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		<title>What Is Crm?</title>
		<link>https://serbor.nerulibr.ru/2025/01/30/what-is-crm/</link>
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		<pubDate>Thu, 30 Jan 2025 14:39:24 +0000</pubDate>
				<category><![CDATA[Без рубрики]]></category>
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					<description><![CDATA[By centralizing buyer info, you possibly can scale back the method of redundancies and improve efficiency. Furthermore, detailed analytics can help make knowledgeable decisions that contribute to the next return on funding (ROI). Businessesuse CRM software to incorporate their CRM technique into their general businessplan and yield better outcomes. A good CRM answer helps businesses [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>By centralizing buyer info, you possibly can scale back the method of redundancies and improve efficiency. Furthermore, detailed analytics can help make knowledgeable decisions that contribute to the next return on funding (ROI). Businessesuse CRM software to incorporate their CRM technique into their general businessplan and yield better outcomes. A good CRM answer helps businesses handle allinteractions with their prospects digitally and seamlessly.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="603px" alt="what Is CRM strategy" src="https://www.xcritical.in/wp-content/uploads/2022/08/4734d0a7-7f26-47f7-81d4-e302041577cc-768x513.webp"/></p>
<h2>Eye Hospital Management System For Eye Clinics And Hospitals</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="608px" alt="what Is CRM strategy" src="https://www.xcritical.in/wp-content/uploads/2022/08/b373104d-5a5e-4ae1-b7b0-c0fc5a4ea12b-768x512.webp"/></p>
<p>In this blog, you’ll discover customer relationship management fundamentals, key parts, advantages, and challenges together with actionable insights. Personalization not solely enhances the client <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> expertise but additionally boosts buyer loyalty and revenue. With an ecommerce CRM, retailers can go beyond generic promotions they will personalise the purchasing expertise. Purchase knowledge and behavioural insights make it attainable to recommend merchandise, personalise offers, and design customised shopping journeys.</p>
<h2>Understanding The Purchasers</h2>
<ul>
<li>Personalizing product recommendations primarily based on customer wants is a good way of creating upsell alternatives.</li>
<li>A CRM strategy is the blueprint for designing deeper customer relationships, higher sales efficiency, and business enlargement.</li>
<li>A unified CRM becomes the single source of reality, eliminating information silos and providing a complete image of each buyer and their interactions.</li>
<li>CRM can have a big impression on a company&#8217;s profitability by streamlining operational processes, improving buyer relationships, and enabling extra targeted advertising efforts.</li>
<li>It is critical to optimize the shoppers precisely what they need quite than what we, the corporate, think they want.</li>
</ul>
<p>This viewers is segmented into teams and reached out to utilizing focused advertising campaigns. Customer relationship administration is a five-step course of encompassing marketing, gross sales, and business operations. Income generation is an important factor for any firm to survive for lengthy available within the market. By growing sales and extra services and products, enterprises can generate more revenues. Small-Medium enterprise homeowners is in all probability not highly techno-savvy as they is in all probability not in favour of investing in CRM software program. However as we all know, know-how is most important in today’s world to be within the race.</p>
<p>CRM AI capabilities are the inspiration to utilizing a 360-degree view of the customer that will start them on their way to changing into your customer. As these AI enhancements continue to evolve, CX will continue to improve—and in turn, buyer expectations will continue to increase. Prioritising enterprise process optimisation forward of technical setup means your CRM is building upon and enhancing rather than simply digitising present processes. For occasion, all residents enrolled beneath UHI are identified with a novel code, just like social safety numbers which are issued in the US. Upon consulting health professionals and doctors, this code retrieves patient-specific information similar to medical historical past, allergies, prevailing health circumstances, and so on.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="604px" alt="what Is CRM strategy" src="https://www.xcritical.in/wp-content/uploads/2022/08/1dd09f56-4a9b-481a-ba48-822674d10469-768x513.webp"/></p>
<h2>Who Needs Crm?</h2>
<p>And for customer-facing groups, establishing a database of the newest and updated buyer info may be daunting. The energy of a Unified CRM like automateCRM is not only in eliminating multiple software headaches. In truth, it is a single platform that streamlines lead administration, personalizes customer journeys, and empowers collaboration throughout your entire group. A customer relationship management system is simply as efficient as the data it shops. If the info is outdated, inaccurate, or incomplete, the CRM will not deliver priceless insights or help knowledgeable decision-making.</p>
<p>Define standardised definitions of essential information points to assist <a href="https://www.xcritical.in/blog/what-is-crm-strategy-and-how-to-create-it/">strategic crm</a> ensure data consistency. This entails tailoring interfaces to display just the best data, streamlining repetitive knowledge entry, and ensuring the system is coherent with how your group really operates. By engaging end-users in configuration, we capture real-world wants that technical necessities might overlook.</p>
