tips On How To Start Trading On-line In India: Easy Steps &amp; Benefits</title>
		<link>http://www.alinaschellig.de/blog/2023/11/tips-on-how-to-start-trading-on-line-in-india-easy/</link>
		<comments>http://www.alinaschellig.de/blog/2023/11/tips-on-how-to-start-trading-on-line-in-india-easy/#comments</comments>
		<pubDate>Fri, 10 Nov 2023 22:44:18 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://www.alinaschellig.de/blog/?p=4202</guid>
		<description><![CDATA[Popular inventory exchanges like NSE and BSE present a platform connecting buyers and sellers, enabling smooth buying and selling basics of beforehand listed shares. As a new dealer, you&#8217;ll majorly purchase and promote shares in the secondary market quite than IPOs or FPOs. If you go to the market to buy tradingboard mt5 a automobile, [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Popular inventory exchanges like NSE and BSE present a platform connecting buyers and sellers, enabling smooth buying and selling basics of beforehand listed shares. As a new dealer, you&#8217;ll majorly purchase and promote shares in the secondary market quite than IPOs or FPOs. If you go to the market to buy <a href="https://www.xcritical.in/blog/trading-platform/">tradingboard mt5</a> a automobile, you explore all the choices and options out there before making a purchase, right?</p>
<h2>The Charm Of Private Interactions Vs The Prowess Of Digital Processes</h2>
<p>Fortunately, all of the hectic paperwork has come down to a single click on or touch on the cellular display screen. Many free and paid cellular and net purposes and portals for buying and selling are available on the web. Additionally, sure revenue margins and transaction volumes may necessitate official business registrations.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="402px" alt="How to Start Online Trading"/></p>
<h2>Open Free Trading Account On-line With Icici Direct In 10 Mins</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="409px" alt="How to Start Online Trading"/></p>
<p>The strategy of opening them can additionally be now very quick and simple through digital applications. &#8220; We gather, retain, and use your contact info for reliable business functions solely, to contact you and to supply you info &amp; newest updates concerning our products &amp; companies.&#8220; The said info is neither owned by BFL nor it is to the exclusive information of BFL. There may be inadvertent inaccuracies or typographical errors or delays in updating the said info.</p>
<h2>Are Stocks An Excellent Funding For Beginners?</h2>
<p>However, the vast majority of individuals fail on this endeavour and attribute their failure to the market. Quality analysis is amongst the most important aspects of intraday buying and selling that traders must always keep in mind. The commonest mistake most traders make is overlooking the significance of doing analysis. The points are supposed to stop the idea that “it will come back” and to stop losses before they get uncontrolled. For occasion, merchants incessantly promote a inventory as quickly as they will if it breaks under an important support degree. The worth at which a trader will promote a inventory and take a loss on the transaction is identified as a cease loss point.</p>
<h2>November 10 2020trading And Investing</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/customer-retention-for-brokers-8-tips-for-brokerage-firms-img-2-img-1-768x512.webp" width="403px" alt="How to Start Online Trading"/></p>
<p>Fees, customer support, convenience of use, safety features, and the types of accessible accounts are all essential considerations when selecting a broker. The options obtainable for on-line buying and selling are aplenty nevertheless, you have to choose the proper one and let us help you in identifying the parameters to choose on the proper platform. The dealer has to release a contract observe inside 24 hours of any trades initiated by you. This contract observe will include a summary of all the trades undertaken by you, and it&#8217;s sensible to examine the contract notice every day in case of any discrepancy arising. This contract note will contain a abstract of all the trades undertaken by the you and it&#8217;s sensible to check the contract observe daily in case of any discrepancy arising. Stocks are good investments for novices if they can leave their money invested for a minimal of five years.</p>
<p>This article is prepared for help solely and isn&#8217;t intended to be and should not alone be taken as the idea of an funding choice. Please observe that previous performance of monetary products and devices does not necessarily indicate the prospects and efficiency thereof. The investors aren&#8217;t being offered any assured or assured returns.</p>
<h2>How A Lot Do You Need To Invest?</h2>
