{"success":true,"data":{"_id":"6abe6a4b93cd7ed217496feb","title":"Why Is My In-Hand Salary Lower This Month? The New EPF Wage Ceiling of ₹25,000 Explained","metatitle":"Why Is My In-Hand Salary Lower This Month? The New EPF Wage Ceiling ₹25,000","metadescription":"Smaller salary credit this month? The EPF wage ceiling rose to ₹25,000 from 17 Sept 2026. See who is affected, by how much, and what you gain.","primary_image_url":"https://finright-cms-media.s3.ap-south-1.amazonaws.com/7f4e8040-9449-44fd-a4e2-bf18a8b46e31.webp","main_content_id":{"_id":"6abe6a4b93cd7ed217496fe4","content":"<p>Your salary landed today, and it is a few hundred rupees short. Maybe even a thousand. Before you write to HR, check one line on your payslip: the PF deduction.</p><p><strong>Short answer:</strong> From 17 September 2026, the EPF wage ceiling went up from ₹15,000 to ₹25,000 a month. If your PF was being cut on the old ₹15,000 limit, or you were outside PF earlier, your PF deduction is now higher. That lowers your in-hand salary, but the money goes into your own EPF account.</p><p>The important part: <strong>not everyone is affected.</strong> This guide shows exactly which group you fall into, how much less you will get, and what to check so the extra deduction actually reaches your PF account. For the full background on the rule change itself, read our explainer on the <a href=\"https://finright.in/blogs/epfo-wage-ceiling-hike-rs-25000-from-15000\" rel=\"noopener noreferrer\" target=\"_blank\">EPFO wage ceiling hike to ₹25,000 and its impact on EPF, EPS and EDLI</a>.</p><p><br></p><h2><strong>Quick summary</strong></h2><ul><li>The EPF wage ceiling is now ₹25,000 a month (earlier ₹15,000), effective 17 September 2026.</li><li>Basic below ₹15,000: no change.</li><li>Basic ₹15,001 to ₹25,000 and outside PF earlier: PF is now mandatory, so a new 12% deduction starts. This is the biggest change.</li><li>Basic ₹15,001 to ₹25,000 with PF capped at ₹15,000: deduction rises to 12% of your actual basic.</li><li>Basic above ₹25,000 with PF at the minimum (₹1,800): deduction rises to ₹3,000 a month.</li><li>Already contributing 12% of your full basic: no change in your take-home.</li><li>The September salary (credited around 1 October) covers only 14 days at the new ceiling. October is the first full month, and arrears may show up if payroll updates late.</li><li>Your take-home falls, but your EPF corpus, pension base and EDLI cover go up.</li></ul><p><br></p><h2><strong>What changed on 17 September 2026</strong></h2><p>The Union Cabinet approved raising the EPF wage ceiling from ₹15,000 to ₹25,000 on 16 September 2026 (see the <a href=\"https://pib.gov.in\" rel=\"noopener noreferrer\" target=\"_blank\">Press Information Bureau</a> release). The <a href=\"https://labour.gov.in\" rel=\"noopener noreferrer\" target=\"_blank\">Ministry of Labour and Employment</a> notified it the next day through <a href=\"https://egazette.gov.in\" rel=\"noopener noreferrer\" target=\"_blank\">Gazette of India notification S.O. 5109(E) dated 17 September 2026</a>, issued under Section 2(89) of the Code on Social Security, 2020. It applies from <strong>17 September 2026</strong>.</p><div class=\"ql-table-block\" contenteditable=\"false\" data-table=\"{&quot;rows&quot;:[[{&quot;text&quot;:&quot;Item&quot;},{&quot;text&quot;:&quot;Before&quot;},{&quot;text&quot;:&quot;From 17 Sept 2026&quot;}],[{&quot;text&quot;:&quot;Wage ceiling for mandatory PF&quot;},{&quot;text&quot;:&quot;₹15,000 a month&quot;},{&quot;text&quot;:&quot;₹25,000 a month&quot;}],[{&quot;text&quot;:&quot;Maximum mandatory employee PF (12%)&quot;},{&quot;text&quot;:&quot;₹1,800&quot;},{&quot;text&quot;:&quot;₹3,000&quot;}],[{&quot;text&quot;:&quot;Maximum employer EPS (8.33%)&quot;},{&quot;text&quot;:&quot;₹1,250&quot;},{&quot;text&quot;:&quot;₹2,083&quot;}],[{&quot;text&quot;:&quot;Schemes covered&quot;},{&quot;text&quot;:&quot;EPF, EPS, EDLI&quot;},{&quot;text&quot;:&quot;EPF, EPS, EDLI&quot;}],[{&quot;text&quot;:&quot;Last revised&quot;},{&quot;text&quot;:&quot;September 2014&quot;},{&quot;text&quot;:&quot;September 2026&quot;}]],&quot;hasHeaderRow&quot;:true}\"><table style=\"border-collapse:collapse;width:100%;\"><tbody><tr><th style=\"border:1px solid #d1d5db;padding:6px 10px;font-weight:600;text-align:left;background:#f9fafb;\">Item</th><th style=\"border:1px solid #d1d5db;padding:6px 10px;font-weight:600;text-align:left;background:#f9fafb;\">Before</th><th style=\"border:1px solid #d1d5db;padding:6px 10px;font-weight:600;text-align:left;background:#f9fafb;\">From 17 Sept 2026</th></tr><tr><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">Wage ceiling for mandatory PF</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹15,000 a month</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹25,000 a month</td></tr><tr><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">Maximum mandatory employee PF (12%)</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹1,800</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹3,000</td></tr><tr><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">Maximum employer EPS (8.33%)</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹1,250</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹2,083</td></tr><tr><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">Schemes covered</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">EPF, EPS, EDLI</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">EPF, EPS, EDLI</td></tr><tr><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">Last revised</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">September 2014</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">September 2026</td></tr></tbody></table></div><p><strong>Why now?