<p>Without executive support, your project is prone to be doomed from the start. Are you looking for a lower in complaints, shorter transaction times, or some mixture of factors? You should know what you’re in search of and the method to gather it before you implement a brand new system. Trying to do every thing without delay guarantees that you just won’t do any of it totally. You end up with chaos and confusion somewhat than the extra efficient enterprise processes you imagined at the outset. A formal technique is a important <a href="https://www.google.com/search?q=Non-fungible+token&amp;num=10&amp;sca_esv=8ecf68fec1b05011&amp;ei=_sdWZ5rBEM6fhbIPm5qB4A4&amp;ved=0ahUKEwiauJ7pvpqKAxXOT0EAHRtNAOwQ4dUDCA8&amp;uact=5&amp;oq=Non-fungible+token&amp;gs_lp=Egxnd3Mtd2l6LXNlcnAiEk5vbi1mdW5naWJsZSB0b2tlbjILEAAYgAQYkQIYigUyBRAAGIAEMgsQABiABBiRAhiKBTILEAAYgAQYkQIYigUyBRAAGIAEMgUQABiABDIFEAAYgAQyBRAAGIAEMgUQABiABDIFEAAYgARIvgRQAFgAcAB4AZABAJgBtAGgAbQBqgEDMC4xuAEDyAEA-AEC-AEBmAIBoAK5AZgDAJIHAzAuMaAHhwY&amp;sclient=gws-wiz-serp">Yield Farming </a> element of any successful CRM implementation.</p>
<p>Inefficient communication – Lack of a central platform forces totally different groups to change between instruments, leading to wasted time, missed connections, and knowledge duplication. An instance of CRM can be utilizing a platform to trace a shopper’s browsing historical past and buy behaviour. This information can then be used to ship personalised offers, product recommendations, or loyalty rewards that encourage larger engagement and repeat sales. You can automate many order-processing duties when your e-commerce and CRM techniques are integrated. This can save you time and money and free your resources for extra strategic tasks. This insight explains everything you should find out about customer relationship management and why CRM is integral for eCommerce companies.</p>
<p>Without a unified CRM in place, Athme can be battling the challenges of a fragmented buyer journey. Get valuable advertising ideas and keep up to date with trends by way of our popular Digital Advertising blogs, your go-to resource for actionable strategies and trade news. After addressing CRM implementation challenges, it is essential to achieve deeper knowledge. UpGrad presents specialised courses that allow you to turn into a CRM skilled and speed up your progress.</p>
<p>Anticipating change, evaluating the efficiency, and gathering the finest possible combination of these methods to know and deliver the requirements of customers and enhance its advertising development. Restricted or hindered visibility – Problem monitoring customer journeys and measuring ROI across numerous platforms hinders efficient marketing and sales strategies. Nevertheless, managing customer interactions across multiple platforms could be difficult. Talking to prospects on varied channels and making certain a unified customer profile with 100 percent correct buyer information may be difficult.</p>
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		<title>Benefits And Dangers Of Trading Foreign Exchange With Prop Corporations</title>
		<link>https://serbor.nerulibr.ru/2024/04/15/benefits-and-dangers-of-trading-foreign-exchange/</link>
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		<pubDate>Mon, 15 Apr 2024 15:36:14 +0000</pubDate>
				<category><![CDATA[Без рубрики]]></category>
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					<description><![CDATA[However, when John utilized for a funded account, he confronted some surprising challenges. All Of A Sudden, the firm imposed extra criteria, such as an increased profit goal and stricter threat management rules. These unexpected rules threw John off guard and made it tough for him to progress further. These earnings (from trading on clients’ [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>However, when John utilized for a funded account, he confronted some surprising challenges. All Of A Sudden, the firm imposed extra criteria, such as an increased profit goal and stricter threat management rules. These unexpected rules threw John off guard and made it tough for him to progress further. These earnings (from trading on clients’ behalf) are shown in the revenue statements of the company under commissions earned. Also often known as “prop buying and selling,” it presents higher earnings potential a lot earlier in your career than jobs like investment banking or non-public equity. The term proprietary buying and selling has been historically used to refer to the practice of a financial institution or other financial establishment investing on behalf of its own account, with its own funds.</p>
<p>This can help them to generate the utmost earnings possible, making them, their clients and their merchants essentially the most cash. One of the largest advantages of prop trading is that traders can manage giant sums without needing personal funding. This permits traders to reap the advantages of market alternatives that may be unavailable with smaller private accounts. The niche has become so well-liked as a result of, today, traders have entry to intensive sources and training programs, which frequently come free of charge.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="601px" alt="Benefits of Proprietary Trading" src="https://www.xcritical.com/wp-content/uploads/feed_images/forex-broker-marketing-plan-tips-to-forex-companies-768x512.webp"/></p>
<p>Threat administration is a crucial component of profitable buying and selling, and prop trading firms are well-equipped to assist traders navigate market volatility. By utilizing the firm’s capital, merchants can take extra significant dangers while minimizing private monetary exposure. Companies even have robust danger management protocols in place to guard each their capital and the dealer. Many proprietary trading corporations supply structured environments, including mentorship, training programs, and efficiency analytics. This assist may be invaluable for novices trying to construct a powerful basis in trading.</p>
