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	<title>FinTech &#8211; Gagan Traders</title>
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		<title>Cryptography and Its Types in Cybersecurity</title>
		<link>https://gagantraders.com/cryptography-and-its-types-in-cybersecurity/</link>
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		<dc:creator><![CDATA[Gagan Admin]]></dc:creator>
		<pubDate>Fri, 31 Mar 2023 20:04:01 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
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					<description><![CDATA[Content Identify and address weaknesses in your software design and deployment Cryptographic primitives Asymmetric Encryption: MCSE 70-293: Planning, Implementing, and Maintaining Internet Protocol Security What Are the Applications of Cryptography? Secure, flexible and essential certificates Log in to your Money account. In the same way, it can be used to hide dubious and clandestine activities [&#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">Identify and address weaknesses in your software design and deployment</a></li>
<li><a href="#toc-1">Cryptographic primitives</a></li>
<li><a href="#toc-2">Asymmetric Encryption:</a></li>
<li><a href="#toc-3">MCSE 70-293: Planning, Implementing, and Maintaining Internet Protocol Security</a></li>
<li><a href="#toc-4">What Are the Applications of Cryptography?</a></li>
<li><a href="#toc-5">Secure, flexible and essential certificates</a></li>
<li><a href="#toc-7">Log in to your Money account.</a></li>
</ul>
</div>
<p>In the same way, it can be used to hide dubious and clandestine activities in our modern cyber world today. In this type of cryptographic attack, the attacker can see or reveal the private data in transit or at rest &#038; also modify it. In this attack technique, security professionals can identify an attack if they see a change in the hash value or the data. The effectiveness of cryptography depends on the robustness of the cryptographic algorithm &#038; the size of the key.</p>
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" width="309px" alt="What Is Cryptography"/></p>
<p>Cryptography has enabled authentication systems to verify the identity of certain individuals before allowing them to hold transactions and help reduce credit card fraud in the process. Hash-function – No key is used in this algorithm, but a fixed-length value is calculated from the plaintext, which makes it impossible for the contents of the plaintext to be recovered. Hash functions are often used by computer systems to encrypt passwords. HTTPS encryption also helps mitigate attacks like DNS spoofing, where cybercriminals attempt to direct users to unsecured websites to steal their sensitive information.</p>
<h2 id="toc-0">Identify and address weaknesses in your software design and deployment</h2>
<p>Historically, ciphers were often used directly for encryption or decryption without additional procedures such as authentication or integrity checks. Since this cryptographic technique uses one encryption key, the sender must share the secret key with the receiver for decryption. AWS, DES, 3DES, Blowfish, etc., are examples of symmetric key cryptography. Cryptography enables cybersecurity professionals to secure sensitive company information. Well-known examples of cryptographic techniques used in cybersecurity are digital signatures, time stamping, the SSL protocol, and public key authentication with secure shell . Cryptography is the study of securing communications from outside observers.Encryption algorithmstake the original message, orplaintext, and converts it into ciphertext, which is not understandable.</p>
<ul>
<li>The technique of information hiding is implemented in SIHT, which mainly focuses on two aspects, secret speech information concealing and public speech information hiding.</li>
<li>Whether it is protecting data points and documents across communication channels, or large data sets in transit or at rest in storage and on devices; cryptography is the first line of defense.</li>
<li>Masquerading as a middleman by using the Man-in-the-Middle attack, brute force, or performing a dictionary attack are well-known cryptographic attack techniques that come under active attack.</li>
<li>The client sends a request for a ticket (encrypted with the client&#8217;s key) to the KDC.</li>
<li>In today’s modern world, mobile devices have come a long way in becoming an essential part of humans by providing them with information transfer and storage features.</li>
<li>The art of cryptography has been used to code messages for thousands of years and continues to be used in bank cards, computer passwords, and ecommerce.</li>
</ul>
<p>Whenever communications are recorded, the issue of protecting those recorded communications arises. The most frequently confused, and misused, terms in the lexicon of cryptology are code and cipher. Even experts occasionally employ these terms as though they were synonymous. Weak cryptographic keys can be a danger to all the data stored within the system.</p>
<h2 id="toc-1">Cryptographic primitives</h2>
<p>It is impossible for an attacker to work out the prime factors, which makes RSA especially secure. A common cryptography definition is the practice of coding information to ensure only the person that a message was written for can read and process the information. Thiscybersecuritypractice, <a href="https://xcritical.com/">https://xcritical.com/</a> also known as cryptology, combines various disciplines like computer science, engineering, and mathematics to create complex codes that hide the true meaning of a message. Public keys, private keys, and hash functions make the secure internet possible.</p>
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" width="309px" alt="What Is Cryptography"/></p>
<p>In order for a cryptosystem to be deemed “secure,” it must face intense scrutiny from the security community. Never rely on security through obscurity, or the fact that attackers may not have knowledge of your system. Remember that malicious insiders and determined attackers will attempt to attack your system.</p>
<h2 id="toc-2">Asymmetric Encryption:</h2>