<p>This disintermediates conventional routes involving financial advisors executing orders in your behalf for a fee. You now fully control order entry timing and asset choices primarily based in your market evaluation. In order to combat inflation, investing and buying and selling in inventory markets and different financial instruments has turn into more necessary than ever. If you only save your hard-earned cash in conventional financial devices like fastened deposits, you&#8217;ll most probably fall short of your monetary goals.</p>
<p>The dealer expenses a brokerage charge each time an order placed in the stock market will get executed. This payment can depend on the buying and selling quantity of your order, or it can be a flat fee per trade regardless of the buying and selling quantity. Traditional brokers levy percentage-based brokerage proportional to the trade quantity, which will increase the brokerage costs if you commerce extra often. With a flat payment per order, you can save considerably on brokerage costs. Bajaj Financial Securities offers a flat payment per commerce which may prevent big on the brokerage costs.</p>
<p>The Investor canstart to commerce with small capital once he/she is assured enough and has knownevery attainable factor to function out there. Trading with small capital willhelp the investor to gain first-hand expertise of live trading and will boostconfidence which ultimately will assist for future trading actions. It is veryessential to know the principles earlier than starting to trade available in the market. Writingdown guidelines to trade will assist the investor to have a easy trading experience.Abiding by the rules and rules is indispensable to maintain in the market. Diving into the mechanics of on-line trading, the method is underpinned by a combination of technology, monetary regulations, and market dynamics.</p>
<p>Online buying and selling additionally permits you to experiment with various securities and buying and selling strategies that you would not have been able to in a bodily trading surroundings. Many complex and worthwhile methods could be built with on-line trading in nanoseconds, and even bot trading is now an appropriate methodology for revenue technology. The details mentioned in the respective product/ service document shall prevail in case of any inconsistency with respect to the knowledge referring to BFL services on this web page. It is all the time worth remembering that to make a revenue, you must scale back your costs. Going with brokerage expenses on a flat charge can prevent cash compared to commissioning a person broker. The majority of applications are designed for cell use, permitting you to obtain the official app of your Depository Participant from either the App Store or Google Play Store.</p>
<p>You can start your trading journey with a minimum amount of RS 500 to the quantity of your threat tolerance. But keep in mind to take a position the quantity as per your monetary capacity and know the fundamentals of trading to get the best out of your investment. If you choose a dependable dealer and observe secure practices, with many advanced measures of authentications and securities, buying and selling is made safe. All brokerage companies use CDSL generated T-PIN – a one time user-generated pin to confirm all orders on the demand accounts to maintain all trades secure. Just like a retailer helps you with finding stuff at a store, your on-line dealer will allow you to set-up your Demat (Dematerialized) and trading account.</p>
<ul>
<li>Gradually studying concerning the market helps in making informed decisions.</li>
<li>Keep in mind that sure stocks are more unstable than others, so it’s important to gauge your comfort degree with potential losses.</li>
<li>In case the shareholder fails to repay the mortgage, the lender can promote the shares to get well the excellent debt.</li>
<li>However, the overwhelming majority of folks fail in this endeavour and attribute their failure to the market.</li>
<li>Together, these unlocked accounts reduce friction, pace up order settlement, lower prices and streamline documentation versus conventional offline trading.</li>
</ul>
<p>Almondz Securities has partnered with TradingView for its charting answer. A comprehensive trading and investment platform, offering an exceptional charting expertise. It empowers customers by offering international market insights and analytical instruments like Stock Screener and Economic Calendar . The second step entails opening a Demat/Trading account with the chosen dealer. An on-line Demat account opening kind should be filled out to open a Demat account.</p>
<p>Read more about <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> here.</p>