<p>This sense of group is normally a game-changer for each private and professional development. Key components like strict loss limits, drawdown guidelines, and place sizing requirements sharpen your ability to evaluate threat and reward. On high of that, detailed analytics present useful insights into your efficiency. For occasion, you might discover you’re consistently worthwhile with sure forex pairs but battle with others. This type of information helps you fine-tune your strategies and concentrate on what works best <a href="https://www.xcritical.com/blog/proprietary-trading-what-it-is-how-it-works-benefits/">what is prop trading</a>. To mitigate this, prop firms normally implement strict risk administration protocols, including day by day loss limits, most place sizes, and mandatory stop-loss orders.</p>
<ul>
<li>In addition, institutional merchants often benefit from decrease charges as they generate a more considerable quantity.</li>
<li>Proprietary trading companies have a definite operational framework designed to foster a performance-driven setting.</li>
<li>More specifically, becoming a member of an academic program that will equip you with the right skills and competencies and, upon successful completion, will provide you with a funded dealer supply (find out extra here).</li>
<li>SmartAsset Advisors, LLC (&#171;SmartAsset&#187;), a completely owned subsidiary of Monetary Insight Technology, is registered with the U.S.</li>
<li>In Distinction To trading your own money, the place emotions can generally lead to poor decisions, firm oversight enforces self-discipline.</li>
<li>If it’s not the primary time you go towards your strategy, it will be the next one.</li>
</ul>
<p>The primary condition a consumer has to watch out for is the risk management and Trading Aims in the form of Maximum Loss and Maximum Day By Day Loss. These circumstances pressure clients to use FTMO services responsibly and help them in improving discipline, which can be crucial for consistent buying and selling. Traditional Proprietary Trading includes allocating real capital to a dealer who is physically current on the firm&#8217;s workplace.</p>
<p>The fact is, as a rule, prop trading accounts are the better choice. This guide dives into the topic of retail trading vs. prop buying and selling opportunities. The goal is that can help you discover out which one is healthier on your <a href="https://www.youtube.com/watch?v=ZE2HxTmxfrI">Bitcoin</a> trading wants. Finally, discover out whether you&#8217;ll find a way to combine them to improve your performance.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="601px" alt="Benefits of Proprietary Trading" src="https://www.xcritical.com/wp-content/uploads/feed_images/forex-broker-marketing-plan-tips-to-forex-companies-img-3-768x512.webp"/></p>
<h2>Day Buying And Selling</h2>
<p>A frequent pitfall for beginners is a lack of know-how of each trading fundamentals and the prop firm business. Many newbies enter the sphere without grasping important ideas like leverage, margin requirements, or trading psychology. Furthermore, they could not absolutely perceive how prop corporations operate, which may result in unrealistic expectations or expensive mistakes. Prop companies emphasize disciplined risk administration, which is essential for long-term trading success. This focus can instill good habits in newbie <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> traders, setting them up for sustainable progress.</p>
<h2>Profession Growth Opportunities</h2>
<p>In that case, retail buying and selling can be just a facet gig, complementing your primary actions. You are in all probability asking your self this question proper now, and it is completely comprehensible. In most cases, for a retail dealer to make use of leverage, he would have to comply with different securities laws and margin necessities. For instance, you can’t use leverage with many brokerages if you don’t guarantee a minimum of $25,000 in fairness and execute more than three-day trades in a rolling five-day period. With the right method, proprietary trading can be a rewarding path for novices desperate to be taught and develop within the dynamic world of finance. Traders can access detailed details about profit splits, drawdown limits, and other necessities, guaranteeing there aren&#8217;t any surprises.</p>
<h2>Do Prop Firms Give You Real Money?</h2>
<p>It’s a structured method to build disciplined trading habits without putting private funds on the line. As A Substitute of risking their own money to construct bigger accounts, traders benefit from well-defined plans for scaling up. Many corporations even allow traders to take their time during evaluations, removing the stress of tight deadlines.</p>
<h2>How Much Are You Capable To Make Trading For A Prop Firm?</h2>
<p>It might end in rushed trades and significant losses if not backed by the necessary threat administration skills and emotional management. With retail trading, however, you are responsible only for yourself. You won’t be restricted in trading specific devices or maintaining a specific P/L ratio. Trading and not utilizing a firm takes off a major part of the stress associated to trading activities.</p>
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		<title>Why Mobile Attribution Matters: Every Little Thing You Need To Know In 2024 Advertising</title>
		<link>https://serbor.nerulibr.ru/2023/12/18/why-mobile-attribution-matters-every-little-thing/</link>
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		<pubDate>Mon, 18 Dec 2023 07:41:36 +0000</pubDate>