<p>Instead of storing plaintext passwords, computer systems store hashes thereof; then, when a user logs in, the system passes the given password through a cryptographic hash function and compares it to the hashed value on file. In this manner, neither the system nor an attacker has at any point access to the password in plaintext. Cryptosystems use a set of procedures known as cryptographic algorithms, or ciphers, to encrypt and decrypt messages to secure communications among computer systems, devices and applications. <img src="https://s.w.org/images/core/emoji/15.0.3/72x72/25aa.png" alt="▪" class="wp-smiley" style="height: 1em; max-height: 1em;" />Kerberos A logon authentication protocol that is based on secret key cryptography. It usually uses the Data Encryption Standard or Triple-DES algorithm, although with the latest version, Kerberos Version 5, algorithms other than DES can be used. Kerberos uses a system of “tickets” to provide verification of identity to multiple servers throughout the network.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="301px" alt="What Is Cryptography"/></p>
<p>Whatever the solutions turn out to be, they’ll be built based on the laws of physics and the rules of mathematics. While symmetric encryption requires the sender and recipient to use the same key, that key’s use is not limited to two people in a linear conversation. Likewise, any of the recipients can respond to the sender, plus anyone on the  approved list  of recipients using the same key from the initial encrypted message. Symmetric vs. Asymmetric CryptographyThe two main forms of encryption utilized by cryptography are symmetric and asymmetric. Asymmetric cryptography uses two linked keys, one public and the other private. Another cryptography model that is gaining traction is bring your own encryption , which involves a data owner generating and using their own encryption keys.</p>
<h2 id="toc-3">MCSE 70-293: Planning, Implementing, and Maintaining Internet Protocol Security</h2>
<p>For example, RSA cryptosystems were initially developed to solve integer factorization. For thousands of years, cryptography has been used to hide and protect secret messages. In today’s digital world, cryptography helps secure communications and data as it travels through the internet.</p>
<p>Data on a removable disk or in a database can be encrypted to prevent disclosure of sensitive data should the physical media be lost or stolen. In addition, it can also provide integrity protection of data at rest to detect malicious tampering. Trending Now Brute Force Attack A brute force attack is a hacking method that uses trial and error to crack passwords, login credentials, and encryption keys. Huge cyberattacks like Meltdown/Spectre and Heartbleed have been capable of exposing cryptographic keys stored in server memory. Therefore, stored keys must be encrypted and only made available unencrypted when placed within secure, tamper-protected environments, or even kept offline.</p>
<h2 id="toc-4">What Are the Applications of Cryptography?</h2>
<p>After using the key for decryption what will come out is the original plaintext message, is an error. It is the way Sam knows that message sent by Andy is not the same as the message that he received. Thus, we can say that encryption is important to communicate or share information over the network. Andy sends this ciphertext or <a href="https://xcritical.com/blog/what-is-cryptography-and-how-does-it-work/">what is cryptography</a> encrypted message over the communication channel, he won’t have to worry about somebody in the middle of discovering his private messages. Suppose, Eaves here discover the message and he somehow manages to alter it before it reaches Sam. So, to protect his message, Andy first convert his readable message to unreadable form.</p>
<h2 id="toc-5">Secure, flexible and essential certificates</h2>
<p>Additionally, cryptography allows both parties to confirm the identity and location of the other party involved in the transaction. Cryptography can be traced all the way back to ancient Egyptian hieroglyphics but remains vital to securing communication and information in transit and preventing it from being read by untrusted parties. Asymmetric encryption uses different keys for encryption and decryption. A pair of keys that are cryptographically related are used to encrypt and decrypt information. A public key is used for encryption while its private key is used for decryption. Hashing is a cryptographic method that transforms any form of data into a string of text by converting readable data into unreadable text, securing the information.</p>
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		<title>What is a Trading Partner Agreement in logistics?</title>
		<link>https://gagantraders.com/what-is-a-trading-partner-agreement-in-logistics/</link>
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		<dc:creator><![CDATA[Gagan Admin]]></dc:creator>
		<pubDate>Wed, 07 Sep 2022 23:10:47 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://gagantraders.com/?p=9984</guid>

					<description><![CDATA[Content The IRA and the Meaning of “Free Trade” RESOURCES Trading Partner List Attention NCTracks Trading Partners: Components of a TPA THE COMMENTARY TO THE MODEL INTERCHANGE AGREEMENT CFR § 162.915 &#8211; Trading partner agreements. How Does the EDI TPA Work? The LDCs typically favor source-based tax because they tend to have smaller populations and [&#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">The IRA and the Meaning of “Free Trade”</a></li>
<li><a href="#toc-1">RESOURCES</a></li>
<li><a href="#toc-2">Trading Partner List</a></li>
<li><a href="#toc-3">Attention NCTracks Trading Partners:</a></li>
<li><a href="#toc-4">Components of a TPA</a></li>
<li><a href="#toc-5">THE COMMENTARY TO THE MODEL INTERCHANGE AGREEMENT</a></li>
<li><a href="#toc-6">CFR § 162.915 &#8211; Trading partner agreements.</a></li>
<li><a href="#toc-7">How Does the EDI TPA Work?</a></li>
</ul>
</div>
<p>The LDCs typically favor source-based tax because they tend to have smaller populations and thus fewer residents, but significantly more natural resources and inexpensive labor benefited by source-based taxation. The Two-Way/PushPush MEP asynchronously exchanges messages between two trading partners. The initiating MSH sends a user message as a request to the responding MSH.</p>
<ul>
<li>Under this Section, the content of Messages will not be considered as confidential in the absence of a different designation.</li>