</strong> The ceiling had not moved in 12 years. Minimum wages in many states had nearly caught up with ₹15,000, so a large part of the workforce was outside mandatory PF. The government estimates that over 51 lakh more employees will now come under PF, pension and insurance cover. We trace <a href=\"https://finright.in/blogs/epfo-wage-ceiling-hike-rs-25000-from-15000\" rel=\"noopener noreferrer\" target=\"_blank\">how the wage ceiling got here</a> in our detailed explainer.</p><p>\"Wages\" here means basic pay plus dearness allowance (DA), not your gross or CTC. Every calculation below uses that figure.</p><p><br></p><h2><strong>Who is affected and who is not</strong></h2><p>Whether your in-hand salary drops depends on two things: your basic pay (plus DA), and how your PF was being calculated before 17 September. Find your row below.</p><div class=\"ql-table-block\" contenteditable=\"false\" data-table=\"{&quot;rows&quot;:[[{&quot;text&quot;:&quot;Group&quot;},{&quot;text&quot;:&quot;Your basic + DA&quot;},{&quot;text&quot;:&quot;How your PF worked before&quot;},{&quot;text&quot;:&quot;Monthly PF before&quot;},{&quot;text&quot;:&quot;Monthly PF now&quot;},{&quot;text&quot;:&quot;Impact on in-hand salary&quot;}],[{&quot;text&quot;:&quot;1&quot;},{&quot;text&quot;:&quot;Below ₹15,000&quot;},{&quot;text&quot;:&quot;12% of basic&quot;},{&quot;text&quot;:&quot;12% of basic&quot;},{&quot;text&quot;:&quot;12% of basic&quot;},{&quot;text&quot;:&quot;Not affected&quot;}],[{&quot;text&quot;:&quot;2&quot;},{&quot;text&quot;:&quot;₹15,001 to ₹25,000&quot;},{&quot;text&quot;:&quot;Opted out (not a PF member)&quot;},{&quot;text&quot;:&quot;₹0&quot;},{&quot;text&quot;:&quot;12% of basic (₹1,800 to ₹3,000)&quot;},{&quot;text&quot;:&quot;Biggest change. New deduction starts&quot;}],[{&quot;text&quot;:&quot;3&quot;},{&quot;text&quot;:&quot;₹15,001 to ₹25,000&quot;},{&quot;text&quot;:&quot;PF capped at ₹15,000&quot;},{&quot;text&quot;:&quot;₹1,800&quot;},{&quot;text&quot;:&quot;12% of actual basic&quot;},{&quot;text&quot;:&quot;Lower. Up to ₹1,200 less a month&quot;}],[{&quot;text&quot;:&quot;4&quot;},{&quot;text&quot;:&quot;Above ₹25,000&quot;},{&quot;text&quot;:&quot;PF at the minimum (capped at ₹15,000)&quot;},{&quot;text&quot;:&quot;₹1,800&quot;},{&quot;text&quot;:&quot;₹3,000&quot;},{&quot;text&quot;:&quot;Lower. ₹1,200 less a month&quot;}],[{&quot;text&quot;:&quot;5&quot;},{&quot;text&quot;:&quot;Above ₹25,000&quot;},{&quot;text&quot;:&quot;PF at the maximum (12% of full basic, by joint request)&quot;},{&quot;text&quot;:&quot;12% of basic&quot;},{&quot;text&quot;:&quot;12% of basic&quot;},{&quot;text&quot;:&quot;Not affected&quot;}]],&quot;hasHeaderRow&quot;:true}\"><table style=\"border-collapse:collapse;width:100%;\"><tbody><tr><th style=\"border:1px solid #d1d5db;padding:6px 10px;font-weight:600;text-align:left;background:#f9fafb;\">Group</th><th style=\"border:1px solid #d1d5db;padding:6px 10px;font-weight:600;text-align:left;background:#f9fafb;\">Your basic + DA</th><th style=\"border:1px solid #d1d5db;padding:6px 10px;font-weight:600;text-align:left;background:#f9fafb;\">How your PF worked before</th><th style=\"border:1px solid #d1d5db;padding:6px 10px;font-weight:600;text-align:left;background:#f9fafb;\">Monthly PF before</th><th style=\"border:1px solid #d1d5db;padding:6px 10px;font-weight:600;text-align:left;background:#f9fafb;\">Monthly PF now</th><th style=\"border:1px solid #d1d5db;padding:6px 10px;font-weight:600;text-align:left;background:#f9fafb;\">Impact on in-hand salary</th></tr><tr><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">1</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">Below ₹15,000</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">12% of basic</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">12% of basic</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">12% of basic</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">Not affected</td></tr><tr><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">2</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹15,001 to ₹25,000</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">Opted out (not a PF member)</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹0</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">12% of basic (₹1,800 to ₹3,000)</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">Biggest change. New deduction starts</td></tr><tr><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">3</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹15,001 to ₹25,000</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">PF capped at ₹15,000</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹1,800</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">12% of actual basic</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">Lower. Up to ₹1,200 less a month</td></tr><tr><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">4</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">Above ₹25,000</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">PF at the minimum (capped at ₹15,000)</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹1,800</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹3,000</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">Lower. ₹1,200 less a month</td></tr><tr><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">5</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">Above ₹25,000</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">PF at the maximum (12% of full basic, by joint request)</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">12% of basic</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">12% of basic</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">Not affected</td></tr></tbody></table></div><h3><strong>Not affected</strong></h3><ul><li><strong>Group 1, basic below ₹15,000.</strong> Your PF was always 12% of your actual basic. The ceiling never touched you, so nothing changes.</li><li><strong>Group 5, basic above ₹25,000, contributing on full basic.</strong> You already pay more than ₹3,000 (for example, ₹4,200 on a ₹35,000 basic), usually because you and your employer gave a joint request to contribute on full wages. Your deduction stays the same.</li><li><strong>Basic ₹15,001 to ₹25,000, already contributing on full basic.</strong> If your employer was already deducting 12% of your actual basic (say ₹2,400 on ₹20,000), nothing changes for you either.</li><li><strong>Basic above ₹25,000 and never a PF member.</strong> You are still above the ceiling, so PF stays optional for you.</li></ul><h3><strong>Affected</strong></h3><ul><li><strong>Group 2, basic ₹15,001 to ₹25,000, earlier opted out.</strong> This group sees the biggest change. Earlier, your salary was above the ceiling, so you could stay out of PF. Now your wage is within the ₹25,000 limit, so PF is mandatory. A fresh 12% deduction starts, and your employer must also contribute 12%. You also get pension (EPS) and insurance (EDLI) cover for the first time.</li><li><strong>Group 3, basic ₹15,001 to ₹25,000, PF capped at ₹15,000.</strong> Your employer was cutting only ₹1,800. The mandatory limit is now your full basic, so your deduction rises to 12% of your actual basic. For a ₹22,000 basic, that is ₹2,640.</li><li><strong>Group 4, basic above ₹25,000, PF at the minimum.</strong> You were on the lowest allowed deduction of ₹1,800. The new minimum is ₹3,000 (12% of ₹25,000), so you pay ₹1,200 more a month.</li></ul><p>If your CTC includes the employer's PF share, your gross pay may also drop by a similar amount. Check whether your offer letter shows \"Employer PF\" inside CTC.</p><p>Were you earlier treated as an \"excluded employee\"? Our PF expert explains what happens to your enrolment and whether the change works for or against you in the <a href=\"https://finright.in/blogs/new-epfo-wage-ceiling-expert-take\" rel=\"noopener noreferrer\" target=\"_blank\">expert take on the EPFO wage ceiling hike</a>.</p><p><br></p><h2><strong>Am I affected? A 30-second self-check</strong></h2><p>Open your latest payslip and find two things: your basic + DA, and the PF amount deducted last month. Then follow the chart.</p><p><img src=\"data:image/png;base64,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\" alt=\"Am I affected? Self-check by basic pay and PF status\"></p><p>Am I affected? Self-check by basic pay and PF status</p><p>Tip: if last month's PF was exactly ₹1,800 and your basic is above ₹15,000, your PF was capped. You are in group 3 or group 4.</p><p><br></p><h2><strong>How much less will I get?</strong></h2><p>The drop ranges from ₹0 to ₹3,000 a month, depending on your group. Here are three common salary levels. All amounts are the employee's own 12% PF deduction.</p><div class=\"ql-table-block\" contenteditable=\"false\" data-table=\"{&quot;rows&quot;:[[{&quot;text&quot;:&quot;Basic + DA&quot;},{&quot;text&quot;:&quot;Your situation (group)&quot;},{&quot;text&quot;:&quot;PF before&quot;},{&quot;text&quot;:&quot;September salary&quot;},{&quot;text&quot;:&quot;From October&quot;},{&quot;text&quot;:&quot;Extra cut from October&quot;}],[{&quot;text&quot;:&quot;₹18,000&quot;},{&quot;text&quot;:&quot;Opted out (2)&quot;},{&quot;text&quot;:&quot;₹0&quot;},{&quot;text&quot;:&quot;₹1,008&quot;},{&quot;text&quot;:&quot;₹2,160&quot;},{&quot;text&quot;:&quot;₹2,160&quot;}],[{&quot;text&quot;:&quot;₹18,000&quot;},{&quot;text&quot;:&quot;PF capped at ₹15,000 (3)&quot;},{&quot;text&quot;:&quot;₹1,800&quot;},{&quot;text&quot;:&quot;₹1,968&quot;},{&quot;text&quot;:&quot;₹2,160&quot;},{&quot;text&quot;:&quot;₹360&quot;}],[{&quot;text&quot;:&quot;₹18,000&quot;},{&quot;text&quot;:&quot;Already on full basic&quot;},{&quot;text&quot;:&quot;₹2,160&quot;},{&quot;text&quot;:&quot;₹2,160&quot;},{&quot;text&quot;:&quot;₹2,160&quot;},{&quot;text&quot;:&quot;₹0&quot;}],[{&quot;text&quot;:&quot;₹22,000&quot;},{&quot;text&quot;:&quot;Opted out (2)&quot;},{&quot;text&quot;:&quot;₹0&quot;},{&quot;text&quot;:&quot;₹1,232&quot;},{&quot;text&quot;:&quot;₹2,640&quot;},{&quot;text&quot;:&quot;₹2,640&quot;}],[{&quot;text&quot;:&quot;₹22,000&quot;},{&quot;text&quot;:&quot;PF capped at ₹15,000 (3)&quot;},{&quot;text&quot;:&quot;₹1,800&quot;},{&quot;text&quot;:&quot;₹2,192&quot;},{&quot;text&quot;:&quot;₹2,640&quot;},{&quot;text&quot;:&quot;₹840&quot;}],[{&quot;text&quot;:&quot;₹35,000&quot;},{&quot;text&quot;:&quot;PF at minimum (4)&quot;},{&quot;text&quot;:&quot;₹1,800&quot;},{&quot;text&quot;:&quot;₹2,360&quot;},{&quot;text&quot;:&quot;₹3,000&quot;},{&quot;text&quot;:&quot;₹1,200&quot;}],[{&quot;text&quot;:&quot;₹35,000&quot;},{&quot;text&quot;:&quot;PF at maximum (5)&quot;},{&quot;text&quot;:&quot;₹4,200&quot;},{&quot;text&quot;:&quot;₹4,200&quot;},{&quot;text&quot;:&quot;₹4,200&quot;},{&quot;text&quot;:&quot;₹0&quot;}]],&quot;hasHeaderRow&quot;:true}\"><table style=\"border-collapse:collapse;width:100%;\"><tbody><tr><th style=\"border:1px solid #d1d5db;padding:6px 10px;font-weight:600;text-align:left;background:#f9fafb;\">Basic + DA</th><th style=\"border:1px solid #d1d5db;padding:6px 10px;font-weight:600;text-align:left;background:#f9fafb;\">Your situation (group)</th><th style=\"border:1px solid #d1d5db;padding:6px 10px;font-weight:600;text-align:left;background:#f9fafb;\">PF before</th><th style=\"border:1px solid #d1d5db;padding:6px 10px;font-weight:600;text-align:left;background:#f9fafb;\">September salary</th><th style=\"border:1px solid #d1d5db;padding:6px 10px;font-weight:600;text-align:left;background:#f9fafb;\">From October</th><th style=\"border:1px solid #d1d5db;padding:6px 10px;font-weight:600;text-align:left;background:#f9fafb;\">Extra cut from October</th></tr><tr><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹18,000</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">Opted out (2)</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹0</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹1,008</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹2,160</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹2,160</td></tr><tr><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹18,000</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">PF capped at ₹15,000 (3)</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹1,800</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹1,968</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹2,160</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹360</td></tr><tr><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹18,000</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">Already on full basic</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹2,160</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹2,160</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹2,160</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹0</td></tr><tr><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹22,000</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">Opted out (2)</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹0</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹1,232</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹2,640</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹2,640</td></tr><tr><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹22,000</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">PF capped at ₹15,000 (3)</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹1,800</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹2,192</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹2,640</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹840</td></tr><tr><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹35,000</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">PF at minimum (4)</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹1,800</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹2,360</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹3,000</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹1,200</td></tr><tr><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹35,000</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">PF at maximum (5)</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹4,200</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹4,200</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹4,200</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹0</td></tr></tbody></table></div><p>September is split: 16 days (1 to 16 September) at the old rule and 14 days (17 to 30 September) at the new one. For a ₹22,000 basic capped earlier: (₹1,800 × 16/30) + (₹2,640 × 14/30) = ₹960 + ₹1,232 = ₹2,192. Your employer may round this differently, or skip the split and recover it later as arrears.</p><p>The employer adds its own matching 12% on the same wage. That does not come out of your in-hand pay unless your CTC includes it. Wondering whether the lower take-home is worth it? See the <a href=\"https://finright.in/blogs/new-epfo-wage-ceiling-expert-take\" rel=\"noopener noreferrer\" target=\"_blank\">old vs new calculation, side by side, in our expert take</a>.