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<?xml version="1.0" encoding="UTF-8"?><rss version="2.0" xmlns:content="http://purl.org/rss/1.0/modules/content/" xmlns:wfw="http://wellformedweb.org/CommentAPI/" xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:atom="http://www.w3.org/2005/Atom" xmlns:sy="http://purl.org/rss/1.0/modules/syndication/" xmlns:slash="http://purl.org/rss/1.0/modules/slash/" > <channel> <title>Hunta Ways</title> <atom:link href="https://www.huntaways.com/feed/" rel="self" type="application/rss+xml" /> <link>https://www.huntaways.com</link> <description>huntaways.com</description> <lastBuildDate>Mon, 12 Jan 2026 09:55:23 +0000</lastBuildDate> <language>en-US</language> <sy:updatePeriod> hourly </sy:updatePeriod> <sy:updateFrequency> 1 </sy:updateFrequency> <generator>https://wordpress.org/?v=7.0</generator> <item> <title>How to Maximize Returns on Senior Citizen Savings Accounts</title> <link>https://www.huntaways.com/how-to-maximize-returns-on-senior-citizen-savings-accounts/</link> <comments>https://www.huntaways.com/how-to-maximize-returns-on-senior-citizen-savings-accounts/#respond</comments> <dc:creator><![CDATA[Melinda Smith]]></dc:creator> <pubDate>Mon, 12 Jan 2026 09:55:23 +0000</pubDate> <category><![CDATA[Finance]]></category> <guid isPermaLink="false">https://www.huntaways.com/?p=2342</guid> <description><![CDATA[Senior Citizen Savings Accounts (SCSAs) are designed to offer financial security and better returns for individuals over the age of 60. In India, these accounts often come with higher interest rates and special features compared to standard savings accounts. To make the most of your SCSA and maximize returns, consider the following strategies and tips. […]]]></description> <content:encoded><![CDATA[<p class="wp-block-paragraph">Senior Citizen Savings Accounts (SCSAs) are designed to offer financial security and better returns for individuals over the age of 60. In India, these accounts often come with higher interest rates and special features compared to standard savings accounts. To make the most of your SCSA and maximize returns, consider the following strategies and tips.</p> <p class="wp-block-paragraph"><strong>Understanding Senior Citizen Savings Accounts</strong></p> <p class="wp-block-paragraph"><a href="https://www.yes.bank.in/personal-banking/yes-individual/savings-account/senior-citizen-sa">Senior Citizen Savings Account</a> are tailored to provide financial benefits and security to elderly individuals. They typically offer:</p> <ul class="wp-block-list"><li><strong>Higher Interest Rates</strong>: Compared to regular savings accounts, SCSAs usually provide a higher interest rate.</li> <li><strong>Tax Benefits</strong>: Interest earned on these accounts is often exempt from tax up to a certain limit, adding to the financial advantage.</li> <li><strong>Special Features</strong>: Some banks offer additional perks such as higher withdrawal limits or lower minimum balance requirements.</li></ul> <p class="wp-block-paragraph"><strong>Strategies to Maximize Returns</strong></p> <p class="wp-block-paragraph"><strong>1. Compare Interest Rates</strong></p> <p class="wp-block-paragraph">Interest rates on SCSAs can vary between banks. It’s crucial to compare rates offered by different financial institutions to ensure you’re getting the best return on your savings. Consider using online comparison tools or visiting bank branches to gather information on current interest rates.</p> <p class="wp-block-paragraph"><strong>2. Consider Fixed Deposits</strong></p> <p class="wp-block-paragraph">For a portion of your savings, consider investing in Fixed Deposits (FDs). FDs typically offer higher interest rates than savings accounts, including senior citizen-specific FDs that provide even better rates. Balancing your savings between a high-interest SCSA and FDs can enhance overall returns while ensuring liquidity.</p> <p class="wp-block-paragraph"><strong>3. Utilize Tax Benefits</strong></p> <p class="wp-block-paragraph">Understand the tax benefits associated with SCSAs. In India, the interest earned on SCSAs is often tax-exempt up to a certain limit under Section 80TTA of the Income Tax Act. Ensure you’re aware of the tax rules and limits applicable to your account to maximize your tax savings.</p> <p class="wp-block-paragraph"><strong>4. Opt for Compound Interest</strong></p> <p class="wp-block-paragraph">Choose a <a href="https://www.yes.bank.in/personal-banking/yes-individual/savings-account">savings account</a> that offers compound interest. Compound interest means that not only do you earn interest on your principal amount, but also on the interest that accumulates over time. This can significantly increase your returns, especially over a longer period.</p> <p class="wp-block-paragraph"><strong>5. Regularly Review Your Account</strong></p> <p class="wp-block-paragraph">Monitor your SCSA regularly to track interest earnings and ensure that the account continues to meet your financial needs. Periodic reviews can help you stay informed about changes in interest rates or account features, allowing you to make adjustments if necessary.</p> <p class="wp-block-paragraph"><strong>6. Maximize Deposit Limits</strong></p> <p class="wp-block-paragraph">Many SCSAs have a maximum deposit limit. To fully utilize this, consider depositing up to the maximum allowable limit to take advantage of higher interest earnings. Ensure that you’re aware of and adhere to these limits to optimize your returns.</p> <p class="wp-block-paragraph"><strong>7. Leverage Additional Bank Offers</strong></p> <p class="wp-block-paragraph">Banks often provide additional offers or benefits for senior citizens. These might include discounts on fees, special loan rates, or exclusive investment options. Take advantage of these offers to further enhance your financial returns and benefits.</p> <p class="wp-block-paragraph"><strong>8. Diversify Investments</strong></p> <p class="wp-block-paragraph">While SCSAs are a secure and stable investment option, diversifying your investments can help you achieve higher returns. Consider other low-risk investment options such as government bonds, mutual funds, or senior citizen saving schemes (SCSS) to complement your SCSA and boost overall returns.</p> <p class="wp-block-paragraph"><strong>9. Automatic Renewal of Deposits</strong></p> <p class="wp-block-paragraph">If you have fixed deposits linked to your SCSA, set up automatic renewal to ensure that your deposits continue to earn interest without interruption. This ensures that you are continually benefiting from the interest rates offered without having to manually renew your deposits.</p> <p class="wp-block-paragraph"><strong>Tips for Choosing the Right Senior Citizen Savings Account</strong></p> <ol class="wp-block-list"><li><strong>Check Eligibility</strong>: Ensure you meet the age requirements and other criteria for opening an SCSA.</li> <li><strong>Understand Account Terms</strong>: Review the account terms, including interest rates, fees, and withdrawal limits.</li> <li><strong>Look for Added Benefits</strong>: Choose an account that offers additional benefits such as medical insurance or special banking services.</li></ol> <p class="wp-block-paragraph"><strong>Conclusion</strong></p> <p class="wp-block-paragraph">Maximizing returns on a Senior Citizen Savings Account involves a combination of choosing the right account, making strategic deposits, and leveraging additional financial tools and benefits. By comparing interest rates, utilizing tax benefits, and diversifying your investments, you can enhance your financial security and achieve better returns. Regular monitoring and informed decision-making will help ensure that your savings work effectively for you, providing the financial stability you need during your retirement years.</p>]]></content:encoded> <wfw:commentRss>https://www.huntaways.com/how-to-maximize-returns-on-senior-citizen-savings-accounts/feed/</wfw:commentRss> <slash:comments>0</slash:comments> </item> <item> <title>How to Calculate Compound Interest Online: A Complete Guide for Indian Investors</title> <link>https://www.huntaways.com/how-to-calculate-compound-interest-online-a-complete-guide-for-indian-investors/</link> <comments>https://www.huntaways.com/how-to-calculate-compound-interest-online-a-complete-guide-for-indian-investors/#respond</comments> <dc:creator><![CDATA[Melinda Smith]]></dc:creator> <pubDate>Thu, 11 Dec 2025 16:46:25 +0000</pubDate> <category><![CDATA[Finance]]></category> <guid isPermaLink="false">https://www.huntaways.com/how-to-calculate-compound-interest-online-a-complete-guide-for-indian-investors/</guid> <description><![CDATA[Understanding Compound Interest and Its Power Compound interest works like a snowball rolling downhill—it grows bigger and faster as it accumulates more mass. Unlike simple interest, which only calculates returns on your original amount, compound interest calculates returns on both your principal and previously earned interest. This creates an exponential growth effect that can significantly […]]]></description> <content:encoded><![CDATA[<h2><strong style="background-color: transparent; color: rgb(0, 0, 0);">Understanding Compound Interest and Its Power</strong></h2><p><span style="background-color: transparent; color: rgb(0, 0, 0);">Compound interest works like a snowball rolling downhill—it grows bigger and faster as it accumulates more mass. Unlike simple interest, which only calculates returns on your original amount, compound interest calculates returns on both your principal and previously earned interest. This creates an exponential growth effect that can significantly boost your wealth over time.</span></p><p><span style="background-color: transparent; color: rgb(0, 0, 0);">According to RBI data, over 68% of Indian households prefer fixed deposits for their safety and guaranteed returns. However, many investors don’t fully understand how their money grows through compounding. A </span><a href="about:blank" target="_blank" style="background-color: transparent; color: rgb(0, 0, 255);">compound interest calculator</a><span style="background-color: transparent; color: rgb(0, 0, 0);"> becomes essential for making informed financial decisions, whether you’re planning investments or evaluating loan costs.