<li>A trading partner agreement is a contract that binds two parties to engage in a commercial transaction.</li>
<li>Section 4.2 specifies the intent of the parties that the records of Messages maintained by the parties shall be admissible and may be used as evidence.</li>
<li>A partner-specific TPA contains partner-specific variables used by only the particular pair of trading partners that are defined in the TPA.</li>
<li>Go to Food Assistance Information on the Food Assistance Program, eligibility requirements, and other food resources.</li>
<li>The WTO is sometimes described as a free trade institution, but that is not entirely accurate.</li>
<li>The 30 day period reflects prevailing commercial practice; however, it may be adjusted based on the agreement of the parties.</li>
</ul>
<p>Specify the values for the required parameters when you create a user-defined TPA. Internal and domestic trade partners also regularly use trading partner agreements to manage the exchange of goods and services. These trading partner agreements will specify the terms of delivery, price values, and any tariffs. One theory is that such agreements are necessary for parties to agree on such aspects of the TCS rule standardized transactions that permit choices. Yet all parties likely to enter into an agreement with “trading partner” characteristics already have managed care participation agreements in place which deal directly or incorporate by reference payor requirements for claim submission.</p>
<h2 id="toc-0">The IRA and the Meaning of “Free Trade”</h2>
<p>Trading partner agreements are often used in complex financial trade transactions. They may also be used in managing the terms for a variety of business deals, including information releases or distribution of goods. Another important type of trade agreement is the Trade and Investment Framework Agreement. TIFAs provide frameworks for governments to discuss and resolve trade and investment issues at an early stage.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="309px" alt="understanding of trading partner agreement"/></p>
<p>After webMethods.io B2B receives a reply, it uses the replyUM leg of the TPA to process the user message. Trading partner agreement documents applicable in such transactions are thorough and detailed to safeguard the involved parties and ensure there is zero dispute afterward. Typically, an in-house compliance officer or legal counsel can assist in developing a trade partner agreement. Credit reporting agencies <a href="https://xcritical.com/">https://xcritical.com/</a> partner with a variety of businesses in the financial industry to send and receive credit reporting information. Trading partner agreements govern the information that is released, the intervals for which the information will flow, and the various technology systems that are used. Detailed descriptions and the texts of many U.S. trade agreements can be accessed through the Resource  Center on the left.</p>
<h2 id="toc-1">RESOURCES</h2>
<p>The Dealer Manager will provide the Dealer as many copies of the Prospectus as the Dealer may from time to time reasonably request. If you are considering entering into a trading partner agreement with another business, it is important to do your research first so that you fully understand the terms and conditions involved. Once you have a clear understanding of the agreement, you can work with your trading partners to finalize the details and get started on a productive business relationship. External links to other Internet sites should not be construed as an endorsement of the views or privacy policies contained therein.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://xcritical.com/wp-content/uploads/2021/04/55808913-bab1-44e2-b47e-a1e10eff9a9e.jpg" width="306px" alt="understanding of trading partner agreement"/></p>
<p>It can also be used in the getTPA operation in webMethods.io Integration. A trading partner agreement is a contract that binds two parties to engage in a commercial transaction. It stipulates terms of trade, including how partners will interact, fees or duties, and the general terms and conditions. Trading partner agreements are common in healthcare and credit reporting firms.</p>
<h2 id="toc-2">Trading Partner List</h2>
<p>For example, for trading partners A and B, you might have one TPA where trading partner A is the sender and B is the receiver and for trading partners C and D, you might have one TPA where trading partner C is the sender and D is the receiver. A few predefined templates are  available with webMethods.io B2B by default. These templates enable the partners using certain types of business documents to function as intended. Use callouts to transform the formats of messages exchanged between remote and host trading partners.</p>
<p>EbXML and Web services hold the promise of realizing the original goals of EDI, making it simpler and easier to exchange electronic documents over the Internet. Trading Partner Agreement means an agreement in a form of contract related to the exchange of EDI information in electronic <a href="https://xcritical.com/blog/multiple-levels-of-trading-partnership-ams-xcritical-features/">trading partnership with brokers</a> transactions. Trading Partner Agreement may include various terms of EDI exchange, such as duties, responsibilities, liabilities. It is used to provide additional security for each party to prevent disputes, since the terms of electronic business have been outlined and agreed in TPA.</p>
<h2 id="toc-3">Attention NCTracks Trading Partners:</h2>
<p>Capitalism today is too much dependent on money, so we may begin with recalling the role of money in order to discuss the advanced capitalism. Almost all of the economic activities are evaluated by monetized indices and hence economical profit is understood to be equivalent to the amount of earned money. But definition of the capitalism does not require such a single framework.</p>
<p>As a practical matter, these so-called “companion guide” issues will be established as a matter of payor policy. They will not be the subject of negotiation by payors with institutional or professional providers. However, the Internet is changing this because it permits anyone to purchase goods and services and to conduct other transactions anywhere in the world. Residence requires no physical presence and thus, supporters of this proposal argue, very little source-based tax should exist on the Internet. This would also shift most countries&#8217; reliance from source-based taxes to residence-based tax. Others, however, are strongly opposed to this idea, especially the less-developed countries .</p>