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					<description><![CDATA[You can experiment by evaluating the outcomes of different fashions and discover the one that&#8217;s well-aligned along with your Decentralized finance marketing technique. Attribution models decide the way you give credit for conversions to totally different advertising touchpoints. Cellular attribution relies on device-specific promoting identifiers (IDFA on iOS, GAID on Android), which are subject to [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>You can experiment by evaluating the outcomes of different fashions and discover the one that&#8217;s well-aligned along with your <a href="https://www.youtube.com/results?search_query=Proof+of+stake">Decentralized finance</a> marketing technique. Attribution models decide the way you give credit for conversions to totally different advertising touchpoints. Cellular attribution relies on device-specific promoting identifiers (IDFA on iOS, GAID on Android), which are subject to strict privateness rules.</p>
<h2>Attribution For Subscription-based Apps</h2>
<ul>
<li>Last-click attribution is considered one of the easiest and most generally used attribution models.</li>
<li>Savvy marketers have set on “data-driven” marketing to capitalize on such information abundance, but impactful insights are uncommon.</li>
<li>As A Result Of of the restricted choices in the dialog and the specificwording being used, customers usually don’t understand any directbenefit from permitting monitoring.</li>
<li>Several case studies have showcased the facility of cellular attribution in elevating profitability.</li>
<li>This model is your pick if you worth the first touchpoint for model awareness and the final touchpoint for conversion as the 2 most necessary touchpoints within the customer journey.</li>
</ul>
<p>These capabilities allow you to connect attribution data together with your broader advertising stack, enabling informed, data-driven selections throughout your group. This methodology uses probabilistic matching, which, whereas less precise, nonetheless helps establish person interactions. API-based attribution presents extra flexibility in information handling and integration structure. This approach can be higher for customized wants or tight management over the attribution data. In this information, we’ll teach you the basics of cellular attribution, together with what it&#8217;s, the means it works, challenges and options, and superior post-install occasion monitoring suggestions. Last-touch attribution has its place when you&#8217;ve established vital model awareness, however struggle to convert prospects.</p>
<p>Regardless Of the limitations of First-Touch Attribution, there are some circumstances during which a company should use it. For example, this mannequin is an efficient alternative if you are a model new company that should invest in rising brand consciousness, you have a small marketing budget to play with, or have brief gross sales cycles. In a world where privateness is becoming a paramount concern, Apple’s SKAdNetwork attribution model is a direct response to the changing <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> landscape. It evaluates the affect of each touchpoint on the user’s determination to transform and assigns credit accordingly. It provides these interactions more weight, typically allocating 40% of the credit to each, with the remaining 20% evenly unfold across any middle interactions. It treats the consumer journey as a collaborative symphony and assesses the significance of each instrument in delivering the final melody.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="607px" alt="Basic mobile attribution models" src="https://www.xcritical.com/wp-content/uploads/feed_images/liquidity-provider-vs-market-maker-differences-img-2-768x512.webp"/></p>
<h2>Final Touch Attribution</h2>
<p>This mannequin is useful when the advertiser values all campaigns evenly and desires to see them on equal footing. Nevertheless, suppose the client journey is highly complicated, or a specific channel has a significant influence available on the market. In that case, the linear mannequin cannot present the actual story behind the conversions.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="605px" alt="Basic mobile attribution models" src="https://www.xcritical.com/wp-content/uploads/feed_images/liquidity-provider-vs-market-maker-differences-768x512.webp"/></p>
<h2>Time-decay Attribution</h2>
<p>Notice that with IDFA deprecated in iOS 14.5, system IDs are not utilized in reporting on iOS devices. That is why on this submit, we’re walking <a href="https://www.xcritical.com/blog/what-is-mobile-attribution-in-partner-marketing/">what is mobile marketing attribution</a> you thru what mobile app attribution is and the means it works. As a results of understanding attribution for a cell app,organizations get more perception into their customers’ personasand behaviors. For instance, figuring out that a specific marketingmessage outperforms others in a given area can help betterserve customers in that area.</p>
<p>Thanks to our expertise in constructing information warehouses and implementingmobile attribution in apps, we’re capable of address complex mobileattribution scenarios with refined, growth-focused options. To ship helpful insights, a cellular attribution funnel needsto to find a way to pinpoint the advertising exercise responsiblefor bringing a selected person onto our app. One of the keyelements on this process is the identification of every cell person. If you need expert assistance with cell app attribution, our staff at Kurve is a click on away.</p>
<h2>Data-driven Attribution: The Intelligent Algorithm Approach</h2>