</span></p><h2><strong style="background-color: transparent; color: rgb(0, 0, 0);">The Mathematics Behind Compound Interest</strong></h2><p><span style="background-color: transparent; color: rgb(0, 0, 0);">The compound interest formula might look complex, but it’s quite straightforward once broken down:</span></p><p><strong style="background-color: transparent; color: rgb(0, 0, 0);">A = P(1 + r/n)^(nt)</strong></p><p><span style="background-color: transparent; color: rgb(0, 0, 0);">Where:</span></p><ul><li><span style="background-color: transparent;">A = Final amount after time period</span></li><li><span style="background-color: transparent;">P = Principal (initial investment)</span></li><li><span style="background-color: transparent;">r = Annual interest rate (as decimal)</span></li><li><span style="background-color: transparent;">n = Number of times interest compounds per year</span></li><li><span style="background-color: transparent;">t = Time in years</span></li></ul><p><span style="background-color: transparent; color: rgb(0, 0, 0);">Let’s say you invest ₹1 lakh in a fixed deposit at 7% annual interest, compounded quarterly for 3 years:</span></p><ul><li><span style="background-color: transparent;">P = ₹1,00,000</span></li><li><span style="background-color: transparent;">r = 0.07</span></li><li><span style="background-color: transparent;">n = 4 (quarterly compounding)</span></li><li><span style="background-color: transparent;">t = 3</span></li></ul><p><span style="background-color: transparent; color: rgb(0, 0, 0);">A = 1,00,000 × (1 + 0.07/4)^(4×3) = ₹1,23,048</span></p><p><span style="background-color: transparent; color: rgb(0, 0, 0);">Your compound interest earned would be ₹23,048, compared to ₹21,000 with simple interest.</span></p><h2><strong style="background-color: transparent; color: rgb(0, 0, 0);">Step-by-Step Guide to Online Calculation</strong></h2><p><span style="background-color: transparent; color: rgb(0, 0, 0);">Most online compound interest calculator tools follow a similar process:</span></p><ol><li><strong style="background-color: transparent;">Enter Your Principal Amount</strong><span style="background-color: transparent;">: The initial sum you’re investing or borrowing.</span></li><li><strong style="background-color: transparent;">Input the Interest Rate</strong><span style="background-color: transparent;">: Usually displayed as annual percentage.</span></li><li><strong style="background-color: transparent;">Select Compounding Frequency</strong><span style="background-color: transparent;">: Daily, monthly, quarterly, or annually.</span></li><li><strong style="background-color: transparent;">Set the Time Period</strong><span style="background-color: transparent;">: Duration in months or years.</span></li><li><strong style="background-color: transparent;">Review Results</strong><span style="background-color: transparent;">: Total amount, interest earned, and growth breakdown.</span></li></ol><h3><strong style="background-color: transparent; color: rgb(0, 0, 0);">Manual Calculation Using Spreadsheets</strong></h3><p><span style="background-color: transparent; color: rgb(0, 0, 0);">For those who prefer hands-on calculation, Excel or Google Sheets work perfectly:</span></p><ol><li><span style="background-color: transparent;">Create columns for Year, Principal, Interest, and Total Amount.</span></li><li><span style="background-color: transparent;">Use the formula: =Principal</span><em style="background-color: transparent;">(1+Rate/Frequency)^(Frequency Years</em><span style="background-color: transparent;">).</span></li><li><span style="background-color: transparent;">Track year-wise growth to visualise the compounding effect.</span></li></ol><p><strong style="background-color: transparent; color: rgb(0, 0, 0);"><em>Pro Tip:</em></strong><em style="background-color: transparent; color: rgb(0, 0, 0);"> Always verify online calculator results with manual calculations for important financial decisions.</em></p><h2><strong style="background-color: transparent; color: rgb(0, 0, 0);">Real-World Applications for Indian Investors</strong></h2><p><span style="background-color: transparent; color: rgb(0, 0, 0);">When evaluating fixed deposit options, a compound interest calculator helps compare different tenure and interest rate combinations. For instance, if you have ₹5 lakh to invest:</span></p><p></p><p><img decoding="async" 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"></p><p><span style="background-color: transparent; color: rgb(0, 0, 0);">Fixed deposits by Airtel Finance offer competitive rates with transparent calculation methods, making it easier to plan your investment strategy.</span></p><p><img decoding="async" 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"></p><h3><strong style="background-color: transparent; color: rgb(0, 0, 0);">Personal Loan Cost Assessment</strong></h3><p><span style="background-color: transparent; color: rgb(0, 0, 0);">Understanding compound interest becomes crucial when borrowing money. A </span><a href="https://www.airtel.in/finance/personal-loan/emi-calculator" target="_blank" style="background-color: transparent; color: rgb(0, 0, 255);">personal loan calculator</a><span style="background-color: transparent; color: rgb(0, 0, 0);"> helps you grasp the total cost of borrowing before committing to any loan.</span></p><p><span style="background-color: transparent; color: rgb(0, 0, 0);">Consider a ₹3 lakh personal loan at 14% annual interest for 3 years:</span></p><ul><li><span style="background-color: transparent;">Monthly EMI: ₹10,267</span></li><li><span style="background-color: transparent;">Total amount payable: ₹3,69,612</span></li><li><span style="background-color: transparent;">Total interest: ₹69,612</span></li></ul><p><span style="background-color: transparent; color: rgb(0, 0, 0);">This calculation reveals that you’ll pay nearly 23% extra in interest charges. Before taking a personal loan with Airtel Finance, you can check your eligibility criteria and use the online calculator to understand the complete financial commitment.</span></p><h3><strong style="background-color: transparent; color: rgb(0, 0, 0);">Investment Growth Projections</strong></h3><p><span style="background-color: transparent; color: rgb(0, 0, 0);">Young professionals often underestimate the power of starting early. A 25-year-old investing ₹10,000 monthly in instruments yielding 10% annual returns would accumulate:</span></p><ul><li><span style="background-color: transparent;">After 10 years: ₹20.48 lakh</span></li><li><span style="background-color: transparent;">After 20 years: ₹76.57 lakh</span></li><li><span style="background-color: transparent;">After 30 years: ₹2.26 crore</span></li></ul><p><span style="background-color: transparent; color: rgb(0, 0, 0);">This dramatic difference showcases why compound interest calculator tools are essential for retirement planning.</span></p><h2><strong style="background-color: transparent; color: rgb(0, 0, 0);">Advanced Calculation Techniques</strong></h2><p><span style="background-color: transparent; color: rgb(0, 0, 0);">Different financial products compound interest at various intervals:</span></p><ul><li><strong style="background-color: transparent;">Daily Compounding</strong><span style="background-color: transparent;">: Some savings accounts and money market funds.</span></li><li><strong style="background-color: transparent;">Monthly Compounding</strong><span style="background-color: transparent;">: Recurring deposits and certain loan EMIs.</span></li><li><strong style="background-color: transparent;">Quarterly Compounding</strong><span style="background-color: transparent;">: Most bank fixed deposits.</span></li><li><strong style="background-color: transparent;">Annual Compounding</strong><span style="background-color: transparent;">: Traditional investment schemes.</span></li></ul><p><span style="background-color: transparent; color: rgb(0, 0, 0);">Higher compounding frequency generally means better returns for investments and higher costs for loans.</span></p><h3><strong style="background-color: transparent; color: rgb(0, 0, 0);">Accounting for Inflation Impact</strong></h3><p><span style="background-color: transparent; color: rgb(0, 0, 0);">Real returns matter more than nominal returns. If your fixed deposit earns 7% while inflation runs at 4%, your real return is approximately 3%. Always factor inflation when using any compound interest calculator for long-term planning.</span></p><h2><strong style="background-color: transparent; color: rgb(0, 0, 0);">Common Mistakes to Avoid</strong></h2><p><span style="background-color: transparent; color: rgb(0, 0, 0);">Some common mistakes that can be avoided from the get-go are:</span></p><ul><li><strong style="background-color: transparent;">Ignoring Tax Implications</strong><span style="background-color: transparent;">: Interest earned from fixed deposits is taxable. Factor in your tax bracket when calculating actual returns.</span></li><li><strong style="background-color: transparent;">Mixing Up Simple and Compound Interest</strong><span style="background-color: transparent;">: Always verify whether the financial product uses simple or compound interest calculation methods.</span></li><li><strong style="background-color: transparent;">Overlooking Processing Fees</strong><span style="background-color: transparent;">: Personal loans and other financial products often include processing fees that affect the total cost.</span></li></ul><h2><strong style="background-color: transparent; color: rgb(0, 0, 0);">Making Informed Financial Decisions</strong></h2><p><span style="background-color: transparent; color: rgb(0, 0, 0);">Online compound interest calculator tools democratise financial planning by providing instant, accurate calculations. Whether you’re comparing fixed deposit options, evaluating personal loan costs, or planning long-term investments, these tools offer transparency and clarity.