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		<title>Торговля с помощью ИИ для начинающих: найдите лучшую торговую платформу с ИИ, октябрь 2023 г</title>
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		<pubDate>Fri, 20 Oct 2023 17:07:30 +0000</pubDate>
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		<description><![CDATA[Сейчас он поддерживается сетью анонимных специалистов по обработке данных. Они создали и обучили уже 2774 модели на данных, очищенных и упорядоченных хедж-фондом. Профессиональные трейдеры периодически вынуждены модернизировать свои наработки, так как прогресс делает трейдинг сложнее. Им пришлось конкурировать с торговыми ботами, а потом научиться настраивать их, чтобы силы уравнялись. Примерно с 2015 года трейдерам и [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Сейчас он поддерживается сетью анонимных специалистов по обработке данных. Они создали и обучили уже 2774 модели на данных, очищенных и упорядоченных хедж-фондом. Профессиональные трейдеры периодически вынуждены модернизировать свои наработки, так как прогресс делает трейдинг сложнее. Им пришлось конкурировать с торговыми ботами, а потом научиться настраивать их, чтобы силы уравнялись. Примерно с 2015 года трейдерам и их ботам приходится конкурировать уже с искусственным интеллектом. Улучшите клиентский опыт в инвестировании и трейдинге, предлагая непревзойдённое финансовое предвидение.</p>
<p>Таким же образом они могут находить и обрабатывать исторические данные и повторяющиеся модели для ведения «умной» торговли, которые часто скрыты, недоступны или неочевидны людям. Калифорнийский хедж-фонд Numerai управляет долгосрочными/краткосрочными инвестициями в акции с помощью ИИ. По замыслу разработчиков, он должен стать глобальным краудсорсинговым хедж-фондом, способным прогнозировать фондовые рынки.</p>
<p>ИИ в бизнесе может использовать сопутствующие технологии для повышения процента автоматизации. Благодаря исключению человеческого фактора заодно уменьшается до минимума количество ошибочных действий. Если ваша компания ежедневно пропускает через свои системы большой поток клиентов или работников, которым надо помогать, то можно часть процессов переложить на машины. Искусственный интеллект на службе бизнеса будет справляться с рутинной работой быстрее людей.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/nft-games-best-768x512.webp" width="307px" alt="ии в трейдинге"/></p>
<p>ChatGPT, в отличие от стандартных ботов для трейдинга, может анализировать новостной фон. Большинство трейдеров и инвесторов убеждены в том, что в ближайшие годы использование компаниями ИИ на бирже получит еще более широкое распространение. Системы на его базе очень легки в использовании, они работают прозрачно, и трейдинг проходит осторожно. Это программа краткосрочных фьючерсов, находящихся под системным управлением.</p>
<h2>Практическое применение искусственного интеллекта в трейдинге</h2>
<p>При этом все элементы процессора находятся на минимальном расстоянии друг от друга, что позволяет снизить затраты времени на передачу данных. Корпорация IBM на днях опубликовала данные о новом процессоре, который предназначен для ИИ-вычислений. По словам представителей компании, чип разрабатывали в исследовательской лаборатории IBM в течение 8 лет.</p>
<div style='text-align:center'><iframe width='561' height='317' src='https://www.youtube.com/embed/t-xm8nx1vdo' frameborder='0' alt='ии в трейдинге' allowfullscreen></iframe></div>
<p>Если вы используете провайдера торговли ИИ, который совместим с MT4 или MT5, вы сможете получить доступ как к форекс, так и к CFD. Поскольку на рынке действуют тысячи торговых программ ИИ, большинство из которых использует преувеличения, отделить зерна от плевел — задача не из легких. С учетом сказанного вам следует провести расширенную комплексную проверку поставщика. И, что особенно важно, попытайтесь проверить исторические результаты робота ИИ. Наши серверы позволяют нашему торговому программному обеспечению обнаруживать небольшие изменения в торговых условиях на 3 миллионные доли секунды раньше, чем самые быстрые трейдеры Уолл-стрит. Итак, вы нашли торгового бота с искусственным интеллектом, внешний вид которого вам нравится.</p>
<p>Основная цель&nbsp;— повышение эффективности, масштабирование, автоматизация и&nbsp;качественное управление рисками. Недавно Tesla публично показала, как нейронная сеть воспринимает дорогу, движение других транспортных средств и пешеходов, а также как анализирует препятствия на своём пути. Во всю систему Autopilot 3.0 входят 48 нейронных сетей, на обучение которых инженеры потратили 50 тысяч часов. Это нейросетевой помощник программистов, разработанный Microsoft и OpenAI. Даже если у вас не ИТ-компания, то наверняка есть хотя бы ИТ-отдел.</p>