<p>These help estimate future value and supply alternatives for proactive marketing campaign optimization. Meaningful conversion events monitor behaviors that predict or generate revenue, retention, or engagement, while vanity metrics measure surface-level quantity without context. For instance, install depend alone is an arrogance metric if those users don’t interact with your app, whereas a purchase or subscription activation fee helps enterprise objectives. Tracking customer interactions in-app is crucial for understanding useful customer pathways. With these insights, you&#8217;ll have the ability to prioritize options that drive progress for enterprise goals and income.</p>
<p>Explore 500+ battle-tested advertising strategies, frameworks, and revenue-driving concepts. If you’re utilizing the wrong attribution model, you’re not just misallocating budget—you’re actively sabotaging your progress technique. This model provides 100 percent of the credit to the primary interaction a customer has together with your brand. To monitor post-installation events (registration, buy, etc.), it&#8217;s important to integrate an SDK (software improvement kit) for the attribution software into your application. The Aggregated Advanced Privacy platform (AAP) is a know-how developed by AppsFlyer to deal with privacy considerations whereas nonetheless providing priceless attribution knowledge. There is, although, a temporal window in which the attribution may be thought of successful.</p>
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		<title>EA vs CPA: Exam, Credential, Salary &#038; Career Differences</title>
		<link>https://serbor.nerulibr.ru/2022/12/22/ea-vs-cpa-exam-credential-salary-career/</link>
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		<pubDate>Thu, 22 Dec 2022 11:34:48 +0000</pubDate>
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					<description><![CDATA[Pass rates are generally higher, averaging around 65-70%. And this includes those with no prior education in accounting (unlike the CPA) which means the EA candidate pool is likely a bit less specialized to begin with. Each part is 4 hours long and consists of 100 multiple-choice questions. You can take the parts in any [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="259px" alt="enrolled agent vs cpa salary"/></p>
<p><p>Pass rates are generally higher, averaging around 65-70%. And this includes those with no prior education in accounting (unlike the CPA) which means the EA candidate pool is likely a bit less specialized to begin with. Each part is 4 hours long and consists of 100 multiple-choice questions. You can take the parts in any order, and candidates often complete all three within 6-12 months. But that doesn’t mean CPAs are limited to compliance work.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="255px" alt="enrolled agent vs cpa salary"/></p>
<p><h2>Employment Opportunities for Enrolled Agents</h2>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="251px" alt="enrolled agent vs cpa salary"/></p>
<p><p>So, having one person serve as both their tax preparer and their tax attorney appeals to  these clients quite a lot. Additionally, clients often prefer to work with a single individual or a small team for the sake of efficiency. Therefore, as with the lion’s share of the small accounting agencies out there, specialization is key.</p>
</p>
<ul>
<li>EAs can start practicing immediately after passing, while CPAs need additional experience requirements.</li>
<li>Variety and scope are the name of the game for CPAs.</li>
<li>The career trajectories for CPAs and EAs vary significantly, shaped by their specialized training and certification areas.</li>
<li>Additionally, because Enrolled Agents are federally designated, they can work in any state in the country.</li>
<li>The EA license is a federal credential, meaning it’s valid across all 50 US states.</li>
</ul>
<p><h2>Spoken English Courses</h2>
</p>
<ul>
<li>These companies often offer competitive salaries and the opportunity to work on a variety of US tax matters across individual and business clients.</li>
<li>IRS audit representation is where your EA credential truly shines.</li>
<li>They enable firms or clients to work remotely from anywhere.</li>
<li>The Enrolled Agent credential opens doors to diverse career paths and competitive compensation in both the United States and India.</li>
<li>You can build a profile showcasing your expertise and attract clients from across the country.</li>
<li>From the perspective of the IRS, CPAs and EAs are on the same level.</li>
</ul>
<p><p>Hourly rates for freelance EAs typically range from $25 to $100 depending on the services provided and your reputation on the platform. As you accumulate positive reviews and build a client base, you can increase your rates and become more selective about the projects you accept. Working for the Internal Revenue Service itself is a career path many EAs do not initially consider. The IRS employs revenue agents, tax compliance officers, and other professionals who examine returns and ensure taxpayers meet their obligations.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="255px" alt="enrolled agent vs cpa salary"/></p>
<p><h2>Corporations and Private Businesses</h2>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="258px" alt="enrolled agent vs cpa salary"/></p>
<p><p>Let us explore the opportunities waiting for you. The US CPA certification enforces high professional standards in the accounting <a href="https://www.linkedin.com/posts/bookstime_consulting-thrives-on-expertise-but-running-activity-7330216920454987778-pldz/">Bookkeeping for Consultants</a> field. Complete 72 hours of continuing education courses every three years &#8212; that&#8217;s 24 hours annually.</p>
</p>
<p><h2>The Biggest Differences Between a CPA and an EA</h2>
</p>