</span></p><p><span style="background-color: transparent; color: rgb(0, 0, 0);">Before making any significant financial commitment, spend time with different calculators. Test various scenarios, compare options, and understand the long-term implications. Remember, small differences in interest rates or compounding frequencies can lead to substantial variations in final amounts over time.</span></p><p><span style="background-color: transparent; color: rgb(0, 0, 0);">The key is to start early and stay consistent. Compound interest rewards patience and discipline, turning modest regular investments into substantial wealth over time. Use these calculation tools not just to crunch numbers, but to build a comprehensive understanding of how your money can work harder for you.</span></p><p><span style="background-color: transparent; color: rgb(0, 0, 0);">For those considering personal financing options, review the required documents and current interest rates to make well-informed decisions. Your financial future depends on the choices you make today, and understanding compound interest is the first step towards building lasting wealth.</span></p><h2><strong style="background-color: transparent; color: rgb(0, 0, 0);">FAQs</strong></h2><h3><strong style="background-color: transparent; color: rgb(0, 0, 0);">1. How does a compound interest calculator help with personal loan decisions?</strong></h3><p><span style="background-color: transparent; color: rgb(0, 0, 0);">A compound interest calculator shows the total cost of borrowing, including interest that compounds over time. This helps you compare different loan options and understand the true financial commitment before taking a personal loan.</span></p><h3><strong style="background-color: transparent; color: rgb(0, 0, 0);">2. What’s the difference between annual and monthly compounding in fixed deposits?</strong></h3><p><span style="background-color: transparent; color: rgb(0, 0, 0);">Monthly compounding calculates interest twelve times per year, while annual compounding calculates it once yearly. Monthly compounding typically yields slightly higher returns due to more frequent interest calculations on accumulated amounts.</span></p><h3><strong style="background-color: transparent; color: rgb(0, 0, 0);">3. Can I use online calculators to compare different investment options accurately?</strong></h3><p><span style="background-color: transparent; color: rgb(0, 0, 0);">Yes, online compound interest calculator tools provide accurate comparisons when you input correct parameters. However, always consider factors like taxes, inflation, and fees that may not be included in basic calculations.</span></p><h3><strong style="background-color: transparent; color: rgb(0, 0, 0);">4. How often should I recalculate my investment projections using these tools?</strong></h3><p><span style="background-color: transparent; color: rgb(0, 0, 0);">Review your calculations annually or when interest rates change significantly. Market conditions and personal financial goals evolve, making regular recalculation essential for maintaining optimal investment strategies and financial planning.</span></p><h3><strong style="background-color: transparent; color: rgb(0, 0, 0);">5. Do personal loan calculator results match actual EMI amounts from banks?</strong></h3><p><span style="background-color: transparent; color: rgb(0, 0, 0);">Most personal loan calculator tools provide highly accurate estimates. However, final EMI amounts may vary slightly due to processing fees, insurance charges, or different calculation methods used by specific lenders.</span></p><p></p><p></p><p></p><p></p><p></p><p></p>]]></content:encoded> <wfw:commentRss>https://www.huntaways.com/how-to-calculate-compound-interest-online-a-complete-guide-for-indian-investors/feed/</wfw:commentRss> <slash:comments>0</slash:comments> </item> <item> <title>Empowering India’s Future: Key Highlights of Union Budget 2025 and Capital Expenditure</title> <link>https://www.huntaways.com/empowering-indias-future-key-highlights-of-union-budget-2025-and-capital-expenditure/</link> <comments>https://www.huntaways.com/empowering-indias-future-key-highlights-of-union-budget-2025-and-capital-expenditure/#respond</comments> <dc:creator><![CDATA[Melinda Smith]]></dc:creator> <pubDate>Fri, 31 Jan 2025 09:23:00 +0000</pubDate> <category><![CDATA[Finance]]></category> <guid isPermaLink="false">https://www.huntaways.com/?p=2325</guid> <description><![CDATA[The Union Budget for 2025, presented by the Finance Minister, is a significant fiscal document that outlines the government’s spending priorities for the year. As the country continues to recover from the global economic challenges, the budget focuses on key sectors such as infrastructure development, job creation, and the overall economic growth trajectory. With a […]]]></description> <content:encoded><![CDATA[<p class="wp-block-paragraph">The Union Budget for 2025, presented by the Finance Minister, is a significant fiscal document that outlines the government’s spending priorities for the year. As the country continues to recover from the global economic challenges, the budget focuses on key sectors such as infrastructure development, job creation, and the overall economic growth trajectory. With a clear emphasis on sustainable growth, the 2025 <a href="https://www.icicidirect.com/union-budget">Union Budget</a> promises to enhance the country’s economic resilience while ensuring social welfare and equity for all. A major highlight of this year’s budget is the sharp focus on the Capital Expenditure Budget, aimed at bolstering infrastructure across various sectors.</p> <h3 class="wp-block-heading"><strong>Capital Expenditure Budget: A Key Pillar for Economic Growth</strong></h3> <p class="wp-block-paragraph">One of the most anticipated announcements in the 2025 Union Budget is the allocation for capital expenditure. In a move aimed at boosting infrastructure, the government has proposed a substantial increase in the Capital Expenditure Budget. This move underscores the importance of enhancing India’s physical and digital infrastructure, which is seen as a critical driver for economic growth and job creation.</p> <p class="wp-block-paragraph">The <a href="https://www.icicidirect.com/ilearn/personal-finance/articles/capital-expenditure-by-the-government"><strong>Capital Expenditure Budget</strong></a> is often seen as a key tool for stimulating economic growth because it involves government spending on long-term assets such as roads, bridges, and public transportation systems. This type of spending not only supports immediate infrastructure development but also fosters an environment conducive to future business growth. By making these investments, the government is creating jobs in construction, engineering, and other related sectors, which can contribute to the reduction of unemployment rates.</p> <p class="wp-block-paragraph">The government has allocated a significant amount of funds to key infrastructure projects, including highways, smart cities, and the development of industrial corridors. Additionally, the Capital Expenditure Budget has also been earmarked for green infrastructure, such as renewable energy projects and eco-friendly transportation systems. This focus on sustainability aligns with India’s long-term goals of reducing carbon emissions while promoting economic development.</p> <h3 class="wp-block-heading"><strong>Support for Social Welfare and Rural Development</strong></h3> <p class="wp-block-paragraph">While the Capital Expenditure Budget receives a lot of attention, the 2025 Union Budget has also placed significant emphasis on social welfare programs. With a focus on ensuring equitable growth, the government has proposed increased allocations for rural development and social welfare schemes. This includes provisions for healthcare, education, and public safety, which are critical for improving the quality of life for India’s vast population.</p> <p class="wp-block-paragraph">The agriculture sector, which is the backbone of rural India, has also been given special attention in the budget. Increased investment in rural infrastructure, such as irrigation systems, rural roads, and agri-tech innovations, will likely enhance productivity and ensure the sustainable growth of the agricultural economy. By addressing these issues, the government aims to bridge the gap between urban and rural India, promoting inclusive growth.</p> <h3 class="wp-block-heading"><strong>Tax Reforms and Corporate Incentives</strong></h3> <p class="wp-block-paragraph">The 2025 Union Budget also brings forward tax reforms that are designed to make the tax system more efficient and business-friendly. The government has introduced measures to simplify tax compliance, reduce corporate tax rates for small businesses, and promote foreign direct investment (FDI) in critical sectors. These measures are intended to boost the ease of doing business and incentivize both domestic and international companies to invest in India.</p> <p class="wp-block-paragraph">In addition, the government has proposed reforms aimed at stimulating innovation and entrepreneurship, particularly in sectors like technology, manufacturing, and renewable energy. By creating a favorable business environment, the government hopes to unlock the full potential of India’s entrepreneurial spirit and drive economic growth.</p> <h3 class="wp-block-heading"><strong>Promoting Sustainability and Green Growth</strong></h3> <p class="wp-block-paragraph">The Union Budget 2025 also prioritizes environmental sustainability. With the growing emphasis on climate change and the need to transition to a low-carbon economy, the government has introduced several initiatives in the Capital Expenditure Budget that focus on renewable energy, green infrastructure, and sustainable agriculture. Funding for solar and wind energy projects, electric vehicle (EV) infrastructure, and the reduction of industrial emissions are all part of the government’s vision for a cleaner, greener India.