{"success":true,"data":{"expert_quote":"","expert_quote_attribution":"","_id":"699469d82eb8014fa9440f5e","title":"The Shocking Truth About EPS Withdrawals Before 10 Years","metatitle":"Why EPS Withdrawal Before 10 Years Reduces Your Payout","metadescription":"Withdrawing EPS before 10 years? You may get far less than what was contributed. Learn how EPFO calculates your payout and how to protect your pension money.","primary_image_url":"https://finright-cms-media.s3.ap-south-1.amazonaws.com/2c1550e3-6280-4d04-b2da-7a14af6c655e.webp","main_content_id":{"_id":"699469d82eb8014fa9440f55","content":"<p><strong>Why You May Get Less Than You Contributed</strong></p><p>Many salaried employees assume they can withdraw the full Employee Pension Scheme (EPS) balance if they leave before 10 years. But in reality — <strong>you may get lesser</strong> than what was contributed. Here’s why.</p><p><br></p><h3><strong>Quick Recap: </strong><a href=\"https://finright.in/blogs/know-eps-rules-to-build-a-secure-retirement/\" rel=\"noopener noreferrer\" target=\"_blank\"><strong>What Is EPS?</strong></a></h3><ul><li>Part of your Provident Fund known as the Employee Pension Scheme.</li><li> <strong>8.33% of your employer’s EPF contribution</strong> goes to EPS (max ₹1,250/month).</li><li> <strong>Monthly pension eligibility</strong> only after <strong>10 years</strong> of service.</li><li> If you leave before 10 years, you can withdraw EPS.</li></ul><h3><br></h3><h3><strong>How EPS Withdrawal Is Calculated</strong></h3><p>When withdrawing before 10 years, EPFO uses this formula:</p><p><strong>Withdrawal = Proportion Factor × Last EPS Wage</strong></p><ul><li><strong>Proportion Factor</strong> is based on total years of service (see table).</li><li> <strong>EPS wage</strong> = last drawn Pensionable salary (capped at ₹15,000).</li><li> You get <strong>whichever is lower</strong> — this formula OR your actual EPS balance.</li></ul><p><br></p><h2><strong>Proportion Factor Table (Illustration)</strong></h2><p><img 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Why You May Receive Less Than Contributed</strong></h3><ul><li>Final EPS wage was <strong>lower</strong> (e.g., early exit, part-month work).</li><li> You worked with <strong>multiple employers</strong> — EPS balance not fully visible.</li><li> <strong>EPFO calculates payout using formula</strong> due to missing EPS passbook across employers.</li></ul><p><br></p><h3><strong>Case Example: ₹74,375 Contributed, ₹37,650 or ₹29375 Received</strong></h3><p><strong>Scenario:</strong></p><ul><li>5 years service (3+2 years across two companies)</li><li> Regular EPS wage: ₹15,000 → monthly EPS: ₹1,250</li><li> Last job: Early exit → final EPS wage: ₹7,500</li></ul><p><img 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\"></p><p><br></p><p>Despite contributing for 5 years, <strong>you lose over ₹36,000 or even more</strong> — purely because of the formula.</p><h3><br></h3><h3><strong>Why Does EPFO Use the Formula?</strong></h3><h5>Even with a centralized system, your EPS payout is not always based on your actual contribution. Here’s why:</h5><h4><br></h4><h4><strong>1️⃣ Employer-Level PF Offices Can’t See Full EPS Contributions</strong></h4><h4><strong>Each employer’s PF office only sees:</strong></h4><ul><li>Your<em> total service duration</em> under each establishment</li><li> Your <em>final EPS wage</em></li><li> They can’t see your total EPS contributions across jobs.</li></ul><h4><strong>So, when you raise a claim:</strong></h4><ul><li>The local PF office fills in the claim using a standard formula:</li><li> Proportion Factor × Last EPS Wage</li><li> They forward the claim to the central EPFO system (Delhi) for processing.</li></ul><h4><br></h4><h4><strong>2️⃣ Central Office Can See Actual EPS Balance</strong></h4><h4><strong>Once the claim reaches the central system, it can view:</strong></h4><ul><li>Full EPS contribution history</li><li> Actual EPS balance across all employers</li></ul><p><br></p><h3><strong>The Real Catch: No Consistency in EPS Payouts</strong></h3><h5>💡 Even though the central EPFO system can see your full EPS balance, claims are not always settled the same way.</h5><h3><strong>In some cases:</strong></h3><ul><li>EPFO pays based on the actual EPS balance (even if higher than the formula).</li><li> But in other cases:</li><li> The claim gets settled using the formula-based amount which is actually lower than the actual balance, or even rejected altogether due to an amount mismatch.</li></ul><p><em>There’s no official clarity on why different outcomes occur for similar cases — and this inconsistency is one of the biggest reasons people lose money or get stuck during EPS withdrawal.</em></p><h2><br></h2><h3><strong>Why Doesn’t the EPFO Just Pay the Full Balance?</strong></h3><p>Because the claim form doesn’t allow you to specify the EPS amount you want.</p><p>And without a complete, accurate service record visible at the local level, the system defaults to the formula — assuming that’s the fair estimate of your pension entitlement.