<h2 id="toc-4">Components of a TPA</h2>
<p>Privacy policy Privacy policy The information collected from this form will be used solely to improve the documentation. The use case starts when the generate FA for EDI document is enabled and ends when you successfully generate functional acknowledgment for EDI document. When you want AS4 to play the role of initiating MSH, webMethods.io B2B uses the mpc and pmodeId input parameters that are passed to constructSubmitInput service to fetch the appropriate TPA and identify the messaging parameters for the transfer. This property is set in Oracle Enterprise Manager Fusion Middleware Control. See Properties To Set in Fusion Middleware Control, for more information. See Configuring Delivery Retry Options for more information about configuring retry attempts.</p>
<h2 id="toc-5">THE COMMENTARY TO THE MODEL INTERCHANGE AGREEMENT</h2>
<p>The system does allow tariffs and, in limited circumstances, other forms of protection. More accurately, it is a system of rules dedicated to open, fair and undistorted competition. Lowering trade barriers is one of the most obvious means of encouraging trade.</p>
]]></content:encoded>
					
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		<title>Crypto Exchange White Label API Trading on Your Platform</title>
		<link>https://gagantraders.com/crypto-exchange-white-label-api-trading-on-your/</link>
					<comments>https://gagantraders.com/crypto-exchange-white-label-api-trading-on-your/#respond</comments>
		
		<dc:creator><![CDATA[Gagan Admin]]></dc:creator>
		<pubDate>Tue, 28 Dec 2021 21:31:18 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://gagantraders.com/?p=9931</guid>

					<description><![CDATA[Content Wallet Solutions Request a live crypto white label demo Cryptocurrency Exchange Platform Development Services How much does it cost to deploy your white-label crypto exchange solution? How does the exchange work? Asset Digitization Multiple OS Integration Our solution also supports different cryptocurrencies and the user&#8217;s private keys remain secure with two-factor authentication, and other [&#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">Wallet Solutions</a></li>
<li><a href="#toc-1">Request a live crypto white label demo</a></li>
<li><a href="#toc-2">Cryptocurrency Exchange Platform Development Services</a></li>
<li><a href="#toc-3">How much does it cost to deploy your white-label crypto exchange solution?</a></li>
<li><a href="#toc-4">How does the exchange work?</a></li>
<li><a href="#toc-5">Asset Digitization</a></li>
<li><a href="#toc-7">Multiple OS Integration</a></li>
</ul>
</div>
<p>Our solution also supports different cryptocurrencies and the user&#8217;s private keys remain secure with two-factor authentication, and other technical precautions. Because of this, you will be able to get started right away, which is another reason why it is a great option for those who want to launch an exchange business but have a limited amount of capital to do so. It features a minimal deployment time and a ready solution, both of which are designed to aid you in getting your firm off the ground as quickly as possible. You may choose to begin in this fashion, and once you have cultivated a substantial following, you may then choose to develop a more efficient customized platform for your use. We are an acclaimed White Label Crypto Exchange development company having expertise in building customized white label cryptocurrency exchanges that can be available for instant deployment. Launch your own crypto exchange business that is secure, supple, and user-friendly.</p>
<p>You can either build your cryptocurrency exchange from the ground up or use a turnkey solution such as a white label crypto exchange or cryptocurrency exchange script. With the help of a reliable cryptocurrency exchange development company, you can build and launch your crypto exchange software. Exchange Software Full-stack software for digital asset and cryptocurrency exchange operators. Wallet/Merchant Ecosystem A digital wallet ecosystem to power financial systems at a national scale. Brokerage Software Full-stack platform enabling brokerages to offer access to next generation asset classes.</p>
<h2 id="toc-0">Wallet Solutions</h2>
<p>We offer a customizable solution that includes both company name creation and logo design. Our studio will develop a unique colour scheme for you, while taking your suggestions on-board. There is no need to spend time researching web studios that will create high-quality design for you. Hundreds of clients are happy to use our interfaces for their business.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://xcritical.com/wp-content/uploads/2022/02/93de1c5c-a496-4987-b648-23ddc04abcc0.jpg" width="308px" alt="white label cryptocurrency exchange"/></p>
<p>By leveraging the expertise of a specialized team, you can streamline the development process, reduce costs, and ensure that your platform is secure, scalable, and user-friendly. Leverage our ready-to-deploy white label crypto exchange development solutions to gain assured success in creating crypto platforms like Binance, Coinbase, Paxful, <a href="https://xcritical.com/">https://xcritical.com/</a> WazirX, PancakeSwap, MDEX, and more. The escalating demand for NFT exchange development coincides with the tremendous growth of the NFT market. Antier, being a leading crypto exchange development company enables customers to launch a scalable crypto platform that delivers a world-class trading experience for a sweeping range of NFTs.</p>
<h2 id="toc-1">Request a live crypto white label demo</h2>
<p>Cold wallets are highly secure hardware wallets that are not connected to the internet. Programmed algorithms regularly transfer client funds into cold storages thus providing the necessary level of safety. Accepting deposits and making withdrawals via cryptocurrencies is many times cheaper than any other fiat payment systems, giving you the opportunity to offer additional bonuses or benefits to your clients. The crypto exchange deployed by the company ensures elite and ease to the users, thus making them open an account and purchase their first coin without any hassles.</p>