</p> <p class="wp-block-paragraph">Additionally, the budget includes provisions for promoting sustainable urban development, encouraging green building practices, and enhancing waste management systems. This push toward sustainability is in line with India’s commitment to meeting its climate goals under the Paris Agreement.</p> <h3 class="wp-block-heading"><strong>Conclusion</strong></h3> <p class="wp-block-paragraph">The Union Budget 2025 lays a strong foundation for India’s future growth, with a strategic focus on infrastructure development, social welfare, and environmental sustainability. The substantial increase in the Capital Expenditure Budget is a clear indication that the government is serious about building the physical and digital infrastructure necessary for long-term growth. With a balanced approach to fiscal management, the 2025 Union Budget aims to propel India into a new era of economic prosperity and social welfare, ensuring that no one is left behind in the country’s development journey.</p>]]></content:encoded> <wfw:commentRss>https://www.huntaways.com/empowering-indias-future-key-highlights-of-union-budget-2025-and-capital-expenditure/feed/</wfw:commentRss> <slash:comments>0</slash:comments> </item> <item> <title>How to Donate Plasma in Calexico: A Complete Guide</title> <link>https://www.huntaways.com/how-to-donate-plasma-in-calexico-a-complete-guide/</link> <comments>https://www.huntaways.com/how-to-donate-plasma-in-calexico-a-complete-guide/#respond</comments> <dc:creator><![CDATA[Melinda Smith]]></dc:creator> <pubDate>Thu, 16 Jan 2025 17:06:21 +0000</pubDate> <category><![CDATA[Health]]></category> <guid isPermaLink="false">https://www.huntaways.com/?p=2319</guid> <description><![CDATA[Understanding the Plasma Donation Process: What You Need to Know What is Plasma, and Why is it Important? Plasma is the pale yellow liquid component of blood, comprising about 55% of total blood volume. It plays a crucial role in various bodily functions and serves as a transport medium for cells, nutrients, hormones, antibodies, and […]]]></description> <content:encoded><![CDATA[<h2 class="wp-block-heading"><strong>Understanding the Plasma Donation Process: What You Need to Know</strong></h2> <h3 class="wp-block-heading"><strong>What is Plasma, and Why is it Important?</strong></h3> <p class="wp-block-paragraph">Plasma is the pale yellow liquid component of blood, comprising about 55% of total blood volume. It plays a crucial role in various bodily functions and serves as a transport medium for cells, nutrients, hormones, antibodies, and waste products. Composed mainly of water (about 90%), plasma also contains proteins, electrolytes, and clotting factors that are vital for maintaining overall health. The proteins in plasma are essential for various processes, including blood clotting, immune responses, and the transportation of substances throughout the body. This makes plasma donations critical, especially for patients who suffer from conditions such as hemophilia and liver disease, and during major surgeries. Plasma is also a key ingredient in the manufacture of life-saving therapies for diseases like immunodeficiency disorders and burn treatments. This underscores the importance of plasma donation; every donation has the potential to save lives and enhance the quality of life for many individuals in need.</p> <h3 class="wp-block-heading"><strong>How Plasma Donation Differs from Whole Blood Donation</strong></h3> <p class="wp-block-paragraph">While both plasma and whole blood donations are vital, the donation processes and their implications differ significantly. Whole blood donation involves collecting all components of the blood, including red cells, white cells, platelets, and plasma. Plasma donation, however, specifically focuses on the plasma component and is typically done through a process known as plasmapheresis. In plasmapheresis, blood is drawn from the donor and separated into its components using a special centrifuge. The plasma is collected, and the other components are returned to the donor’s bloodstream. This method not only allows for the collection of a larger volume of plasma but also enables donors to give more frequently, as the body regenerates plasma more quickly than red blood cells. Understanding these differences is essential for potential donors, as it informs them about the nature of their contributions and the frequency with which they can donate.</p> <h3 class="wp-block-heading"><strong>The Science Behind Plasma: Components and Their Functions</strong></h3> <p class="wp-block-paragraph">Plasma is composed of a variety of components that serve essential functions in the body. The primary proteins found in plasma include albumin, globulins, and fibrinogen. Albumin is responsible for maintaining oncotic pressure and is crucial in transporting substances like hormones and medications through the bloodstream. Globulins, which consist of antibodies, play a fundamental role in the immune response. Fibrinogen is vital for blood clotting, transforming into fibrin to form a protective mesh during injury. Additionally, plasma contains electrolytes such as sodium, potassium, and calcium, which help regulate hydration, nerve impulses, and muscle function. Understanding these components is important for donors as it highlights the various ways their contribution supports medical treatments and patient care. Moreover, the increasing medical demand for immunoglobulins, which are derived from plasma, emphasizes the growing need for plasma donations.</p> <h2 class="wp-block-heading"><strong>Preparing for Your Plasma Donation: Tips and Tricks</strong></h2> <h3 class="wp-block-heading"><strong>Essential Do’s and Don’ts Before Donating Plasma</strong></h3> <p class="wp-block-paragraph">Preparation for plasma donation is crucial to ensure a smooth experience and optimal health outcomes. First and foremost, it’s essential to do your research on the donation center’s requirements. Most centers will ask for identification and health history evaluations. Do ensure that you are in good health before your appointment; any signs of illness can disqualify you from donating. It’s strongly recommended to wear comfortable clothing with sleeves that can easily be rolled up, as the donation will occur in your arm. Avoid alcohol and caffeine, as these substances can dehydrate you and affect your donation experience. It’s also advisable to eat a balanced meal rich in protein and iron prior to your appointment—foods like lean meats, beans, and leafy greens can enhance your iron levels. Conversely, avoid fatty foods, as they can lead to a higher lipid content in your plasma, potentially disqualifying you from donation. Lastly, ensure you have a plan for post-donation recovery, including hydration and rest, to help your body recover quickly.</p> <h3 class="wp-block-heading"><strong>Hydration and Nutrition: Fueling Your Donation Journey</strong></h3> <p class="wp-block-paragraph">Hydration is one of the most critical factors influencing your donation experience. Donating plasma can lead to temporary fluid loss, so drinking plenty of water before and after donating can help mitigate any feelings of dizziness or fatigue. It’s recommended to consume at least 16 ounces of water in the hours leading up to your donation and to continue hydrating afterward. Nutrition also plays a vital role; consuming a nutrient-rich meal laden with protein hours before donation can significantly boost the quality and quantity of your plasma. Foods like eggs, dairy, lean meats, and nuts are excellent pre-donation choices. Additionally, consider increasing your intake of Vitamin C and folic acid, which can help improve your overall health and enhance the body’s ability to regenerate blood components post-donation. Balancing both hydration and nutrition will not only prepare you for the donation but also contribute to an overall healthier lifestyle.</p> <h3 class="wp-block-heading"><strong>What to Expect on Donation Day: A Step-by-Step Guide</strong></h3> <p class="wp-block-paragraph">On donation day, being well-prepared can significantly enhance your experience. Arriving at the donation center, you will undergo a thorough screening process, including a health questionnaire and a basic physical examination—this will typically cover your blood pressure, hemoglobin levels, and pulse. Once cleared, you will be escorted to a donation area, where a trained technician will explain the donation process and provide a comfortable chair—often reclined for your convenience. The actual donation process can take approximately 45 minutes to an hour. Initially, a needle will be inserted into your arm to collect blood; apheresis machines will then separate the plasma and return the red blood cells, platelets, and other components back into your bloodstream. During the donation, you may be encouraged to squeeze a stress ball or engage in light conversation, which can help keep you relaxed. Once complete, you’ll spend a few moments resting and will be advised to eat a small snack to replenish your energy. Understanding this routine can alleviate any anxiety associated with the donation process, ensuring a positive experience.</p> <h2 class="wp-block-heading"><strong>Finding the Right Plasma Donation Center in Calexico</strong></h2> <h3 class="wp-block-heading"><strong>Top Plasma Donation Centers: Where to Go?</strong></h3> <p class="wp-block-paragraph">Choosing a reputable plasma donation center in Calexico is fundamental to your donation experience. There are several well-established centers that facilitate plasma donations, each offering distinct advantages. One of the notable centers includes *Calexico Plasma Center*, known for its state-of-the-art facilities, friendly staff, and comprehensive donor care. Additionally, *Grifols* operates a plasma donation center in the vicinity, well-regarded for its strict adherence to safety and quality controls. Each center typically has its operational hours, donor incentives, and community initiatives, which can impact your decision. A quick online search can provide recent reviews to help gauge the experiences of prior donors. It’s also wise to check the specific requirements of each center and ensure they align with your eligibility. Understanding your options will empower you to choose the best center fit for your donation journey.