</p><p>This is why so many employees lose money in EPS withdrawals.</p><h3><br></h3><h3><strong>Why EPFO Uses This Method</strong></h3><ul><li>Local PF office can <strong>see your service history</strong> but <strong>not full EPS contributions</strong>.</li><li> So, they apply the <strong>proportion factor × final wage formula</strong>.</li><li> The claim goes to the <strong>central EPFO system</strong>, which:Pulls your actual EPS balance.</li><li> Either rejected or the payment is less.</li></ul><h2><br></h2><h3><strong>How to Protect Your EPS Payout</strong></h3><p>✅ Ensure <strong>Date of Exit</strong> is updated for all jobs.</p><p>✅ Collect <strong>Annexure K</strong> after each PF transfer (it includes EPS data).</p><p>✅ If final salary is low, <strong>delay withdrawal</strong> or take a <strong>Scheme Certificate</strong>.</p><p>If need help visit us at <a href=\"http://finright.in\" rel=\"noopener noreferrer\" target=\"_blank\">Finright.in</a></p><h2><br></h2><h3><strong><span class=\"ql-cursor\">﻿</span>Final Word</strong></h3><p>EPS is built for long-term pension — <strong>not early withdrawal</strong>.</p><p>📌 If you exit before 10 years, your payout depends more on your <strong>last salary</strong> than total contributions.</p><p>Understand the rules, check your documents, and make informed choices — or take expert help to ensure you don’t lose your hard-earned money.</p>"},"category":"PF EPS issues","author":"Finright","is_published":true,"is_draft":false,"published_at":"2026-02-17T13:15:04.636Z","is_deleted":false,"summary_id":{"_id":"699469d82eb8014fa9440f5c","summary":"<p>EPS withdrawal before 10 years uses a formula based on last EPS wage and years of service, often resulting in less payout than actual contributions. Local PF offices see only partial data and apply the formula, while the central office has full EPS records but payouts remain inconsistent. Protect your payout by updating Exit Dates, collecting Annexure K after PF transfers, and delaying withdrawal if final salary is low.</p>"},"visual_summary":null,"faq_id":{"_id":"699469d82eb8014fa9440f57","faqs":[{"question":"What happens if I complete 10 years of service?","answer":"<p>You cannot withdraw EPS as lump sum.</p><p>You become eligible for monthly pension at age 58.</p>","_id":"699469d82eb8014fa9440f58"},{"question":"What document proves my EPS service history?","answer":"<p><strong>Annexure K</strong> — it contains pension contribution details after PF transfer.</p>","_id":"699469d82eb8014fa9440f59"},{"question":"What is the maximum salary considered for EPS calculation?","answer":"<p>₹15,000 per month.</p><p> Even if you earned more, EPS calculations will not exceed this wage cap.</p>","_id":"699469d82eb8014fa9440f5a"}],"is_deleted":false},"createdAt":"2026-02-17T13:15:04.636Z","updatedAt":"2026-03-10T03:21:06.776Z","__v":0,"slug":"the-shocking-truth-about-eps-withdrawals-before-10-years","id":"699469d82eb8014fa9440f5e","totalLikes":0,"totalViews":491,"totalShares":0,"ctas":{"checkmypf-1":{"_id":"69e364082c6fa767919261a7","unique_key":"checkmypf-1","button_text":"Check YOUR PF Now!","description":"Unsure about your PF balance? Use FinRight's CheckMyPF tool to analyze your EPF records for potential discrepancies or missed transfers.","heading":"Check My PF – Get Your Detailed Report!","navigation_url":"https://finright.in/check-pf-withdrawability"},"bookexpertcall_1":{"_id":"69e3643e2c6fa767919261a8","unique_key":"bookexpertcall_1","button_text":"Book a Call","description":"Book a consultation call with our EPF experts to get personalized assistance for withdrawal or transfer of your Provident Fund.","heading":"Need Help with PF Withdrawal or Transfer?","navigation_url":"https://finright.in/"},"transfer-1":{"_id":"69e364862c6fa767919261a9","unique_key":"transfer-1","button_text":"Start Your Transfer Journey!","description":"Let us assist you with the smooth transfer of your Provident Fund balance from previous employers. Ensure your funds are consolidated.","heading":"Transfer Your PF Without Hassles","navigation_url":"https://finright.in/"},"withdrawal-1":{"_id":"69e364b82c6fa767919261aa","unique_key":"withdrawal-1","button_text":"Start Your PF Withdrawal Journey!","description":"If you're ready to withdraw your PF, let us guide you through the process, ensuring all documents and conditions are met.","heading":"Simplified PF Withdrawal Process","navigation_url":"https://finright.in/"}}},"nextBlog":{"_id":"69946c512eb8014fa9440f7b","title":"EPFO Services Now On DigiLocker: Joint Declaration Just Got Easier","primary_image_url":"https://finright-cms-media.s3.ap-south-1.amazonaws.com/ac702b65-31d4-4456-b702-5405d3d3b13f.webp","id":"69946c512eb8014fa9440f7b"},"previousBlog":{"_id":"6994678b2eb8014fa9440f09","title":"UAN Password Reset Guide – What, Why & How to Do It","primary_image_url":"https://finright-cms-media.s3.ap-south-1.amazonaws.com/13b1a8b4-a4e1-400e-9f93-0067dcb6987b.webp","id":"6994678b2eb8014fa9440f09"}}