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" width="301px" alt="white label cryptocurrency exchange"/></p>
<p>It depends upon your choice of cryptocurrency exchange development methods. Developing a cryptocurrency exchange from scratch can be quite expensive. If you choose to go with white label crypto exchange development, the cost is significantly lower. However, any additional features, blockchain integration, or token development might <a href="https://xcritical.com/white-label-crypto-exchange/">white label crypto exchange</a> increase the base price. Enance is a white-label  crypto exchange software facilitating the trading, listing, and delisting of cryptocurrencies. Businesses address the decentralized financial industry, disrupting emerging tendencies with the scalable, fully secure, and liquidity-ready platform starting up for crypto trading.</p>
<h2 id="toc-2">Cryptocurrency Exchange Platform Development Services</h2>
<p>Our solutions are combinations of different components that can function as independent modules. If you need separate components of the solution to integrate with other software you already use , we are ready to discuss your options. Funds are kept in hot wallets for a short period of time before being placed in cold wallets. A solid foundation to manage operations with Bitcoin or any other digital asset. The delivery and installation process is as simple and fast as if it were a mainstream white label Bitcoin exchange. Solution components have been tested by  our clients under extreme market conditions for the widest range of challenges.</p>
<ul>
<li>Simply provide your ramp information and our team can begin the integration process immediately.</li>
<li>The number of cryptocurrency users is increasing day by day on cryptocurrency exchange platforms.</li>
<li>PayBito is a globally acclaimed top provider of cryptocurrency exchange software.</li>
<li>Adjust your users to complete as many levels as needed so that they can increase withdrawal limits/open advanced accounts.</li>
<li>Bitcoin is the first and most popular virtual cryptocurrency put on the market.</li>
<li>A turnkey integration to the white label exchange, it provides the ultimate trading experience for users of all levels.</li>
</ul>
<p>HollaEx is a white-label exchange with a difference &#8211; we offer our clients an open-source cryptocurrency kit to help businesses with their blockchain development plans. Moreover, it induces all the essential technology-drive attributes that are capable of supporting all the operations with a variety of token assets. Business admin can manage all the services and activities with an illustrative dashboard. Enance is, thus, the right choice for emerging businesses aiming to target the crypto exchange industry and get massive profits.</p>
<h2 id="toc-3">How much does it cost to deploy your white-label crypto exchange solution?</h2>
<p>Most white-label exchanges can be set up and brought to market in a timely manner. The cost to white-label a crypto exchange is much cheaper than building your own from scratch. Since the exchange software is highly complex, developing and debugging an exchange from the ground up can take an entire year or even longer.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="306px" alt="white label cryptocurrency exchange"/></p>
<p>Custom token integration means that integrating your own NEO, NEM, ETH and Omni-based tokens is a fast and straightforward process. Go through the verification process as smoothly as possible with the in-built Know Your Customer system and UI. Adjust your users to complete as many levels as needed so that they can increase withdrawal limits/open advanced accounts. Bring automation to the process by connecting such solutions as SumSub or Identity Mind in order to avoid human labor in checking the documents.</p>
<h2 id="toc-4">How does the exchange work?</h2>
<p>HollaEx is a leading provider of open-source white label exchange solutions, with a strong track record of delivering affordable and easy-to-use crypto software to the financial services industry. Ensure smooth and successful deposits and withdrawals for major blockchain assets. Allow for fast trading operations and provide a platform where your users can secure and storage their digital assets. With its advanced technology, HollaEx is capable of supporting trading operations and the creation of new crypto-based business applications. A white-label cryptocurrency exchange is a service produced by a singular company that is rebranded by other businesses. In other words, white-label cryptocurrency exchanges rent software from other companies to use as their service.</p>
<h2 id="toc-5">Asset Digitization</h2>
<p>A carefully designed back-office broker software dedicated to maintaining a healthy trading system. This includes trading operations supervision, compliance outsourcing, and even full trading desk outsource, which can be extended with a personal account manager. Integrated KYT services to check transactions for illegal activity on the fly. Convenient KYC/AML built-in module with a possiblity of adding an third-party KYC service provider. PayBito is the easiest and the most trusted place for individuals and institutions to buy, sell and trade a variety of Cryptocurrencies such as Bitcoin, Bitcoin Cash, and more.</p>
]]></content:encoded>
					
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		<title>7 Benefits of CRM for your business</title>
		<link>https://gagantraders.com/7-benefits-of-crm-for-your-business/</link>
					<comments>https://gagantraders.com/7-benefits-of-crm-for-your-business/#respond</comments>
		
		<dc:creator><![CDATA[Gagan Admin]]></dc:creator>
		<pubDate>Thu, 17 Jun 2021 02:29:30 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://gagantraders.com/?p=9719</guid>

					<description><![CDATA[Content What is cloud-based CRM? Organize customer information What are some CRM examples? Productivity tools Choose the best CRM for your small business. Microsoft Dynamics CRM Review: Features and Benefits Examples include customer service and marketing — these teams can pull from your prospect information to contact them, personalize content for them, tailor CTAs and [&#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">What is cloud-based CRM?</a></li>