</p> <h3 class="wp-block-heading"><strong>How to Choose the Best Center for Your Donation</strong></h3> <p class="wp-block-paragraph">Choosing the best center to <a href="https://aboplasma.com/plasma-donation-in-calexico/">donate plasma in Calexico</a> involves several key considerations. Start by looking into the center’s accreditation and safety protocols—ensuring it is certified by the FDA and adheres to industry standards is imperative for a safe donation experience. Evaluate the location for convenience, as well as the hours of operation to fit your schedule. Many centers offer rewards programs or incentives for regular donors, which can influence your choice, particularly if you are looking to donate frequently. Additionally, read through testimonials and reviews from past donors—they can provide insight into the donor experience, staff professionalism, and overall atmosphere of the center. Finally, if possible, visit the center beforehand to get a feel for the environment and ask questions directly to the staff about any concerns you may have. Ultimately, choose a center where you feel valued, safe, and comfortable.</p> <h3 class="wp-block-heading"><strong>Understanding Center Policies: What You Should Know</strong></h3> <p class="wp-block-paragraph">Every plasma donation center has its own set of policies aimed at ensuring donor safety and effective plasma collection. Familiarizing yourself with these policies can prevent complications and misunderstandings during your donation visit. Firstly, review the eligibility criteria, as most centers require donors to be at least 18 years old, weigh a minimum of 110 pounds, and pass a health screening. Also, policies regarding donation frequency can vary; typically, donors can give plasma up to twice a week, but some centers may have specific protocols regarding rest days in between donations. Furthermore, understanding the compensation structure is important, as many centers offer payment for plasma contributions, but policies regarding amounts and schedule can differ. Additionally, most centers implement a strict no-appointment, no-walk-in policy during peak hours, so calling ahead for appointments is essential. Being well-informed will not only streamline your donation process but also enhance your overall experience.</p> <h2 class="wp-block-heading"><strong>The Impact of Your Donation: Stories from the Community</strong></h2> <h3 class="wp-block-heading"><strong>How Plasma Donations Save Lives: Real-Life Testimonials</strong></h3> <p class="wp-block-paragraph">The impact of plasma donations resonates deeply within communities, and numerous testimonials highlight the tangible differences made through these donations. For instance, many families credit plasma donations for saving the lives of loved ones suffering from severe medical conditions, such as autoimmune disorders or traumatic injuries. Stories from patients who have required immunoglobulin therapies underscore the critical role that plasma plays in treatment plans. These narratives serve as powerful reminders of the importance of each plasma donation, showing that every vial collected can make a significant difference in someone’s life. Additionally, healthcare professionals often share accounts of patients who have successfully recovered and gone on to lead fulfilling lives, all thanks to the generous contributions of plasma donors. The testimonies from these patients not only inspire potential donors but also illuminate the profound connections formed between donors and recipients.</p> <h3 class="wp-block-heading"><strong>The Ripple Effect: How Your Donation Benefits Others</strong></h3> <p class="wp-block-paragraph">The benefits of plasma donation extend well beyond just the immediate recipient. When you donate plasma, you are initiating a ripple effect that can influence entire communities. The collected plasma is not only used for transfusions but also for creating a myriad of life-saving therapies that can treat a wide range of health conditions, from hemophilia to respiratory issues in infants. As a donor, your contribution may indirectly provide support to hospitals, clinics, and healthcare systems that rely on the availability of plasma products. Furthermore, these donations can also contribute to research initiatives and new treatment protocols that improve patient care standards. When individuals embrace the culture of donation, it fosters community spirit and encourages others to follow suit, ultimately building a culture of kindness and altruism. This societal commitment to plasma donation embodies the essence of community health and well-being, reflecting a shared understanding of the impact one person’s kindness can have on the lives of many.</p> <h3 class="wp-block-heading"><strong>Getting Involved: Beyond Donations – Engaging with Local Health Initiatives</strong></h3> <p class="wp-block-paragraph">In addition to donating plasma, consider exploring other avenues for contributing to local health initiatives and community wellness programs. Many plasma donation centers are actively involved in outreach efforts, raising awareness about the importance of blood and plasma donations. You can participate in local health fairs, educational seminars, and advocacy groups that emphasize the need for plasma and blood donors. Engaging with local charities and health organizations is a great way to stay informed on health issues facing your community and to learn how you can help. Volunteering for organizations that focus on health education or assist patients in navigating their medical care can complement your efforts as a plasma donor. Additionally, leveraging social media platforms or community boards to share your donation experience can help motivate others to contribute. By playing an active role in raising awareness and getting involved with health initiatives, you not only amplify the message about plasma donation but also weave a tighter community fabric devoted to health and care.</p>]]></content:encoded> <wfw:commentRss>https://www.huntaways.com/how-to-donate-plasma-in-calexico-a-complete-guide/feed/</wfw:commentRss> <slash:comments>0</slash:comments> </item> <item> <title>Digital Banking 101: Understanding The Process Of Opening an Online Savings Account</title> <link>https://www.huntaways.com/digital-banking-101-understanding-the-process-of-opening-an-online-savings-account/</link> <comments>https://www.huntaways.com/digital-banking-101-understanding-the-process-of-opening-an-online-savings-account/#respond</comments> <dc:creator><![CDATA[Melinda Smith]]></dc:creator> <pubDate>Mon, 29 Apr 2024 06:22:22 +0000</pubDate> <category><![CDATA[Finance]]></category> <guid isPermaLink="false">https://www.huntaways.com/?p=2291</guid> <description><![CDATA[Managing money online has become more accessible than ever. If you are considering an easy way to save money, opening an online savings account is a great option. Specifically, Airtel Payments Bank (APB) offers a straightforward and user-friendly process for setting up such an account. This article will guide you through the steps to open […]]]></description> <content:encoded><![CDATA[<p class="wp-block-paragraph">Managing money online has become more accessible than ever. If you are considering an easy way to save money, opening an online savings account is a great option. Specifically, Airtel Payments Bank (APB) offers a straightforward and user-friendly process for setting up such an account. This article will guide you through the steps to open an online savings account with APB. We would also understand what a digital bank is and why you should choose Airtel Payments Bank </p> <h3 class="wp-block-heading"><strong>What is a Digital Bank?</strong></h3> <p class="wp-block-paragraph">A digital bank operates primarily online without traditional physical branch networks. Services such as account opening, deposits, withdrawals, and transfers are managed electronically. Airtel Payments Bank is a prime example, offering banking services through a mobile app and website, focusing on convenience and accessibility.</p> <h3 class="wp-block-heading"><strong>Why Choose Airtel Payments Bank?</strong></h3> <p class="wp-block-paragraph">Choosing APB for your banking needs means embracing ease and efficiency. APB offers competitive interest rates, minimal fees, and the added convenience of integrating various services, such as mobile recharges, utility payments, and even <a href="https://www.airtel.in/bank/dth-recharge/tata-play">Tata Play recharges</a>. Their platform is designed for users who appreciate fast, secure, and mobile-first banking solutions.</p> <h3 class="wp-block-heading"><strong>Steps to Open an Online Savings Account with Airtel Payments Bank</strong></h3> <h4 class="wp-block-heading">Step 1: Download the Airtel Thanks App</h4> <p class="wp-block-paragraph">Head over to the Buy section on the Airtel Thanks app and select the bank account</p> <h4 class="wp-block-heading">Step 2: Provide Your Personal Information</h4> <p class="wp-block-paragraph">You will need to enter basic personal information such as your PAN card and Aadhaar number details. This step is crucial for identity verification purposes.</p> <h4 class="wp-block-heading">Step 3: Complete KYC Verification</h4> <p class="wp-block-paragraph">For a fully functional savings account, completing the Know Your Customer (KYC) process is mandatory. APB simplifies this by allowing you to schedule an appointment with a KYC agent who will visit your home for verification or you can complete this step at a nearby authorized center.</p> <h4 class="wp-block-heading">Step 4: Deposit Funds</h4> <p class="wp-block-paragraph">Once your account is active, you can start by depositing funds. This can be done via a transfer from another bank account, using a debit card, or through UPI (Unified Payments Interface).