<p><p>One of the primary reasons I chose to become a CPA expert instead of an EA was my passion for the diverse aspects of accounting. The scope of practice for CPAs is broad, covering areas like financial accounting, auditing, financial planning, and business consulting. This variety appealed to me, as I was drawn to the idea of handling a wide range of financial matters, not just taxation. The CPA profession offered me the opportunity to delve into different sectors of accounting, each with its unique challenges and rewards. Both CPAs and EAs have comprehensive knowledge of the United States tax codes and can use their knowledge to represent clients in audits, appeals, and other matters with the IRS. Tax professionals, like doctors and attorneys, have many specialized acronyms and designations.</p>
</p>
<p><h2>Costs and Processes of Becoming an EA and CPA</h2>
</p>
<p><div style='text-align:center'><iframe width='566' height='319' src='https://www.youtube.com/embed/KKh53Jbhtew' frameborder='0' alt='enrolled agent vs cpa salary' allowfullscreen></iframe></div>
</p>
<p><p>Think about your career goals, budget, and timeline—then pick the credential that fits best. In order to become an Enrolled Agent, you must satisfy the EA requirements of Treasury Department Circular 230. This document explains that you can obtain an Enrolled Agent designation in 1 of 2 ways. The <a href="https://www.bookstime.com/articles/enrolled-agent-salary">enrolled agent salary</a> first is by passing the Special Enrollment Examination (SEE), which has 3 parts. Chicago’s median salary for Enrolled Agents is actually lower than that of the rest of the country, according to Salary.com’s data. However, similar to other regions, the range itself is broad.</p>
</p>
<ul>
<li>CPAs are experts in accounting and auditing, but most titleholders also offer tax filing services.</li>
<li>However, the way that the requirements must be fulfilled are quite different.</li>
<li>And, Enrolled Agent salaries are on the rise at larger firms and corporations, too.</li>
<li>While these firms are known for hiring CPAs, EAs bring specialized tax expertise that complements broader accounting teams.</li>
<li>If your path to the IRS enrolled agent credential runs through the EA exam, you don’t need to meet an experience requirement.</li>
<li>Enrolled Agents must complete 72 hours of Continuing Education  (CE) within the three-year licensing period, with a minimum of 16 CE hours annually.</li>
<li>Let’s take a look at the CPA vs EA requirement differences.</li>
</ul>
<p><h2>Examples</h2>
</p>
<p><p>Overall, <a href="https://www.bing.com/search?q=bookkeeping">bookkeeping</a> it can touch $3k, excluding what it costs to complete the required continuing education of 120 hours over 3 years. An EA is a tax specialist authorized by the U.S. Department of Treasury to represent all taxpayers before the IRS. CPAs are elite accounting professionals that can work in every sector of the profession, from tax to audit to consulting and advisory. CPAs can also work  in general business roles and can easily move horizontally or vertically within the structure of a business.</p></p>
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		<title>Год матери в Республике Саха (Якутия)</title>
		<link>https://serbor.nerulibr.ru/2022/01/31/post-god-materi-v-respublike-sakha-yakutia/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 31 Jan 2022 05:59:54 +0000</pubDate>
				<category><![CDATA[Без рубрики]]></category>
		<guid isPermaLink="false">https://serbornew.nerulibr.ru/?p=430</guid>

					<description><![CDATA[Айсен Николаев объявил юбилейный для республики 2022 год Годом матери. В своем послании Государственному Собранию Ил (Тумэн) глава Якутии отметил особую роль женщин, матерей в жизни каждого человека.]]></description>
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.elementor-widget-image{text-align:center}.elementor-widget-image a{display:inline-block}.elementor-widget-image a img[src$=".svg"]{width:48px}.elementor-widget-image img{vertical-align:middle;display:inline-block}</style>												<img decoding="async" width="1280" height="725" src="https://serbor.nerulibr.ru/wp-content/uploads/2022/02/post-god-materi-v-respublike-sakha-yakutia-pic.jpg" class="attachment-full size-full wp-image-431" alt="" loading="lazy" srcset="https://serbor.nerulibr.ru/wp-content/uploads/2022/02/post-god-materi-v-respublike-sakha-yakutia-pic.jpg 1280w, https://serbor.nerulibr.ru/wp-content/uploads/2022/02/post-god-materi-v-respublike-sakha-yakutia-pic-300x170.jpg 300w, https://serbor.nerulibr.ru/wp-content/uploads/2022/02/post-god-materi-v-respublike-sakha-yakutia-pic-1024x580.jpg 1024w, https://serbor.nerulibr.ru/wp-content/uploads/2022/02/post-god-materi-v-respublike-sakha-yakutia-pic-768x435.jpg 768w" sizes="(max-width: 1280px) 100vw, 1280px" />															</div>
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				<div class="elementor-element elementor-element-2be94aad elementor-widget elementor-widget-text-editor" data-id="2be94aad" data-element_type="widget" data-widget_type="text-editor.default">
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			<style>/*! elementor - v3.10.2 - 29-01-2023 */