</p><p><br></p><h2><strong>Where the money goes</strong></h2><p>None of the extra deduction is a tax or a fee. It all goes to your own retirement savings and insurance. Here is the split on a wage of ₹25,000:</p><div class=\"ql-table-block\" contenteditable=\"false\" data-table=\"{&quot;rows&quot;:[[{&quot;text&quot;:&quot;Who pays&quot;},{&quot;text&quot;:&quot;Goes to&quot;},{&quot;text&quot;:&quot;Rate&quot;},{&quot;text&quot;:&quot;Amount on ₹25,000&quot;}],[{&quot;text&quot;:&quot;You (employee)&quot;},{&quot;text&quot;:&quot;Your EPF account&quot;},{&quot;text&quot;:&quot;12%&quot;},{&quot;text&quot;:&quot;₹3,000&quot;}],[{&quot;text&quot;:&quot;Employer&quot;},{&quot;text&quot;:&quot;Your EPF account&quot;},{&quot;text&quot;:&quot;3.67%&quot;},{&quot;text&quot;:&quot;₹917&quot;}],[{&quot;text&quot;:&quot;Employer&quot;},{&quot;text&quot;:&quot;Pension (EPS)&quot;},{&quot;text&quot;:&quot;8.33%&quot;},{&quot;text&quot;:&quot;₹2,083&quot;}],[{&quot;text&quot;:&quot;Employer&quot;},{&quot;text&quot;:&quot;Insurance (EDLI)&quot;},{&quot;text&quot;:&quot;0.50%&quot;},{&quot;text&quot;:&quot;₹125&quot;}],[{&quot;text&quot;:&quot;Employer&quot;},{&quot;text&quot;:&quot;EPFO admin charges&quot;},{&quot;text&quot;:&quot;0.50%&quot;},{&quot;text&quot;:&quot;₹125&quot;}]],&quot;hasHeaderRow&quot;:true}\"><table style=\"border-collapse:collapse;width:100%;\"><tbody><tr><th style=\"border:1px solid #d1d5db;padding:6px 10px;font-weight:600;text-align:left;background:#f9fafb;\">Who pays</th><th style=\"border:1px solid #d1d5db;padding:6px 10px;font-weight:600;text-align:left;background:#f9fafb;\">Goes to</th><th style=\"border:1px solid #d1d5db;padding:6px 10px;font-weight:600;text-align:left;background:#f9fafb;\">Rate</th><th style=\"border:1px solid #d1d5db;padding:6px 10px;font-weight:600;text-align:left;background:#f9fafb;\">Amount on ₹25,000</th></tr><tr><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">You (employee)</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">Your EPF account</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">12%</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹3,000</td></tr><tr><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">Employer</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">Your EPF account</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">3.67%</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹917</td></tr><tr><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">Employer</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">Pension (EPS)</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">8.33%</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹2,083</td></tr><tr><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">Employer</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">Insurance (EDLI)</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">0.50%</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹125</td></tr><tr><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">Employer</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">EPFO admin charges</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">0.50%</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\">₹125</td></tr></tbody></table></div><p><strong>What changes for people above ₹15,000 already on full basic:</strong> your own deduction is the same, but the employer's split shifts. Pension (EPS) is now worked out on wages up to ₹25,000 instead of ₹15,000, so the EPS part can rise from ₹1,250 to ₹2,083. Since the employer's total 12% stays the same, a little less goes into your EPF balance and more into your pension.</p><p>As per EPFO's FAQs on the change, members earning ₹15,001 to ₹25,000 who were in EPF but excluded from EPS also become EPS members from 17 September 2026. For the exact formulas, see the <a href=\"https://finright.in/blogs/epfo-wage-ceiling-hike-rs-25000-from-15000\" rel=\"noopener noreferrer\" target=\"_blank\">EPF, EPS and EDLI calculations under the new ceiling</a>. EPS eligibility can still depend on when you joined and your wage at joining, so read our guides on <a href=\"https://finright.in/blogs/know-eps-rules-to-build-a-secure-retirement\" rel=\"noopener noreferrer\" target=\"_blank\">EPS rules for a secure retirement</a> and <a href=\"https://finright.in/blogs/eps-eligibility-confuses-epfo-a-rare-salary-crossover-case\" rel=\"noopener noreferrer\" target=\"_blank\">EPS eligibility when your salary crosses the ceiling</a>, then check your passbook to see how your employer is splitting it.</p><h2><strong>Why this month and next month look different</strong></h2><p>The new ceiling started mid-month, so the change shows up in two steps.</p><ol><li><strong>September salary (credited around 1 October):</strong> only 14 of 30 days fall under the new ceiling, so you see a partial increase in PF deduction.</li><li><strong>October salary (credited around 1 November):</strong> the first full month at the new ceiling. Your deduction rises to the full new amount.</li><li><strong>Arrears (October or November):</strong> many payroll teams need one or two cycles to update software and EPFO filings. If your employer did not apply the change for 17 to 30 September, the missed amount may be deducted later as arrears. That month's salary can look lower than usual.</li></ol><p>If your September salary looks normal, your employer may simply not have updated payroll yet. Expect the change, plus possible arrears, in the next one or two salaries.