</p> <h4 class="wp-block-heading">Step 5: Set Up mPIN</h4> <p class="wp-block-paragraph">Setting up online banking involves creating a username and password. Set your mPIN and Add Money to finish the account opening process.</p> <h3 class="wp-block-heading"><strong>Using Your Online Savings Account for Tata Play Recharge</strong></h3> <p class="wp-block-paragraph">One of the unique features of APB is the integration of utility payments directly through your savings account. For instance, if you are a Tata Play subscriber, you can easily recharge your subscription through your APB account. Simply navigate to the bill payment section on the app or website, select Tata Play recharge, enter your subscriber ID, and complete the payment.</p> <h3 class="wp-block-heading"><strong>Benefits of Online Savings Account with Airtel Payments Bank</strong></h3> <p class="wp-block-paragraph">Full Digital Process</p> <ul class="wp-block-list"><li>Paperless, Zero Balance Account</li></ul> <p class="wp-block-paragraph">Earn on your Savings</p> <ul class="wp-block-list"><li>Get up to 7% Interest on your Savings</li></ul> <p class="wp-block-paragraph">Easy Money Transfers</p> <ul class="wp-block-list"><li>Send & receive money on the go or just scan & pay</li></ul> <p class="wp-block-paragraph">Rewarding Transactions</p> <ul class="wp-block-list"><li>Earn on every transaction with Rewards123</li></ul> <h3 class="wp-block-heading"><strong>Conclusion</strong></h3> <p class="wp-block-paragraph">To <a href="https://www.airtel.in/bank/products/savings-account">open an online savings account</a> with Airtel Payments Bank is a smart choice for anyone looking to take advantage of digital banking. The process is straightforward, and secure, and brings numerous benefits, including the ease of making payments and managing subscriptions like Tata Play. With just a few clicks, you can have a fully operational savings account, empowering you to manage your finances in the digital era effectively.</p>]]></content:encoded> <wfw:commentRss>https://www.huntaways.com/digital-banking-101-understanding-the-process-of-opening-an-online-savings-account/feed/</wfw:commentRss> <slash:comments>0</slash:comments> </item> <item> <title>Unlocking Corporate Innovation: Why Startup Studios Are Essential Partners</title> <link>https://www.huntaways.com/unlocking-corporate-innovation-why-startup-studios-are-essential-partners/</link> <comments>https://www.huntaways.com/unlocking-corporate-innovation-why-startup-studios-are-essential-partners/#respond</comments> <dc:creator><![CDATA[Melinda Smith]]></dc:creator> <pubDate>Tue, 27 Jun 2023 10:07:38 +0000</pubDate> <category><![CDATA[Business]]></category> <guid isPermaLink="false">https://www.huntaways.com/?p=2285</guid> <description><![CDATA[The COVID-19 pandemic demonstrated that traditional strategies no longer guarantee success for companies and organizations. Industries across the board, from retail to healthcare, have been fundamentally transformed. To survive and thrive in the new era, embracing innovation has become mission-critical. Companies that proactively adopt new product development and process redesign have a higher chance of […]]]></description> <content:encoded><![CDATA[<p class="wp-block-paragraph">The COVID-19 pandemic demonstrated that traditional strategies no longer guarantee success for companies and organizations. Industries across the board, from retail to healthcare, have been fundamentally transformed. To survive and thrive in the new era, <a href="https://www.startupstudios.com/post/wilbur-labs-remaking-company-building">embracing innovation</a> has become mission-critical. Companies that proactively adopt new product development and process redesign have a higher chance of staying relevant and even discovering new revenue streams that could replace existing core business functions.</p> <p class="wp-block-paragraph"><strong>The Challenge for Corporations</strong></p> <p class="wp-block-paragraph">Despite the desire to participate in the innovation ecosystem, many corporations struggle to innovate effectively. Slow-moving corporate structures, resource limitations, risk aversion, and bureaucratic obstacles make it difficult for them to bring new ideas to life. Corporate executives often prioritize optimization over innovation, lacking the appetite for risk and dismissing new innovations as implausible due to their deep knowledge of industry traditions. Furthermore, the absence of an innovation framework and fear of jeopardizing their core business hinder internal innovation efforts.</p> <p class="wp-block-paragraph"><strong>The Role of Startup Studios</strong></p> <p class="wp-block-paragraph">To supplement their innovation initiatives, corporations are increasingly partnering with startup studios, also known as venture builders or venture studios. Startup Studios are focused on creating and developing new startup ventures by leveraging their<a href="https://www.startupstudios.com/post/the-transformation-of-the-startup-studio-business-model"> expertise, resources, and network.</a> </p> <p class="wp-block-paragraph"><strong>Addressing Corporate Innovation Challenges</strong></p> <p class="wp-block-paragraph">Securing resources for innovation requires the top executives and key stakeholders to believe in your venture/. Convincing the executives can be challenging, as they often prioritize optimization and are averse to risk. Their industry expertise may lead them to dismiss new innovations as implausible. Startup studios help by bringing an intentional naivete to the table, engaging with customers and stakeholders directly to understand their needs and build solutions accordingly.</p> <p class="wp-block-paragraph"><strong>Lack of Innovation Framework</strong></p> <p class="wp-block-paragraph">Large organizations typically operate within structured processes, making it difficult to embrace the unpredictable nature of innovation. Startup studios excel in the unknown and leverage well-defined, repeatable processes to drive innovation with speed and predictability. By partnering with studios, corporations gain access to a powerful innovation playbook that accelerates progress.</p> <p class="wp-block-paragraph"><strong>Risk Aversion and Core Business Protection</strong></p> <p class="wp-block-paragraph">Corporations often shy away from innovation due to their low risk tolerance and the potential liability it presents. Startups inherently carry risk, making them unsuitable for corporations’ risk-averse culture. Startup studios serve as external incubators, building ventures under their umbrella and de-risking them through rigorous testing. This allows corporations to engage in innovation without endangering their core business until the startup has proven its viability.</p> <p class="wp-block-paragraph">In conclusion, in the face of a rapidly changing business landscape, corporations must adapt or risk becoming obsolete. Mergers and acquisitions can only take them so far; true innovation is essential. Startup studios offer a compelling solution by reducing risk, extending resources, providing innovation playbooks, and delivering value with speed and predictability. By embracing the untapped potential within their organizations and designing new solutions from the ground up, corporations can unlock innovation and overcome challenges. In the coming year, we can expect a significant shift towards catalyzing innovation within large organizations, and startup studios will play a vital role in this transformation.</p>]]></content:encoded> <wfw:commentRss>https://www.huntaways.com/unlocking-corporate-innovation-why-startup-studios-are-essential-partners/feed/</wfw:commentRss> <slash:comments>0</slash:comments> </item> <item> <title>How can Udyog Aadhaar be used to open a current account?</title> <link>https://www.huntaways.com/how-can-udyog-aadhaar-be-used-to-open-a-current-account/</link> <comments>https://www.huntaways.com/how-can-udyog-aadhaar-be-used-to-open-a-current-account/#respond</comments> <dc:creator><![CDATA[Melinda Smith]]></dc:creator> <pubDate>Tue, 06 Jun 2023 11:12:41 +0000</pubDate> <category><![CDATA[Finance]]></category> <guid isPermaLink="false">https://www.huntaways.com/?p=2280</guid> <description><![CDATA[As an entrepreneur, there are multiple tasks that need your attention. But you must always prioritise maintaining seamless transactions to build credibility with clients and suppliers. The Indian government has introduced several initiatives to facilitate this and support micro, small, and medium enterprises (MSME). One such initiative is Udyog Aadhaar, a Unique Identification Number (UIN) […]]]></description> <content:encoded><![CDATA[<p class="wp-block-paragraph">As an entrepreneur, there are multiple tasks that need your attention. But you must always prioritise maintaining seamless transactions to build credibility with clients and suppliers. The Indian government has introduced several initiatives to facilitate this and support micro, small, and medium enterprises (MSME). One such initiative is Udyog Aadhaar, a Unique Identification Number (UIN) for the small business sector. </p> <p class="wp-block-paragraph">It serves as a business registration certificate that facilitates credibility and trustworthiness among customers and suppliers. It helps you unlock exclusive government subsidies, gain easy access to loans, and even open a current account to improve your financial management. Today, many banks accept Udyog Aadhaar as a valid document for opening a current bank account.