<li><a href="#toc-1">Organize customer information</a></li>
<li><a href="#toc-2">What are some CRM examples?</a></li>
<li><a href="#toc-3">Productivity tools</a></li>
<li><a href="#toc-4">Choose the best CRM for your small business.</a></li>
<li><a href="#toc-5">Microsoft Dynamics CRM Review: Features and Benefits</a></li>
</ul>
</div>
<p>Examples include customer service and marketing — these teams can pull from your prospect information to contact them, personalize content for them, tailor CTAs and product details towards their needs, and more. As your company grows, a CRM will grow with you — that&#8217;s the beauty of this type of software. Whether it&#8217;s tracking more leads, organizing more contact information, or recording a greater number of interactions with prospects, CRMs are meant to grow alongside your  business. CRMs allow your team to collect and organize data about prospects and deals using reporting features such as sales dashboards and reports.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://xcritical.com/wp-content/uploads/2020/09/GettyImages-930264196.jpg" width="301px" alt="crm features and benefits"/></p>
<p>There are numerous pros of HubSpot CRM that can help you to grow. It is the best platform that implements inbound methodology and is extremely helpful. For fulfilling your business needs, you can also integrate HubSpot with WordPress or Magento and many more  platforms. Ask about Salesforce products, pricing, implementation, or anything else. A single view of the customer for cross-functional insight and reporting.</p>
<h2 id="toc-0">What is cloud-based CRM?</h2>
<p>These allow reps to better automate and manage their pipelines, deals, and contacts. They can also evaluate their personal performance and keep track of their goals and necessary work to reach their quotas. When you know customer needs inside and out, and their preferences over time, there’s also the benefit of better upsell results. CRM data collection and marketing automation can identify the incrementally more expensive, higher-end products and services that a customer will actively consider, rather than reject out of hand.</p>
<p>A sales CRM allows sales reps to seamlessly and easily deliver value to prospects at every stage of the sales process. Keep exploring the wonderful world of customer relationship management systems. Many businesses use CRM software to track customer behavior, handle customer satisfaction issues, and collect feedback from consumers.</p>
<h2 id="toc-1">Organize customer information</h2>
<p>This means that touches in mailings and advertising campaigns are warmer, and objections are processed more subtle. Another CRM for sales management reduces the response time of the manager, helps the manager to control each transaction and improve customer relationships. Since acquiring new customers can be more costly than retaining existing ones, customer retention is often the main goal of implementing CRM software. This information can be used to provide insights about customers and establish more personalized relationships.</p>
<p>CRM software, also known as CRM systems or CRM tools, are tools that is used to manage all of your company’s interactions with customers and potential customers. In addition to being a piece of technology, it is also a strategy for building stronger relationships with your customers by learning as much as possible about their needs and behaviors. Below we outline the many benefits of CRM not just for your customer relationships but for your business.</p>
<h2 id="toc-2">What are some CRM examples?</h2>
<p>Your CRM serves as a record of conversations, interactions, needs, notes, and contact information — an incredible advantage to winning customer-centric experiences. And if it’s cloud-based, it’s always up to date, <a href="https://xcritical.com/blog/what-is-collaborative-crm-and-how-can-it-help-my-business/">what is collaborative crm</a> and your teammates can easily access records from anywhere. Marketing can spend more time creating campaigns that resonate with its audience, analyzing data, and testing different strategies based on analytics.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="309px" alt="crm features and benefits"/></p>
<p>Now that you know the multi-facet uses of collaborative CRM &#038; how it works, try it for your business and exalt your success. We are currently accepting high-caliber blog posts from industry leaders and marketers. As Microsoft Teams has continued to emerge as a more essential part of the business environment, Microsoft has also deepened the integration between Teams and Dynamics. You can now connect conversations with agents within Dynamics 365 through Teams. The CRM components of Microsoft Dynamics 365 integrate seamlessly with ERP technology, so you can track things like financial investments, projects, and items in real-time. I am sure, you are equally interested to get the latest updates in business automation, Check my articles here!</p>
<h2 id="toc-3">Productivity tools</h2>
<p>This technology allows a business to determine the best customers to follow up with based upon demographic and psychographic factors. Like lead scoring, it improves the efficiency and productivity of your sales team by helping them focus on the right leads at the right time. Quantifying the opportunities that your sales team has with customers <a href="https://xcritical.com/">https://xcritical.com/</a> is a relatively basic feature of CRM. Referred to as lead scoring, it allows users to identify the customers that are most likely to convert. This helps streamline sales/marketing teams, improve efficiency and optimize your sales process. You can make customer interactions available to anyone at the company who might need it.</p>
<ul>
<li>One of the key benefits of collaborative CRM is that you can reach out automatically through the right, most powerful communication channel.</li>
<li>A CRM helps you establish a step-by-step sales process that your employees can rely on every time and that you can easily tweak as issues arise.</li>
<li>Both these sales strategies can be easily conducted with CRM software, as you will have an understanding about their wants, needs and patterns of purchase.</li>