.elementor-widget-text-editor.elementor-drop-cap-view-stacked .elementor-drop-cap{background-color:#818a91;color:#fff}.elementor-widget-text-editor.elementor-drop-cap-view-framed .elementor-drop-cap{color:#818a91;border:3px solid;background-color:transparent}.elementor-widget-text-editor:not(.elementor-drop-cap-view-default) .elementor-drop-cap{margin-top:8px}.elementor-widget-text-editor:not(.elementor-drop-cap-view-default) .elementor-drop-cap-letter{width:1em;height:1em}.elementor-widget-text-editor .elementor-drop-cap{float:left;text-align:center;line-height:1;font-size:50px}.elementor-widget-text-editor .elementor-drop-cap-letter{display:inline-block}</style>				<p>Айсен Николаев объявил юбилейный для республики 2022 год Годом матери. В своем послании Государственному Собранию Ил (Тумэн) глава Якутии отметил особую роль женщин, матерей в жизни каждого человека.</p><p>«У народов Якутии, в суровом климате, женщина, мать всегда была источником тепла и душевного спокойствия. Является центром семьи, оберегая ее, наделяя любовью и созидательной энергией. В счастье всех матерей Якутии заключается счастье всего общества. Это наша важнейшая ценность и нравственная опора для успешного развития в настоящем и будущем. Утверждая это, я объявляю юбилейный 2022 год Годом матери в Республике Саха (Якутия)», &#8212; сказал он.</p><p>Глава подчеркнул важность создания лучших условий для жизни, общения, карьеры матерей, женщин и заявил об ускорении решения самых острых проблем материнства и детства.</p><p>«За прошедшее столетие жизнь женщин Якутии бесповоротно изменилась. Якутянки строят успешную карьеру, они блестящие специалисты во всех областях. Профессиональные и общественные инициативы женщин обязательно должны осуществляться – как генератор нашего движения вперед. Уверен, что и в организации и проведении всех мероприятий 100-летия матери Якутии будут участвовать самым активным образом. В Год матери мы должны поднять в обществе широкую волну уважения к женщине, уважения к матери», &#8212; добавил глава.</p><p>Напомним, что 2021 год проходит в Якутии под эгидой Года здоровья. В этом году глава республики Айсен Николаев указ о стратегических направлениях укрепления общественного здоровья и развития системы здравоохранения и объявил 2021-2030 годы Десятилетием здоровья.</p>						</div>
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		<title>Alcohol And Anxiety: Unraveling The Link To Panic Attacks</title>
		<link>https://serbor.nerulibr.ru/2021/04/01/alcohol-and-anxiety-unraveling-the-link-to-panic/</link>
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		<pubDate>Thu, 01 Apr 2021 14:41:09 +0000</pubDate>
				<category><![CDATA[Без рубрики]]></category>
		<guid isPermaLink="false">https://serbor.nerulibr.ru/2021/04/01/alcohol-and-anxiety-unraveling-the-link-to-panic/</guid>

					<description><![CDATA[However, anxiety for several days may also indicate someone has an anxiety disorder. If a person has concerns about alcohol use or anxiety, they can speak with a doctor to find out the best ways to solve these issues. The review authors reported that reducing alcohol intake could improve a person’s self-confidence, physical and mental [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>However, anxiety for several days may also indicate someone has an anxiety disorder. If a person has concerns about alcohol use or anxiety, they can speak with a doctor to find out the best ways to solve these issues. The review authors reported that reducing alcohol intake could improve a person’s self-confidence, physical and mental quality of life, and social functioning. In many cases, it is unclear whether alcohol causes anxiety or <a href="https://ecosoberhouse.com/article/alcohol-and-anxiety-can-drinking-cause-panic-attacks/">alcohol anxiety</a> if anxiety makes a person more likely to drink alcohol.</p>
<h2>Social Consequences</h2>
<p>The best way to avoid this scenario is to find healthier alternatives to drinking, such as therapy, medication, and lifestyle changes, and talk therapy, as a way of managing anxiety. Dr. Schacht recommends checking in with yourself about&nbsp;why you’re drinking. Is it because you’re genuinely enjoying time with your friends or family, or are you trying to relieve taxing feelings you’ve been dealing with? Have a sober hang with friends, go on a hike or walk,&nbsp;read a book, or host a movie or&nbsp;Netflix night.</p>
<h2>Mental health is personal.So is our approach to psychiatry.</h2>
<p>This form of talk therapy focuses on how your thoughts, feelings, and behaviors are connected. People with anxiety have distorted, irrational thought patterns that contribute to their anxiousness. CBT allows you to examine these negative thought patterns and create healthier ones that can ultimately lessen your anxiety symptoms. On top of exacerbating anxiety in the long run, chronic alcohol use leads to other mental health concerns.</p>
<h2>Dehydration and Stress: Alcohol dehydrates, elevating stress hormones and panic attack risk</h2>
<div style='text-align:center'><iframe width='565' height='319' src='https://www.youtube.com/embed/PeXmiQgoz1I' frameborder='0' alt='alcohol anxiety' allowfullscreen></iframe></div>
<p>It might provide short-term relief, but alcohol messes with your brain chemistry and usually makes anxiety worse. Over time, it makes emotional ups and downs harder to manage and leaves you feeling even more overwhelmed. Alcohol&#8217;s diuretic effect is a double-edged sword, particularly for those prone to anxiety. Even moderate consumption—defined as up to two drinks per day for men and <a href="https://ecosoberhouse.com/">https://ecosoberhouse.com/</a> one for women—can lead to significant fluid loss. This dehydration doesn&#8217;t just leave you thirsty; it disrupts your body’s electrolyte balance, triggering a cascade of physiological responses.</p>
<p>If you struggle with <a href="https://en.wikipedia.org/wiki/Halfway_house">Halfway house</a> severe anxiety, alcohol use disorder (AUD), or both, Charlie Health can help. Our compassionate clinicians meet you where you are on your recovery journey. We incorporate evidence-based therapies into individual counseling, family therapy, and group sessions to address co-occurring conditions. With this kind of holistic treatment, recovery from AUD and anxiety is possible. Fill out the form below or give us a call to start healing today. Clinically speaking, an anxiety disorder is a mental health condition characterized by persistent, excessive worry or fear that interferes with daily life.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://ecosoberhouse.com/wp-content/uploads/shutterstock_705482323-1-400x250.jpg" width="307px" alt="alcohol anxiety"/></p>
