bracketfilling.com

A bracket filling example, worked end to end

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The scenario: a married couple born 1966 and 1968, $1.4M in traditional IRAs, $200K already in Roth, $250K of wages until retirement at 65, living in California. The recommended strategy for these inputs is to fill the 12% bracket, worth $229,212 in lifetime tax and IRMAA versus doing nothing. Here is exactly how the first conversion years unfold.

Step 1: find the headroom

In 2026 the 12% bracket for married filing jointly runs from $24,800 to $100,800 of taxable income, and the standard deduction is $32,200. Headroom is the bracket ceiling minus taxable income before conversion; the conversion fills exactly that gap and stops.

Step 2: the transition into conversion years

Year Age RMD Conversion Taxable income Federal tax State tax
2030 64 $0 $0 $226,457 $38,147 $16,182
2031 65 $0 $100,800 $74,502 $8,379 $3,153
2032 66 $0 $100,800 $73,544 $8,250 $3,153
2033 67 $0 $100,800 $105,282 $12,044 $3,153

The first row is the last working year: wages crowd out the bracket and the engine converts nothing. Conversions begin the year wages stop. The table is the engine's actual output for this scenario, not an illustration.

Step 3: what the conversions bought at RMD age

The payoff arrives when Required Minimum Distributions begin. In 2041, the first RMD year for this couple (age 75), the do-nothing path is forced to withdraw $136,389, producing $131,655 of taxable income and $15,080 of federal tax that year. The recommended path, having spent the prior decade moving the balance, is forced to take $79,140, with $74,405 taxable and $8,210 of federal tax. Same year, same household; the difference is the shrunken traditional balance the divisor applies to.

Step 4: the lifetime result

Lifetime federal and state tax under the recommended path: $722,878, plus $112,435 in IRMAA premiums, against $952,090 and $112,435 for doing nothing. The difference, $229,212, is the value of the strategy for this one household. Different balance, state, or Social Security timing produces a different answer.

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