</p> <p class="wp-block-paragraph">A current account helps businesses manage transactions, receive payments, and pay bills, along with additional benefits such as overdraft facilities, cheque books, and online banking services. And Udyog Aadhaar can make it happen for small businesses to avail all these facilities. Here are the details of how you can use Udyog Aadhaar to open a current account and its benefits for your business. </p> <p class="wp-block-paragraph"><strong>Documents required to open a current account with Udyog Aadhaar</strong></p> <p class="wp-block-paragraph">You will need to provide some basic documents such as your Aadhaar card, PAN card, business registration documents, business address, and business existence proof. You may also need to provide a copy of your Udyog Aadhaar registration certificate. </p> <p class="wp-block-paragraph">Note that the specific <a href="https://www.kotak.com/en/business/accounts/current-accounts/required-documents.html"><strong>current account documents</strong></a><strong> </strong>required may vary depending on the bank you choose. So, it is always advisable to contact your bank beforehand to get all details about documents and processes. You can even check their website to obtain information about the eligibility, fees, documents, and facilities offered.</p> <p class="wp-block-paragraph"><strong>Steps to open a current account with Udyog Aadhaar</strong></p> <ul class="wp-block-list"><li>To<strong> open a current account online</strong> through Udyog Aadhaar, you must first choose a bank that offers such services. </li><li>Now visit the website of the bank.</li><li>Click on the link that provides information on opening a current account for MSME.</li><li>Enter your Unique Identification Number (if asked) and fill out your personal details and business information.</li><li>Upload the documents required to open a current account.</li><li>Wait for the bank to verify your details and documents. They can call you for additional information or formalities. </li><li>Once your application is verified and approved, you will receive your account details. After that, you can start operating your <a href="https://www.kotak.com/en/business/accounts/current-accounts.html"><strong>business current account</strong></a><strong> </strong>and enjoy its benefits.</li></ul> <p class="wp-block-paragraph"><strong>Benefits of Udyog Aadhaar for businesses </strong></p> <p class="wp-block-paragraph">An Udyog Aadhaar certificate helps small businesses not only streamline their operations but also get access to different benefits such as: </p> <ul class="wp-block-list"><li>Collateral-free loans </li><li>Reservations for manufacturing sector </li><li>Special advantages in international trade fairs </li><li>Access to government subsidies </li><li>Simplified licence, approval, and registration process </li><li>Exemption from direct taxes </li><li>Protection against delayed payments </li><li>Reduced interest rates from banks </li><li>Subsidies for barcode registration </li><li>Discounts on electricity bills </li><li>Excise exemption scheme</li></ul> <p class="wp-block-paragraph"><strong>Conclusion </strong></p> <p class="wp-block-paragraph">Udyog Aadhaar helps small businesses easily open and maintain current accounts with banks. This makes it easier for them to conduct their daily transactions, as well as use different financial services and facilities. Most importantly, this certificate gives business access to many government schemes and benefits, thus, reducing their financial burden. </p> <p class="wp-block-paragraph">Therefore, it is wise for businesses to leverage the advantages of Udyog Aadhaar and open an <strong>online current account </strong>to boost their financial operations and achieve greater efficiency. </p>]]></content:encoded> <wfw:commentRss>https://www.huntaways.com/how-can-udyog-aadhaar-be-used-to-open-a-current-account/feed/</wfw:commentRss> <slash:comments>0</slash:comments> </item> <item> <title>What Kind of Program Can Help You Earn Money Anytime Anywhere?</title> <link>https://www.huntaways.com/what-kind-of-program-can-help-you-earn-money-anytime-anywhere/</link> <comments>https://www.huntaways.com/what-kind-of-program-can-help-you-earn-money-anytime-anywhere/#respond</comments> <dc:creator><![CDATA[Melinda Smith]]></dc:creator> <pubDate>Tue, 06 Jun 2023 10:58:48 +0000</pubDate> <category><![CDATA[Finance]]></category> <guid isPermaLink="false">https://www.huntaways.com/?p=2277</guid> <description><![CDATA[There are various ways to earn money anytime, anywhere. One of the popular ways is joining a referral marketing program. It is based on word of mouth as you need to verbally market a product to potential customers. Once a customer buys the product, you can receive a percentage of the sale as monetary compensation. […]]]></description> <content:encoded><![CDATA[<p class="wp-block-paragraph">There are various ways to earn money anytime, anywhere. One of the popular ways is joining a referral marketing program. It is based on word of mouth as you need to verbally market a product to potential customers. Once a customer buys the product, you can receive a percentage of the sale as monetary compensation. With time, your earnings will accumulate and can serve you as a good secondary source of income. A personal loan referral program is an example of such a marketing program. </p> <p class="wp-block-paragraph">Let’s see how it can help you earn money anytime at any place. </p> <h2 class="wp-block-heading"><strong>How Does a Personal Loan Referral Program Work? </strong></h2> <p class="wp-block-paragraph">A top <a href="https://www.idfcfirstbank.com/myfirst-partner-app">personal loan affiliate program</a> is IDFC FIRST Bank MyFIRST Partner Program. To join it, you need to educate people about personal loans offered by the bank and encourage them to borrow the same. When someone approaches you to apply for the loan, you simply need to follow these steps:</p> <ul class="wp-block-list"><li>Collect the needed documents (like address and identity proofs) of the borrower. </li><li>Download IDFC FIRST Bank MyFIRST Partner App.</li><li>Upload your photo on the app.</li><li>Upload all the collected documents and the necessary details of the borrower. </li><li>Enter the details of your bank account in which you want to receive pay-outs.</li><li>Verify the OTP that you get and thus, finish your registration. </li></ul> <p class="wp-block-paragraph">After this, you can immediately start generating leads. Every time a loan is sanctioned through your referral, you can earn a commission equal to 1.5% of the loan amount. From registering yourself to uploading a borrower’s documents and information, you can do everything on IDFC FIRST Bank’s <a href="https://play.google.com/store/apps/details?id=com.capitalfirst.connector">referral app</a> to make money online. </p> <h2 class="wp-block-heading"><strong>Benefits of Personal Loan Referral Program Work</strong></h2> <p class="wp-block-paragraph">If you join a top unsecured loan affiliate program like IDFC FIRST Bank MyFIRST Partner Program, you can receive the benefits below:</p> <ul class="wp-block-list"><li><strong>Lenient eligibility criteria and easy onboarding:</strong> The criteria to join the referral program are quite simple. You just need to be an 18+ Indian resident with an active account in a bank in India to qualify for the program. Therefore, salaried professionals, self-employed individuals, students, and housewives can join the program alike. </li><li><strong>High referral money: </strong>As you keep earning money through successful referrals, you can generate over ₹50,000 every month. The amount is enough to fund various goals like supporting your financial dependents, opening a small business and more. </li><li><strong>Weekly pay-outs: </strong>The pay-outs are transferred directly to your bank account every week. So, the money keeps coming in and you can withdraw it anytime you want, conveniently. </li><li><strong>Attractive rewards:</strong> If you perform outstandingly well at the regional, zonal, national or branch level of the bank, you can win amazing prizes like cash rewards and electronic gadgets. </li></ul> <p class="wp-block-paragraph">The best part is you need not make any investments to join a genuine referral marketing program. So, go ahead and download a leading app to make money online like IDFC FIRST Bank MyFIRST Partner App. Keep using it to generate side income from the comfort of your home or even while travelling.</p>]]></content:encoded> <wfw:commentRss>https://www.huntaways.com/what-kind-of-program-can-help-you-earn-money-anytime-anywhere/feed/</wfw:commentRss> <slash:comments>0</slash:comments> </item> <item> <title>Diabetes Insurance In India 2023: All You Need To Know</title> <link>https://www.huntaways.com/diabetes-insurance-in-india-2023-all-you-need-to-know/</link> <comments>https://www.huntaways.com/diabetes-insurance-in-india-2023-all-you-need-to-know/#respond</comments> <dc:creator><![CDATA[Melinda Smith]]></dc:creator> <pubDate>Mon, 22 May 2023 12:34:38 +0000</pubDate> <category><![CDATA[Health]]></category> <guid isPermaLink="false">https://www.huntaways.com/?p=2272</guid> <description><![CDATA[Diabetes is considered to be a chronic disease that affects the body’s ability to regulate blood sugar. Controlling food intake and using specific medications are two ways to manage it. It should not be disregarded, though, as uncontrolled diabetes can result in fatal complications like kidney failure, heart problems, and nerve damage. Therefore, purchasing a […]]]></description> <content:encoded><![CDATA[<p class="wp-block-paragraph">Diabetes is considered to be a chronic disease that affects the body’s ability to regulate blood sugar. Controlling food intake and using specific medications are two ways to manage it. It should not be disregarded, though, as uncontrolled diabetes can result in fatal complications like kidney failure, heart problems, and nerve damage. Therefore, purchasing a health insurance plan with diabetic coverage is crucial for those with diabetes.</p> <p class="wp-block-paragraph"><strong>What Kinds Of Insurance Are Offered To Those Who Have Diabetes?</strong></p> <ul class="wp-block-list"><li>Health Insurance</li><li>Life Insurance Policy</li><li>Travel Insurance</li></ul> <p class="wp-block-paragraph">Commercial (business) <a href="https://www.bajajallianzlife.com/term-insurance-plans.html"><strong>term plans</strong></a><strong> </strong>are also available to protect your company against the financial risk that particular employees pose. Consider a diabetic employee who is unable to work due to the disease’s effects. In that situation, the commercial coverage may help compensate for the costs incurred by the employee’s absence from work. This would include the cost of hiring temporary replacement staff and overtime pay.