</p><p><br></p><h2><strong>What you gain in the long run</strong></h2><p>A smaller in-hand salary today means a bigger retirement fund later. (Our expert also weighs <a href=\"https://finright.in/blogs/new-epfo-wage-ceiling-expert-take\" rel=\"noopener noreferrer\" target=\"_blank\">whether the EPS share is a long-term gain or a loss</a>, since pension money does not compound like EPF.) Take a group 4 employee with a ₹35,000 basic who was on the ₹1,800 minimum:</p><ul><li>Extra employee PF: ₹1,200 a month</li><li>Extra employer share into EPF: about ₹367 a month</li><li>Extra employer share into pension (EPS): about ₹833 a month</li></ul><div class=\"ql-table-block\" contenteditable=\"false\" data-table=\"{&quot;rows&quot;:[[{&quot;text&quot;:&quot; Time&quot;},{&quot;text&quot;:&quot; Extra EPF corpus (approx.)&quot;}],[{&quot;text&quot;:&quot; 10 years&quot;},{&quot;text&quot;:&quot; ₹2.9 lakh&quot;}],[{&quot;text&quot;:&quot; 20 years&quot;},{&quot;text&quot;:&quot; ₹9.5 lakh&quot;}]],&quot;hasHeaderRow&quot;:true}\"><table style=\"border-collapse:collapse;width:100%;\"><tbody><tr><th style=\"border:1px solid #d1d5db;padding:6px 10px;font-weight:600;text-align:left;background:#f9fafb;\"> Time</th><th style=\"border:1px solid #d1d5db;padding:6px 10px;font-weight:600;text-align:left;background:#f9fafb;\"> Extra EPF corpus (approx.)</th></tr><tr><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\"> 10 years</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\"> ₹2.9 lakh</td></tr><tr><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\"> 20 years</td><td style=\"border:1px solid #d1d5db;padding:6px 10px;text-align:left;\"> ₹9.5 lakh</td></tr></tbody></table></div><p>These figures assume the current <a href=\"https://finright.in/blogs/epfo-interest-rates-202526-all-you-need-to-know-about-your-epf-interest\" rel=\"noopener noreferrer\" target=\"_blank\">EPF interest rate of 8.25% for FY 2025-26</a> stays the same and your salary does not change. In reality, salary hikes would make the corpus larger. Curious when the interest lands? See <a href=\"https://finright.in/blogs/when-does-epf-interest-get-credited-heres-what-you-need-to-know\" rel=\"noopener noreferrer\" target=\"_blank\">when EPF interest gets credited</a>.</p><p>You also get:</p><ul><li><strong>A higher pension base:</strong> EPS is now calculated on wages up to ₹25,000. Planning ahead? Compare <a href=\"https://finright.in/blogs/eps-pension-at-50-58-or-60-which-one-works-best-for-you\" rel=\"noopener noreferrer\" target=\"_blank\">EPS pension at 50, 58 or 60</a>.</li><li><strong>Higher EDLI life cover:</strong> the insurance payout is linked to your wage, so a higher wage ceiling means higher cover for your family. Read more on the <a href=\"https://finright.in/blogs/epfo-key-modification-to-edli-scheme\" rel=\"noopener noreferrer\" target=\"_blank\">EDLI scheme</a>.</li><li><strong>Tax benefit:</strong> your own PF contribution qualifies for deduction under Section 80C in the old tax regime (<a href=\"https://www.incometax.gov.in\" rel=\"noopener noreferrer\" target=\"_blank\">Income Tax Department</a>).</li></ul><h2><strong>Check your payslip and PF passbook</strong></h2><p>A higher deduction only helps if it actually reaches your EPF account. Use this checklist after your September and October salaries.</p><ul><li>Your payslip shows the new PF amount for your group (see the table above).</li><li>The PF wage on the payslip matches your basic + DA, up to ₹25,000.</li><li>Your EPF passbook shows the employee and employer shares for the same month. Here is <a href=\"https://finright.in/blogs/guide-on-pf-balance-check-with-uan-login-passbook-sms\" rel=\"noopener noreferrer\" target=\"_blank\">how to check your PF balance and passbook</a>.</li><li>The EPS (pension) amount in the passbook has changed if your wage is above ₹15,000.</li><li>If you were newly added to PF, you have a UAN and it is activated. Follow our steps to <a href=\"https://finright.in/blogs/how-to-find-your-uan-3-working-methods\" rel=\"noopener noreferrer\" target=\"_blank\">find your UAN</a> and <a href=\"https://finright.in/blogs/how-to-activate-your-uan-for-easy-pf-withdrawal\" rel=\"noopener noreferrer\" target=\"_blank\">activate your UAN</a>.</li><li>Your Aadhaar, PAN and bank account are linked to your UAN. See <a href=\"https://finright.in/blogs/how-to-update-kyc-for-your-epf-uan-in-2026-step-by-step-guide\" rel=\"noopener noreferrer\" target=\"_blank\">how to update KYC for your EPF UAN</a>.</li><li>Any arrears deducted later also show up in the passbook.</li></ul><p><br></p><p><strong><em>Not sure if your PF is being credited correctly?</em></strong><em> </em><a href=\"https://finright.in/check-pf-withdrawability?utm_source=Blog&amp;utm_medium=Why+Is+My+In-Hand+Salary+Lower+This+Month\" rel=\"noopener noreferrer\" target=\"_blank\"><em>Use CheckMyPF to scan your PF account for errors in minutes</em></a><em>. It flags mismatches, missing contributions and KYC issues before they block a future claim.</em></p><p><br></p><h2><strong>Red flags to watch for</strong></h2><p>Act quickly if you notice any of these:</p><ul><li><strong>Higher deduction on the payslip, but nothing new in the passbook.</strong> Your employer may have deducted the money but not deposited it with EPFO. You can also check <a href=\"https://finright.in/blogs/missing-pf-interest-are-you-losing-money-unknowingly\" rel=\"noopener noreferrer\" target=\"_blank\">if you are missing PF interest</a>.</li><li><strong>You were newly added to PF, but no UAN was created.</strong> Contributions without a linked UAN are hard to track and claim later.</li><li><strong>A second UAN was created for you.