<li>The Microsoft Teams and Dynamics integration supports real-time contextual and suggested chat options, customer sentiment capturing, and support for working with clients directly in Teams.</li>
<li>You will want to check in with every team member, especially in your sales and marketing departments, to discover what data they need and how they communicate with customers.</li>
<li>All of your administrative tasks — such as manual data entry, hunting for email chains, recording conversations, and saving contact information — will be simplified with the implementation of a CRM.</li>
</ul>
<p>You can leverage this information to plan your next move, identify weak spots, forecast revenue and analyze sales reps’ performance. Some businesses will be content with the email marketing features of CRM, but others may find they need the more robust power of a separate email marketer. If you already utilize an email marketing system like Mailchimp or Constant Contact, you may prefer to integrate it rather than import that information to your CRM. Most of the CRM products on the market will offer this kind of integration, but it’s important to double check.</p>
<h2 id="toc-4">Choose the best CRM for your small business.</h2>
<p>CRM can help your customer representatives access all available information to help solve a customer’s issue. They can figure out solutions and provide them to your audience quickly. This gives your audience a better impression of your business because you provide a quick response to solve their problem. It is important that you put in the time and effort to build a relationship with your customers to keep them coming back. Using CRM helps you hear from those who engage with your business. This feedback provides you with the information you need to address and fix issues related to your website or business.</p>
<h2 id="toc-5">Microsoft Dynamics CRM Review: Features and Benefits</h2>
<p>The best CRMs gather and unify all customer data in one place for everyone in your organization to access. This is crucial for delivering top customer support, where each agent can have an immediate understanding of each contact’s needs and problems to help them as expediently as possible. Keep in mind that the true power of a CRM lies in the way you use your data. Any CRM system can give you numbers and analytics, but you need to know how to interpret them and where to pivot to get the most out of your customer relationship management experience. Teams can easily collaborate when everyone is using the up-to-date information from your sales dashboard.</p>
]]></content:encoded>
					
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			</item>
		<item>
		<title>xcritical Vs  xcritical Pro: Why Pro Is Better For Investors</title>
		<link>https://gagantraders.com/xcritical-vs-xcritical-pro-why-pro-is-better-for/</link>
					<comments>https://gagantraders.com/xcritical-vs-xcritical-pro-why-pro-is-better-for/#respond</comments>
		
		<dc:creator><![CDATA[Gagan Admin]]></dc:creator>
		<pubDate>Wed, 26 May 2021 16:59:35 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://gagantraders.com/?p=10302</guid>

					<description><![CDATA[However, you will need to learn and understand how to place sophisticated limit orders. You basically have to pass through a security layer before they’ll even request to put your transaction on the xcritical. With this in mind, I think that the fees that xcritical charges are very reasonable. You can’t have a huge organization [&#8230;]]]></description>
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" width="307px" alt="xcritical vs xcritical pro"/></p>
<p><p>However, you will need to learn and understand how to place sophisticated limit orders. You basically have to pass through a security layer before they’ll even request to put your transaction on the xcritical. With this in mind, I think that the fees that xcritical charges are very reasonable. You can’t have a huge organization with thousands of support staff and cutting edge security and trading technology without charging some kind of fee to use the platform.</p>
</p>
<div style='border: black solid 1px;padding: 13px;'>
<h3>xcritical&#8217;s stock is due for a 40% drop even if bitcoin ETFs are &#8230; &#8211; CNBC</h3>
<p>xcritical&#8217;s stock is due for a 40% drop even if bitcoin ETFs are &#8230;.</p>
<p>Posted: Thu, 13 Jul 2023 14:22:28 GMT [<a href='https://news.google.com/rss/articles/CBMihwFodHRwczovL3d3dy5jbmJjLmNvbS8yMDIzLzA3LzEzL2NvaW5iYXNlcy1zdG9jay1pcy1kdWUtZm9yLWEtNDBwZXJjZW50LWRyb3AtZXZlbi1pZi1iaXRjb2luLWV0ZnMtYXJlLWFwcHJvdmVkLWJhbmstb2YtYW1lcmljYS1zYXlzLmh0bWzSAQA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p><p>If you are an active trader, xcritical Pro offers some of the lowest fee trades on the market. That being said, this fee structure can make sense if your investment strategy is a buy-and-hold strategy. Investors who want to purchase a currency and hold it for the long term might find that xcritical is a good platform through which to do this. 98% of both platforms’ crypto assets are stored in offline, encrypted wallets.</p>
</p>
<p><h2>xcritical vs xcritical Pro</h2>
</p>
<p><p>Now, as xcritical rolls out Advanced Trade more broadly, all users will be able to use crypto-to-crypto pairs. There are more than 500 trading pairs available for Advanced Trade, according <a href="https://xcritical.online/">xcritical scam</a> to xcritical. One advantage that xcritical Pro has traditionally offered is trading costs that are more predictable and potentially lower than those on the company&#8217;s basic product.</p>
</p>
<ul>
<li>However, because of its advanced charts and lower transaction costs, stop/limit orders, better control, API Access, experienced traders favor xcritical Pro.</li>
<li>xcritical also has an insurance policy that covers cash losses, excluding trading losses.</li>
<li>However, it is easy to get the hang of both platforms after using them for a short while.</li>
<li>xcritical may update the conditions for eligibility at any time, in its sole discretion.</li>
</ul>