<p>Плюс, есть риск монополизации наиболее эффективных алгоритмов. Если крупная корпорация сделает бота, торгующего со 100% точностью, ей вряд ли захочется делиться такой разработкой со всем миром. Финансовый и ИТ-рынки изменчивы, так что машины тоже нуждаются в совершенствовании. За последние 10 лет многие компании предлагали трейдерам инструменты и сервисы на основе ИИ, но половина из них обычно закрывались через 2-3 года.</p>
<h3>С нашим БЕСПЛАТНЫМ ПО для автоматической торговли</h3>
<p>Например, такие системы могут предоставлять инвестиционные советы, руководствуясь историческими тенденциями. Искусственный интеллект открывает массу возможностей для финансового сектора. При этом применение ИИ-технологий, помимо очевидных плюсов, также несет в себе ряд минусов.</p>
<p>Скорее всего, вам не понадобится никакого опыта кодирования. Напротив, большинство торговых провайдеров ИИ предлагают процесс проектирования с помощью перетаскивания. Как мы уже отмечали в нашем руководстве, роботы настолько хороши, насколько хороши лежащие в их основе программы. Не забывайте, кто-то должен вручную дизайн, создавайте и обучайте программное обеспечение для работы на открытом рынке.</p>
<ul>
<li>Такие системы, как считает наш собеседник, могут быть подвержены ошибкам и недостаткам в данных, и, как следствие, способны давать неверные рекомендации.</li>
<li>Одной из проблем является моральный риск, культивируемый центральным банком при непосредственной поддержке финансовых рынков в течение последних восьми лет.</li>
<li>Читайте РБК без рекламных баннеров на сайте и в мобильном приложении.</li>
<li>Учитывая эти особенности ИИ, многие финансовые организации не дают ему полной свободы действий.</li>
<li>Одной из основных проблем является то, что большинство Форекс-брокеров, действующих в русскоязычном сегменте, являются «кухнями».</li>
</ul>
<p>Например, программы могут быть недостаточно точными или содержать ошибки, что может привести к потерям. Кроме того, многие стратегии, основанные на машинном обучении, могут быть скомпрометированы из-за неожиданных изменений на рынке или других факторов», — уверен наш собеседник. «Также хочется обратить особое внимание на то, что крипторынки, ввиду отсутствия регулирования, очень манипулятивны.</p>
<h2>Нейросети — это просто (Часть : Методы снижения переоценки значений Q-функции</h2>
<p>За последнее десятилетие множество компаний предлагали трейдерам использовать сервисы и инструменты, созданные на базе ИИ, но 50% из них, как правило, переставали существовать буквально через несколько лет. Основная идея алгоритма состоит в <a href="https://www.xcritical.com/ru/blog/ispolzovanie-mashinnogo-obucheniya-v-treydinge/">искусственный интеллект для трейдинга</a> том, чтобы была возможность спрогнозировать динамику стоимости активов, которыми торгует трейдер или менеджер по инвестициям. Сигнал показывает на повышение либо понижение стоимости, а предсказуемость демонстрирует уверенность в сигнале.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/pervii-bank-metavselennaya-1-768x512.webp" width="301px" alt="ии в трейдинге"/></p>
<p>На данный момент Алекс Грей консультирует как частных инвесторов, так и инвестиционные компании. В свою очередь, компания Acuity Trading представила инструменты для визуализации новостей и рыночных настроений в 2013 году. Компания предлагает альтернативные данные и увлекательные торговые инструменты, созданные на основе достижений в области исследований и технологий искусственного интеллекта. Прежде всего, вам нужно оценить, сколько входных данных вам потребуется для того, чтобы ваш торговый бот с искусственным интеллектом заработал.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/proof-work-pow-768x548.webp" width="305px" alt="ии в трейдинге"/></p>
<p>Системы на основе ИИ могут ребалансировать криптовалютный портфель. В качестве критериев учитываются рыночные условия, факторы риска и индивидуальные предпочтения пользователя. Это может сделать диверсификацию активов максимально эффективной.</p>
<p>Технология обучается на&nbsp;прецедентах, исторических моделях, в&nbsp;результате число ошибок и&nbsp;сбоев снижается. Оптимизируем многие рутинные процессы благодаря машинному обучению и внедрению искусственного интеллекта, позволяя сократить время на сбор и обработку данных и снизить затраты на ручную работу. Заложенные в ИИ скрипты помогают банкам соблюдать правила и  внутренние установки при взаимодействии с клиентами. В моментах, где реальный консультант может оступиться и, например, поддаться эмоциям, искусственный интеллект продолжит выполнять свою работу по строго регламентированным правилам. Искусственный интеллект забирает на себя существенную часть рутинной работы, которая отбирает много времени и сил. Например, ИИ может самостоятельно делать рассылку, подсчитывать объем инвестиционных активов клиентов и даже обрабатывать  некоторые запросы пользователей кредитных организаций.</p>
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