<h2>What Substance Abuse Specialists Do and Why It Matters</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://ecosoberhouse.com/wp-content/uploads/shutterstock_1818061013-400x250.jpg" width="303px" alt="alcohol anxiety"/></p>
<p>A few years ago, if someone had described me as a  “recovering workaholic,” I’d have scoffed. I wanted to do things well, help people, build something meaningful. Before you take any remedies, it is recommended that you seek advice from a doctor or chemist. And, if you really can’t cut down, then it’s best to seek advice from your Doctor about alcohol dependency. If you really don’t want to abstain, then Calmer You has uncovered some small but powerful strategies to help when you are going to drink. These include recommendations from endurance athlete and health expert, Mark Sissons.</p>
<ul>
<li>The more someone drinks, the harder the brain must work to restore balance, intensifying anxiety symptoms as the alcohol wears off.</li>
<li>It is common for individuals with a social anxiety disorder to engage in alcohol use to cope with social interactions that are difficult for them.</li>
<li>One found 35.8% of alcohol-dependent men and 60.7% of women reported anxiety symptoms.</li>
<li>This can manifest as physical symptoms like rapid heartbeat, shortness of breath, and dizziness, characteristic of panic attacks.</li>
</ul>
<p>Common symptoms include rapid heartbeat, sweating, trembling, and a sense of impending doom. In addition to counseling and therapy, a psychiatrist may suggest starting anti-anxiety or anti-depression medication. Most outpatient and inpatient treatments will have psychiatrists in-house who can prescribe medication to manage anxiety. Depending on the level of alcohol use, a person may need to seek more serious treatment. Inpatient treatment, also called residential treatment, is a form of therapy that requires people to stay at the facility full-time. Outpatient treatment may be a good  option for dealing with moderate to severe alcoholism.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://ecosoberhouse.com/wp-content/uploads/sobriety-can-suck-768x512.jpg" width="301px" alt="alcohol anxiety"/></p>
<p>For further details on our treatment protocols and evidence-based practices, please&nbsp;contact our team. Your recovery and improved mental health is our priority, and we are here to provide the utmost care and support. Outpatient treatment allows attendees to continue to go to work and live at their homes but requires them to come in for therapy and treatment.</p>
<h2>Generalized Anxiety Disorder and Panic Disorder</h2>
<p>Some individuals are more sensitive to alcohol’s effects on the central nervous system. Alcohol disrupts the balance of neurotransmitters in the brain, particularly GABA and glutamate, which regulate anxiety. Initially, alcohol may act as a sedative, but as it metabolizes, it can cause a rebound effect, increasing anxiety and triggering panic attacks. Alcohol is a depressant, meaning it slows down the central nervous system. Initially, this makes people feel calm and relaxed—which is why so many people who live with anxiety turn to alcohol for symptom relief.</p>
<ul>
<li>If they continue to use alcohol to help them feel more relaxed or at ease, they might eventually feel the need to avoid any social situations where they would be unable to drink.</li>
<li>At the same time, alcohol remains one of the most widely used (and often misused) substances.</li>
<li>Doctors often attribute anxiety after drinking to withdrawal from alcohol.</li>
<li>However, it’s important to note that not all people who drink experience adverse effects related to their anxiety disorder.</li>
<li>Drinking water is one that everyone knows, but you can also introduce natural remedies, instead of having a big fry up or hair of the dog and wishing the day away in an anxious state.</li>
</ul>
<p>Regular drinking can interfere with sleep patterns, disrupt brain chemistry, and worsen anxiety symptoms over time. It affects brain chemistry, particularly GABA, a neurotransmitter that normally has a calming effect. While small amounts of alcohol may initially reduce anxiety, heavy drinking can deplete GABA, leading to increased tension and panic. Although unintended, this tendency leads to more severe anxiety symptoms over time.</p>
<h2>It gets better, but you have to quit drinking.</h2>
<div style='text-align:center'><iframe width='565' height='314' src='https://www.youtube.com/embed/SjlEbN4tuA0' frameborder='0' alt='alcohol anxiety' allowfullscreen></iframe></div>
<p>That’s right, physical exertion in the form of moderate or vigorous exercise can lead to&nbsp;lower levels of anxiety and depression. Exercise reduces stress hormones, such as cortisol and adrenaline, and triggers the release of endorphins, the body’s natural stress relievers and pain reducers. For most patients, Talkiatry treatment is just as effective as in-person psychiatry (American Psychiatric Association, 2021), and much more convenient. That said, we don’t currently provide treatment for schizophrenia, primary eating disorder treatment, or Medication Assisted Treatment for substance use disorders. The more you drink, the more likely you are to induce chemical changes that can trigger panic attacks and other health problems. As a result, the best way to prevent panic attacks after drinking is to know your limits and avoid drinking to excess.</p>
<p>It’s what medical professionals use to assess the risk level of their patients for alcohol dependence. It was not possible to manage my anxiety or depression without sobriety. It is not uncommon for people suffering from OCD to use alcohol to cope with symptoms. At first, it might seem like alcohol is an effective tool for quieting the mind. The reality is that alcohol can actually make compulsions more intense.</p>
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