{"enrichment":{"faq":[{"a":"retirement-decumulation helps you calculate a sustainable withdrawal rate by modeling sequence-of-returns risk, inflation, and longevity. The 4% rule is a common starting point\u2014withdrawing 4% of your initial portfolio in year one, then adjusting for inflation annually\u2014but retirement-decumulation shows why this rate varies with your time horizon, asset allocation, and market conditions. Guardrails strategies let you adjust spending dynamically: increase withdrawals when markets outperform, reduce them after downturns to protect your portfolio.","q":"How much can I withdraw from my retirement portfolio each year?"},{"a":"retirement-decumulation optimizes your claiming age by weighing early claiming (reduced monthly benefit but longer collection window) against delayed claiming (larger monthly benefit starting at 70). The skill factors in your life expectancy, spousal and survivor benefits, and tax implications. Breakeven analysis shows the age at which delayed claiming overtakes early claiming in cumulative dollars, helping you align your strategy with your health, family longevity, and income needs.","q":"When should I claim Social Security to maximize lifetime benefits?"},{"a":"retirement-decumulation explains sequence-of-returns risk: poor market returns early in retirement can permanently damage your portfolio's ability to sustain withdrawals, even if long-term average returns are strong. The skill models this risk through historical and Monte Carlo simulations. Mitigation tactics include guardrails (spending rules that adjust to market performance), bucket strategies (holding 2\u20133 years of expenses in bonds), and annuitization (converting part of your portfolio into guaranteed income).","q":"What is sequence of returns risk and how do I avoid it?"},{"a":"retirement-decumulation calculates your RMD using IRS life-expectancy tables and your account balance, starting at age 73 under SECURE 2.0. The skill shows how to coordinate RMDs across multiple accounts, plan Roth conversions during gap years (before RMDs begin), and avoid the 25% penalty for missed distributions. Strategic RMD planning reduces lifetime taxes by managing ordinary income, Medicare premiums, and Social Security taxation.","q":"How do required minimum distributions and RMD penalties work?"},{"a":"retirement-decumulation evaluates single-premium immediate annuities (SPIAs) as longevity insurance: they trade portfolio flexibility for guaranteed lifetime income, ideal for covering essential expenses. Bucket strategies hold 2\u20133 years of spending in bonds, reducing the need to sell stocks during downturns; total-return investing rebalances a diversified portfolio and withdraws from it systematically. The skill helps you compare these approaches and design a hybrid income floor using annuities plus dynamic withdrawals.","q":"Should I buy an annuity, and what's the difference between bucket and total-return strategies?"},{"a":"retirement-decumulation guides Roth conversions\u2014moving pre-tax IRA funds to a Roth IRA and paying tax upfront\u2014during gap years between retirement and RMD age (73). Converting when your income is low minimizes tax, and the Roth grows tax-free forever. The skill models the tax cost, tracks pro-rata rules (taxable and non-taxable IRA balances), and shows how conversions reduce future RMDs and lifetime tax burden while building tax-diversified retirement income.","q":"What's a Roth conversion and when should I do one during gap years?"}],"shadow_tags":["income-sequencing","longevity-insurance","portfolio-depletion","tax-bracket-optimization","mortality-credits","spending-flexibility","retiree-cash-flow","sequence-mitigation","benefit-timing","drawdown-mechanics"],"summary_rewrite":"This skill guides you through the math of turning a retirement portfolio into lifetime income. It covers sequence-of-returns risk, the 4% rule and its limits, dynamic guardrails strategies, Social Security claiming optimization, RMD calculations, Roth conversion tactics during gap years, bucket versus total-return approaches, and annuitization as longevity insurance."},"files":[{"bytes":15196,"path":"plugins/wealth-management/skills/retirement-decumulation/SKILL.md","sha256":"3073fbfcd99b2efa25c10c1ad6a0ff404ff1efcc137df55464b8adc8fac4812c","url":"https://skillfed.io/files/JoelLewis/finance_skills/retirement-decumulation/15cc0249/SKILL.md"}],"id":"JoelLewis/finance_skills/retirement-decumulation","links":{"html":"https://skillfed.io/JoelLewis/finance_skills/retirement-decumulation","md":"https://skillfed.io/JoelLewis/finance_skills/retirement-decumulation.md","repo":"https://github.com/JoelLewis/finance_skills"},"meta":{"agents_supported":[],"first_seen":"2026-07-28","forks":32,"language":"Python","last_updated":"2026-07-18","license":"MIT","name":"retirement-decumulation","publisher":"JoelLewis","stars":159},"relations":{"similar":[{"id":"JoelLewis/finance_skills/tax-efficiency"},{"id":"JoelLewis/finance_skills/financial-planning-workflow"},{"id":"JoelLewis/finance_skills/investment-policy"},{"id":"JoelLewis/finance_skills/client-review-prep"},{"id":"JoelLewis/finance_skills/financial-planning-integration"},{"id":"JoelLewis/finance_skills/savings-goals"},{"id":"anthropics/financial-services/financial-plan"},{"id":"EliasOulkadi/shokunin/finance"},{"id":"JoelLewis/finance_skills/account-transfers"},{"id":"anthropics/financial-services/portfolio-rebalance"}]},"slug":{"owner":"JoelLewis","repo":"finance_skills","skill":"retirement-decumulation"},"version":"15cc0249"}