<p><p>If you’re a business owner or accounting firm, one important question remains&#8230; In order to understand which fees you’ll pay for each trade you need to understand maker and taker orders. Both platforms come from a trustworthy company, well respected in the cryptocurrency community and they both offer something valuable to the right group of people. xcritical Pro comes with a very intuitive interface and provides users with charting tools and trade history. xcritical and xcritical Pro are two separate but connected platforms, owned by the same company, yet they cater to very different types of traders and users. xcritical&nbsp;is one of the biggest names in cryptocurrency trading, but many people don’t realize the company owns and operates two separate trading networks.</p>
</p>
<p><h2>xcritical vs. xcritical Pro: Custody</h2>
</p>
<p><p>These include the ability to use its xcritical Vault service, which allows users to place additional restrictions on crypto withdrawal. NerdWallet, Inc. is an independent publisher and comparison service, not an investment advisor. Its articles, interactive tools and other content are provided to you for free, as self-help <a href="https://xcritical.online/">https://xcritical.online/</a> tools and for informational purposes only. NerdWallet does not and cannot guarantee the accuracy or applicability of any information in regard to your individual circumstances. Examples are hypothetical, and we encourage you to seek personalized advice from qualified professionals regarding specific investment issues.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="305px" alt="xcritical vs xcritical pro"/></p>
<p><p>For those reasons, it’s unlikely that cryptocurrency will see stable, long-term growth. Many cryptocurrency investors rely on market timing to earn a profit—buying when the prices are low and selling when the prices are high. You can access the platform on a web browser or through the mobile app for Android and iOS. Once you’ve logged in, you can navigate options to buy, sell, or trade cryptocurrency.</p>
</p>
<p><h2>xcritical vs. xcritical Pro</h2>
</p>
<p><p>With xcritical, you can buy, sell, and trade over 50 types of coins. For example, xcritical Pro enables you to place a stop order so you can buy or sell a coin as soon as it hits a certain price. That way, you won’t miss out on an opportunity to buy or sell when the price is just right. xcritical is an online platform in which you can buy and sell cryptocurrencies, like Bitcoin and Ethereum. Both xcritical and xcritical Pro allow you to take custody of your assets yourself.</p>
</p>
<ul>
<li>You can save money on buying and selling fees by using limit orders.</li>
<li>Withdrawals made by wire cost $15 with Binance.US and $25 with xcritical.</li>
<li>Lastly, xcritical Pro also offers margin trading, which allows traders to borrow funds to increase their buying power.</li>
<li>Both are centralized exchanges where you pay a fee to xcritical to transact.</li>
<li>xcritical Pro only allows bank account, wire transfer, or Wallet transactions; it does not accept credit card or debit card purchases.</li>
</ul>
<p><p>Unlike traditional brokerage firms, cryptocurrency exchanges are not members of the Securities Investor Protection Corp. (SIPC). With a less beginner-friendly interface, they offer industry-low fees along with all of the features of xcritical including staking, educational rewards, and limited crypto-backed loans. On one hand, the platform  does not charge any fees for crypto asset deposits and withdrawals.</p>
</p>
<p><h2>Cash For Down Payments Is the Trendy New Wedding Gift</h2>
</p>
<p><p>While xcritical is exceptionally straightforward to use, xcritical Pro (formerly known as GDAX) is a cryptocurrency exchange geared towards professional and institutional investors. It offers an enormous amount of information (that can be downright overwhelming for novice investors), greater functionality, and charges less than xcritical. xcritical Pro is not offered in as many regions of the world as xcritical is, since it offers more features. It’s restricted due to local regulations, available in about 42 countries.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="300px" alt="xcritical vs xcritical pro"/></p>
<p><p>xcritical Pro offers a variety of trading tools, such as advanced charting and real-time market data, that xcritical does not. While xcritical Pro only offers an in-house digital wallet controlled by the trading platform. This significantly limits users as only a few functions can be performed on the crypto wallet. The primary distinction between xcritical and xcritical Pro is that xcritical is designed for personal use while xcritical Pro is intended for commercial use. However, because of its advanced charts and lower transaction costs, stop/limit orders, better control, API Access, experienced traders favor xcritical Pro. xcritical Pro is a cryptocurrency exchange for professional crypto traders and higher-volume traders.</p>
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<p><h2>How Can New Customers Get Started on xcritical?</h2>
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<p><p>Moreover, all accounts have biometric fingerprint logins and two-factor authentication.  xcritical also has an insurance policy that covers cash losses, excluding trading losses. Deposits on both platforms are insured by the Federal Deposit Insurance Corporation’s for up to $250,000.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="309px" alt="xcritical vs xcritical pro"/></p>
<p><p>It’s a volatile asset that carries more risk than individual stocks. For that reason, it may be safer to do short-term trades than to pour lots of money into a long-term holding. xcritical Pro is better suited for that strategy because the transaction fees are so much cheaper. The user experience may look the same for xcritical and xcritical Pro. The apps’ UI is the most significant distinction between the two systems. With only a few choices for placing orders, xcritical provides a clean, uncomplicated approach to purchase and sell cryptocurrencies.</p>
</p>
<p><p>The maker fee is 0.15% for traders with $50,000 to $100,000 in trades, while the taker fee is 0.25% for the same trade dollar amount range. You could use cryptocurrency as a payment method to buy and sell products or services as long as both parties agree to use the currency. Cryptocurrencies have also become a unique investment opportunity for people willing to take risks. Since xcritical only has basic transactions like buying, selling and exchanging, it is easier to use for beginners.</p></p>
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