</strong> Two UANs split your service history and cause transfer and withdrawal problems. Here is <a href=\"https://finright.in/blogs/how-to-transfer-all-your-pf-amount-in-one-account\" rel=\"noopener noreferrer\" target=\"_blank\">how to transfer all your PF into one account</a>.</li><li><strong>Wrong EPS split.</strong> The pension share looks the same as before even though your wage is above ₹15,000. See our guide on the <a href=\"https://finright.in/blogs/decoding-epfos-19-dec-2025-circular-on-eps-correction-a-practical-guide\" rel=\"noopener noreferrer\" target=\"_blank\">EPFO circular on EPS correction</a>.</li><li><strong>Arrears deducted twice, or not reflected at all.</strong></li><li><strong>Name, date of birth or joining date mismatch</strong> in the new PF record. These errors often surface later, so <a href=\"https://finright.in/blogs/dont-let-form-11-errors-derail-your-epf-and-eps-benefits-heres-how-to-avoid-them\" rel=\"noopener noreferrer\" target=\"_blank\">avoid Form 11 errors</a> early.</li></ul><p><br></p><p><strong><em>Spotted a mismatch?</em></strong><em> </em><a href=\"https://epf.finright.in/call-booking?utm_source=Blog&amp;utm_medium=Why+Is+My+In-Hand+Salary+Lower+This+Month\" rel=\"noopener noreferrer\" target=\"_blank\"><em>Talk to a FinRight PF expert</em></a><em> to get it fixed before it turns into a </em><a href=\"https://finright.in/blogs/pf-claim-rejected-in-2026-7-reasons-step-by-step-fixes\" rel=\"noopener noreferrer\" target=\"_blank\"><em>rejected PF claim</em></a><em> later.</em></p><p><br></p><h2><strong>Can I opt out or go back to the minimum?</strong></h2><ul><li><strong>Basic up to ₹25,000:</strong> No. PF is now mandatory on your full basic, up to the ceiling. You cannot opt out or cap it below 12% of your basic.</li><li><strong>Basic above ₹25,000, already a PF member:</strong> You must contribute at least 12% of ₹25,000 (₹3,000). The old ₹1,800 figure was never a separate cap, just 12% of the earlier ₹15,000 ceiling, so it rises automatically with the new ceiling. We explain this in <a href=\"https://finright.in/blogs/epf-scheme-1800-epf-contribution-cap\" rel=\"noopener noreferrer\" target=\"_blank\">what changed with the ₹1,800 EPF contribution cap</a>.</li><li><strong>Want PF on your full basic above ₹25,000?</strong> This needs a joint written request from you and your employer under the EPF Scheme. Without it, your employer only has to match contributions up to ₹25,000.</li><li><strong>Basic above ₹25,000, never a PF member:</strong> PF stays optional for you.</li><li><strong>Voluntary PF (VPF):</strong> If you want to save more, you can ask your employer to deduct extra on top of the 12%. Your employer does not have to match it, but it earns the same EPF interest. Not sure it suits you? Compare <a href=\"https://finright.in/blogs/public-provident-fund-ppf-or-voluntary-provident-fundvpf-which-one-is-better-for-you\" rel=\"noopener noreferrer\" target=\"_blank\">PPF vs VPF</a>.</li></ul><p><br></p><h2><strong>Other reasons your in-hand salary may be lower</strong></h2><p>If your PF deduction has not changed, the drop may come from something else:</p><ul><li><strong>Higher TDS:</strong> your employer may have revised your tax estimate after mid-year investment declarations.</li><li><strong>Loss of pay (LOP) days:</strong> unpaid leave in the month.</li><li><strong>Professional tax or Labour Welfare Fund</strong> deducted in certain months, depending on your state.</li><li><strong>Salary restructuring under the new Labour Codes:</strong> some employers are reworking pay so that basic and DA form a larger share of CTC, which can raise PF on its own.</li><li><strong>One-time recoveries:</strong> advances, notice pay, or insurance top-ups.</li></ul><p>Compare this month's payslip with last month's line by line. The line that changed will tell you the reason.</p><p><br></p><h2><strong>The bottom line</strong></h2><p>A lower in-hand salary this month is most likely the new ₹25,000 EPF wage ceiling at work. If your basic is below ₹15,000, or you already contribute on your full basic, nothing changes. If you were capped at ₹15,000 or outside PF, you will see a higher deduction, and that money builds your own retirement fund, pension and insurance cover.</p><p>The one thing to do now: make sure the higher deduction is actually landing in your PF account.</p><p><a href=\"https://finright.in/check-pf-withdrawability?utm_source=Blog&amp;utm_medium=Why+Is+My+In-Hand+Salary+Lower+This+Month\" rel=\"noopener noreferrer\" target=\"_blank\"><em>Scan your PF account with CheckMyPF</em></a><em> or </em><a href=\"https://epf.finright.in/call-booking?utm_source=Blog&amp;utm_medium=Why+Is+My+In-Hand+Salary+Lower+This+Month\" rel=\"noopener noreferrer\" target=\"_blank\"><em>book a call with a PF expert</em></a><em> if something looks off.</em></p><p><br></p><p><strong>Join the conversation.</strong> Got a PF question? Ask it in our <a href=\"https://www.reddit.com/user/FinRightTechnology/\" rel=\"noopener noreferrer\" target=\"_blank\">Reddit community</a>, and follow us on <a href=\"https://x.com/FinRight\" rel=\"noopener noreferrer\" target=\"_blank\">X</a>, <a href=\"https://www.instagram.com/askfinright/\" rel=\"noopener noreferrer\" target=\"_blank\">Instagram</a>, <a href=\"https://www.linkedin.com/company/finright-technologies/\" rel=\"noopener noreferrer\" target=\"_blank\">LinkedIn</a>, <a href=\"https://www.facebook.com/profile.php?id=61550330213881\" rel=\"noopener noreferrer\" target=\"_blank\">Facebook</a> and <a href=\"https://www.youtube.com/@FinRight\" rel=\"noopener noreferrer\" target=\"_blank\">YouTube</a> for weekly EPF updates.