</p> <p class="wp-block-paragraph"><strong>What Does Diabetes Insurance Cover?</strong></p> <p class="wp-block-paragraph">As was already mentioned, a <strong>term plan for diabetics</strong> provides coverage for a variety of costs. Some of them are as follows:</p> <ul class="wp-block-list"><li>Medical costs for Type 1 Diabetes Mellitus and Type 2 Diabetes Mellitus treatments and medications</li><li>Hospitalisation expenses that are insured at a private hospital, both in-patient and out-patient, must always be subject to pre-approved limits. Expenses for an intensive care unit (ICU), surgeries such as coronary artery bypass grafting (CABG), stenting, or angioplasty with intra-aortic balloon pump (IABP) assistance, etc., are included in this.</li><li>Services for emergency medical transport by air ambulance or ambulance, as well as home nursing care and home health care, as prescribed by your doctor.</li><li>If you have been diagnosed with chronic hyperglycaemia as a result of diabetes mellitus, you may be eligible for home oxygen therapy up to Rs 10 lakhs annually.</li></ul> <p class="wp-block-paragraph"><strong>How Diabetes Type Can Affect Life Insurance Costs</strong></p> <p class="wp-block-paragraph">Your <a href="https://www.bajajallianzlife.com/life-insurance-plans.html"><strong>life insurance policy</strong></a>‘s price will be influenced by the type of diabetes you have. They include:</p> <ul class="wp-block-list"><li>Other types of Type 1 Diabetes require the administration of insulin injections (including juvenile diabetes and insulin-dependent diabetes). If not continuously controlled with medication and a nutritious diet, it typically begins in childhood and can get worse over time. 10% of diabetic patients experience this kind of complication.</li><li>Type 2 Diabetes can be managed with preemptive care, physical activity, and a nutritious diet, but it cannot be cured without medication or surgery. Type 2 Diabetes affects 90% of diabetes patients, yet 50% of them are unaware of their condition because the symptoms are frequently missed when they first appear (and as a result, they do not seek treatment).</li></ul> <p class="wp-block-paragraph"><strong>How To Claim Insurance For Diabetes In India?</strong></p> <p class="wp-block-paragraph">You can fill out and submit a claim form that the insurance provider will give you. You must file your claim within the allotted time frame, along with any necessary additional supporting documents. The insurer will email you the specifics of your payout if your claim is approved.</p> <p class="wp-block-paragraph"><strong>What Are The Diabetes Insurance Exceptions?</strong></p> <p class="wp-block-paragraph">Existing issues are not covered by this insurance.</p> <p class="wp-block-paragraph">Certain illnesses aren’t covered. Numerous cancers, heart attacks, liver or kidney damage brought on by drug or alcohol abuse, eating disorders like bulimia nervosa or anorexia nervosa, chronic psychiatric disorders, mental retardation, personality disorders like pyromania (the urge to start fires) or kleptomania (compulsive stealing), sociopathy (a severe personality disorder), antisocial personality disorder, and borderline personality disorder, among others, are not covered.</p> <p class="wp-block-paragraph"><strong>Do You Need Diabetic Insurance In India?</strong></p> <p class="wp-block-paragraph">Diabetes requires expensive management. The price of insulin and other medications, as well as the cost of lab work, doctor visits, and hospital stays, can quickly mount up.</p> <p class="wp-block-paragraph">Other options are at your disposal to help pay for these medical costs:</p> <p class="wp-block-paragraph">HSAPs (HSAs). HSAs enable individuals with high deductible health plans to set aside pre-tax funds for unforeseen medical costs, such as prescription drugs and office visits. With HSA funds, one can make tax-free purchases of glucose metres and insulin pumps. </p> <p class="wp-block-paragraph"><strong>Who Is Qualified To Purchase A Health Insurance Plan With Coverage For Diabetes?</strong></p> <p class="wp-block-paragraph">The appeal of the policy depends on several factors. Age, health, gender, and other variables are evaluated. If you have risk factors, get a <a href="https://www.bajajallianzlife.com/term-insurance-plans/diabetic-term-insurance-plan.html"><strong>term plan for diabetics</strong></a>. It offers top-notch diabetic care from an established hospital. Just make sure you renew your term plans<strong> </strong>on time.</p>]]></content:encoded> <wfw:commentRss>https://www.huntaways.com/diabetes-insurance-in-india-2023-all-you-need-to-know/feed/</wfw:commentRss> <slash:comments>0</slash:comments> </item> <item> <title>Legal and Ethical Considerations in Medical School: A Guide for Students</title> <link>https://www.huntaways.com/legal-and-ethical-considerations-in-medical-school-a-guide-for-students/</link> <comments>https://www.huntaways.com/legal-and-ethical-considerations-in-medical-school-a-guide-for-students/#respond</comments> <dc:creator><![CDATA[Melinda Smith]]></dc:creator> <pubDate>Wed, 12 Apr 2023 19:14:32 +0000</pubDate> <category><![CDATA[General]]></category> <guid isPermaLink="false">https://www.huntaways.com/?p=2266</guid> <description><![CDATA[As a medical student, it’s important to be aware of the legal and ethical considerations that come with your profession. While your primary focus may be on learning the skills necessary to become a successful doctor, understanding the legal and ethical framework that governs healthcare can help you make better decisions and avoid costly mistakes.  […]]]></description> <content:encoded><![CDATA[<p class="wp-block-paragraph">As a medical student, it’s important to be aware of the legal and ethical considerations that come with your profession. While your primary focus may be on learning the skills necessary to become a successful doctor, understanding the legal and ethical framework that governs healthcare can help you make better decisions and avoid costly mistakes. </p> <p class="wp-block-paragraph">In this blog, we’ll provide a guide for medical students on legal and ethical considerations, with a focus on the role of medical student lawyers.</p> <p class="wp-block-paragraph"><strong>Medical Student Lawyers</strong></p> <p class="wp-block-paragraph">If you’re interested in the intersection of law and medicine, you may consider becoming a <a href="https://www.studentdisciplinedefense.com/nationwide-medical-student-discipline-defense-lawyer">medical student lawyer</a>. Medical student lawyers are law students who specialize in healthcare law, and they can be valuable resources for medical students. They can provide advice on legal issues related to healthcare, such as medical malpractice, informed consent, and patient confidentiality.</p> <p class="wp-block-paragraph"><strong>Understanding Medical Malpractice</strong></p> <p class="wp-block-paragraph">One of the most important legal considerations for medical students is medical malpractice. Medical malpractice occurs when a healthcare provider fails to meet the expected standard of care, resulting in harm to the patient. As a medical student, you may not yet be responsible for patient care, but it’s still important to understand the legal framework that governs medical malpractice.</p> <p class="wp-block-paragraph"><strong>Informed Consent</strong></p> <p class="wp-block-paragraph">Informed consent is an important ethical consideration in healthcare. Informed consent means that a patient has been fully informed of the risks and benefits of a medical procedure or treatment, and has given their permission to undergo the procedure or treatment. As a medical student, you may be involved in obtaining informed consent from patients, so it’s important to understand the ethical considerations involved.</p> <p class="wp-block-paragraph"><strong>Patient Confidentiality</strong></p> <p class="wp-block-paragraph">Patient confidentiality is another important ethical consideration in healthcare. As a healthcare provider, you have a duty to protect the privacy of your patients. This means that you can’t share their medical information with anyone else without their permission, except in certain limited circumstances.</p> <p class="wp-block-paragraph"><strong>Conclusion</strong></p> <p class="wp-block-paragraph">As a medical student, you have a lot to learn about the practice of medicine. However, it’s important to also be aware of the legal and ethical considerations that come with the profession. Understanding medical malpractice, informed consent, patient confidentiality, and the role of medical student lawyers can help you make better decisions and avoid costly mistakes. By staying informed about these issues, you can be a more effective and responsible healthcare provider in the future.</p> <p class="wp-block-paragraph"></p>]]></content:encoded> <wfw:commentRss>https://www.huntaways.com/legal-and-ethical-considerations-in-medical-school-a-guide-for-students/feed/</wfw:commentRss> <slash:comments>0</slash:comments> </item> </channel></rss> <!-- plugin=object-cache-pro client=phpredis metric#hits=989 metric#misses=6 metric#hit-ratio=99.4 metric#bytes=464764 metric#prefetches=0 metric#store-reads=27 metric#store-writes=5 metric#store-hits=69 metric#store-misses=3 metric#sql-queries=2 metric#ms-total=363.49 metric#ms-cache=5.57 metric#ms-cache-avg=0.1796 metric#ms-cache-ratio=1.5 sample#redis-hits=87395884 sample#redis-misses=27767717 sample#redis-hit-ratio=75.9 sample#redis-ops-per-sec=186 sample#redis-evicted-keys=22386881 sample#redis-used-memory=1106602424 sample#redis-used-memory-rss=1129095168 sample#redis-memory-fragmentation-ratio=1.0 sample#redis-connected-clients=3 sample#redis-tracking-clients=0 sample#redis-rejected-connections=0 sample#redis-keys=2521 --> If you would like to create a banner that links to this page (i.e. this validation result), do the following:
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