</p><p><br></p><p><br></p><p><br></p><p><br></p>"},"category":"PF Expert Consultation","author":"Finright","is_published":true,"is_draft":false,"published_at":"2026-10-01T14:12:27.728Z","is_deleted":false,"summary_id":{"_id":"6abe6a4b93cd7ed217496fe9","summary":"<p>* From 17 Sept 2026, EPF wage ceiling increased from ₹15,000 to ₹25,000, causing higher PF deductions for some employees with basic pay between ₹15,001 and ₹25,000 or capped earlier at ₹15,000. * The increased PF deduction lowers in-hand salary but boosts employee EPF savings, pension base, and insurance cover. * Check payslip and EPF passbook to ensure higher deductions are correctly credited to your account and watch for discrepancies like missing UAN or wrong EPS split.</p>"},"visual_summary":null,"faq_id":{"_id":"6abe6a4b93cd7ed217496fe6","faqs":[{"question":"Why is my in-hand salary lower this month?","answer":"<p>Most likely because the EPF wage ceiling rose from ₹15,000 to ₹25,000 on 17 September 2026. If your PF was capped at ₹15,000 or you were outside PF, your PF deduction is now higher.</p>","_id":"6abe6a4b93cd7ed217496fe7"},{"question":"What is the new EPF wage ceiling?","answer":"<p>₹25,000 a month of basic pay plus DA, effective 17 September 2026.</p>","_id":"6abe6dcd93cd7ed217497fb0"},{"question":"My basic is below ₹15,000. Will my salary change?","answer":"<p>No. Your PF was already 12% of your actual basic, so nothing changes.</p>","_id":"6abe6dcd93cd7ed217497fb1"},{"question":" My basic is ₹20,000 and I was not in PF. What happens now?","answer":"<p>PF becomes mandatory. About ₹2,400 (12%) will be deducted every month, and your employer will add a matching contribution.</p>","_id":"6abe6dcd93cd7ed217497fb2"},{"question":"My basic is above ₹25,000. Am I affected?","answer":"<p>Only if your PF was at the minimum of ₹1,800. Your new minimum is ₹3,000. If you already contribute 12% of your full basic, nothing changes.</p>","_id":"6abe6dcd93cd7ed217497fb3"},{"question":"Why did my September salary drop only a little?","answer":"<p>The new rule started on 17 September, so only 14 days of September fall under it. October will show the full change.</p>","_id":"6abe6dcd93cd7ed217497fb4"},{"question":"My salary did not change at all. Is my employer wrong?","answer":"<p>Not necessarily. You may be in a group that is not affected, or your employer may update payroll in the next cycle and recover arrears.</p>","_id":"6abe6dcd93cd7ed217497fb5"},{"question":"Does this affect my EPS pension?","answer":"<p>Yes. Pension contributions are now calculated on wages up to ₹25,000, which raises the pension base for eligible members. Learn the basics in <a href=\"https://finright.in/blogs/know-eps-rules-to-build-a-secure-retirement\" rel=\"noopener noreferrer\" target=\"_blank\">know EPS rules</a>.</p>","_id":"6abe6dcd93cd7ed217497fb6"},{"question":" Can I withdraw the extra PF money?","answer":"<p>It follows normal EPF withdrawal rules. Read the <a href=\"https://finright.in/blogs/pre-requisites-for-smooth-pf-withdrawal-and-transfer-process\" rel=\"noopener noreferrer\" target=\"_blank\">prerequisites for a smooth PF withdrawal</a>, or <a href=\"https://finright.in/check-pf-withdrawability?utm_source=Blog&amp;utm_medium=Why+Is+My+In-Hand+Salary+Lower+This+Month\" rel=\"noopener noreferrer\" target=\"_blank\">check your PF withdrawal eligibility with our AI tool</a>.</p>","_id":"6abe6dcd93cd7ed217497fb7"},{"question":"Where can I see the official notification?","answer":"<p>In the <a href=\"https://egazette.gov.in\" rel=\"noopener noreferrer\" target=\"_blank\">Gazette of India (S.O. 5109(E), 17 September 2026)</a> and on the <a href=\"https://pib.gov.in\" rel=\"noopener noreferrer\" target=\"_blank\">Press Information Bureau</a>. Updates are also posted on the <a href=\"https://www.epfindia.gov.in\" rel=\"noopener noreferrer\" target=\"_blank\">EPFO website</a>.</p>","_id":"6abe6dcd93cd7ed217497fb8"}],"is_deleted":false},"slug":"lower-in-hand-salary-epf-update","author_id":{"_id":"6a3ed3fed3d5b776bedcd8b2","name":"Ketan Das","profilePicture":"https://finright-cms-media.s3.ap-south-1.amazonaws.com/fd116996-dabd-4f96-949e-f63a281d41ef.webp","about":"Business Head at FinRight Technologies","id":"6a3ed3fed3d5b776bedcd8b2"},"expert_id":null,"expert_quote":"","expert_quote_attribution":"","createdAt":"2026-10-01T14:12:27.729Z","updatedAt":"2026-10-01T14:27:25.915Z","__v":0,"id":"6abe6a4b93cd7ed217496feb","totalLikes":0,"totalViews":429,"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":"6ac0d4e10582e2642ca5482e","title":"When Can EPF Be Withdrawn? Eligibility, Conditions & When You Can't","primary_image_url":"https://finright-cms-media.s3.ap-south-1.amazonaws.com/ae1b81e0-6c4b-48ad-918a-6cf4ba2a645e.webp","id":"6ac0d4e10582e2642ca5482e"},"previousBlog":{"_id":"6abb9e303dd8fad8a8a272b0","title":"How to Correct Name, DOB or Father's Name in EPF Account 2026","primary_image_url":"https://finright-cms-media.s3.ap-south-1.amazonaws.com/3324193b-dd01-4eea-9814-27a3194eda63.webp","id":"6abb9e303dd8fad8a8a272b0"}}