QuantCalcResearchRoth Breakeven by Age 2026

Roth Conversion Breakeven by Age (2026)

Paying conversion tax today is a bet that it beats deferring. This study computes the year that bet pays off — the crossover — for every conversion age from 55 to 75, and shows how it moves with the money's final tax rate, the growth rate, the conversion size, and the SECURE 2.0 RMD age your birth year pins.

QuantCalc Research · Generated 2026-08-12 · v2026.1 · CC-BY-4.0 dataset

A traditional→Roth conversion trades a known tax bill today for tax-free growth later. Whether — and when — that trade wins depends on two competing clocks: the tax you prepay compounds against you from day one, while the conversion's advantages (tax-free compounding, no required distributions, and a lower final rate on money that never has to come out) accrue slowly and accelerate once RMDs begin. This study runs a predefined grid of 756 deterministic scenarios through QuantCalc's parity-tested 2026 tax engine and reports, for each one, the age at which the convert-now strategy's after-tax wealth first overtakes deferring.

756
Scenarios (21 ages × 3 sizes × 3 growth × 4 final rates)
74%
Of scenarios cross over immediately (year 0)
age 84
Crossover: convert at 65, 22% top, 6% growth, 12% final rate
73 vs 75
RMD age at conversion age 67 vs 66 (SECURE 2.0)

The headline: the breakeven has two regimes, and the boundary is the conversion's own effective rate. Filling the 22% bracket from $60,000 of income costs 20.9% of the amount converted — so whenever the money's final marginal rate (your own later rate, or your heirs') is at or above that, converting is ahead from year one: 74% of scenarios in this grid cross over immediately. When the final rate is below the conversion cost — say 12% — the crossover has to be earned the slow way, and age sets the pace: at 6% growth the wait is 13 years for a 75-year-old (ahead by age 88), 14 for a 70-year-old (84), 19 for a 65-year-old (84) — and 26 years for a 55-year-old, whose RMDs only start at 75. The twist: because the youngest converter's Roth compounds longest, the 55-year-old's longer wait still lands at the earliest crossover age (81) of the four.

How to read this study

Each scenario compares two strategies for the same single filer — $60,000 of ordinary retirement income, a $1,000,000 traditional IRA, and a $250,000 taxable account that pays the conversion tax:

After-tax wealth in any year values Roth and taxable dollars at face and the remaining traditional balance at a final marginal rate — the rate at which that money will eventually come out, whether through your own later withdrawals or your heirs' (a sensitivity axis: 12% / 22% / 24% / 32%). The breakeven is the first year the convert-now strategy's after-tax wealth is at least the defer strategy's. RMD income along the way is always taxed at the engine-computed bracket rate, not at the sensitivity rate.

Breakeven by age at conversion

The centerpiece table: a single filer converting to the top of the 22% bracket ($61,800 on $60,000 of income for pre-RMD ages, effective cost 20.9%) at 6% nominal growth. Each final-rate column reads: “if the deferred money's eventual rate were this, the conversion pulls ahead at…”. Ages 55–66 were born 1960+ and face RMDs at 75; ages 67–75 (born 1951–1959) face them at 73 — converters already past their RMD age take the year's RMD first and convert on top of it, which is why the conversion amount shrinks and its effective rate rises from age 73.

Age at conversionRMD start ageConversionEffective costFinal rate 12%Final rate 22%Final rate 24%Final rate 32%
5575$61,80020.9%age 81immediateimmediateimmediate
5675$61,80020.9%age 82immediateimmediateimmediate
5775$61,80020.9%age 82immediateimmediateimmediate
5875$61,80020.9%age 83immediateimmediateimmediate
5975$61,80020.9%age 83immediateimmediateimmediate
6075$61,80020.9%age 83immediateimmediateimmediate
6175$61,80020.9%age 83immediateimmediateimmediate
6275$61,80020.9%age 83immediateimmediateimmediate
6375$61,80020.9%age 84immediateimmediateimmediate
6475$61,80020.9%age 84immediateimmediateimmediate
6575$61,80020.9%age 84immediateimmediateimmediate
6675$61,80020.9%age 84immediateimmediateimmediate
6773$61,80020.9%age 83immediateimmediateimmediate
6873$61,80020.9%age 84immediateimmediateimmediate
6973$61,80020.9%age 84immediateimmediateimmediate
7073$61,80020.9%age 84immediateimmediateimmediate
7173$61,80020.9%age 85immediateimmediateimmediate
7273$61,80020.9%age 85immediateimmediateimmediate
7373$24,06422.0%age 87immediateimmediateimmediate
7473$22,58422.0%age 87immediateimmediateimmediate
7573$21,15022.0%age 88immediateimmediateimmediate

The two regimes, precisely. When the final rate is at or above the conversion's effective cost (20.9% here), prepaying wins instantly — the crossover column reads “immediate” and longer horizons only widen the lead. When the final rate is below the cost, the prepaid tax is a real head start for deferring, and the conversion only catches up through two channels that both scale with time: the Roth compounds untaxed while the taxable account loses 15% of its return to annual tax, and every RMD year forces the deferred balance out at the engine-computed bracket rate (22% here) instead of the lower final rate. That second channel is why the wait tracks the distance to the RMD start age so tightly — and why a 55-year-old converting at a 20.9% cost against a 12% final rate waits 26 years, to age 81.

The SECURE 2.0 seam: age 66 vs 67 in 2026

SECURE 2.0's start-age bands put a seam right in the middle of this grid: a 66-year-old converting in 2026 was born in 1960 and waits until 75 for RMDs; a 67-year-old was born in 1959 and meets them at 73 — just 6 years away instead of 9. In the 12%-final-rate slice, that cuts the wait from 18 years (converting at 66, ahead by age 84) to 16 years (converting at 67, ahead by age 83): the older converter's breakeven arrives sooner after conversion because the defer strategy starts leaking RMD tax years earlier. The full RMD schedule behind this is on the 2026 RMD table page.

Growth: the quiet accelerator

Every channel the conversion wins through scales with the return: more tax-free compounding, more taxable-account drag avoided, bigger future RMDs forced out of the deferred balance. Same slice as above (22% top, 12% final rate), by nominal growth:

Age at conversion4% growth6% growth8% growth
55age 84age 81age 79
60age 85age 83age 81
65age 86age 84age 83
70age 87age 84age 83
75age 90age 88age 87

Conversion size: what filling a bigger bracket costs and buys

At age 65 ($60,000 income, no RMD yet), the three targets produce very different bills — and, in the low-final-rate regime, very different crossover ages. A small top-off inside the current bracket is cheap per dollar; pushing to the top of the 24% bracket buys a much larger Roth at a higher effective rate:

TargetConversionTaxEffective costCrossover @ 12% finalCrossover @ 24% final
Top of current bracket$6,500$78012.0%immediateimmediate
Top of the 22% bracket ($105,700 taxable)$61,800$12,94620.9%age 84immediate
Top of the 24% bracket ($201,775 taxable)$157,875$36,00422.8%age 86immediate

The IRMAA lookback rides along. Medicare premiums two years after the conversion are set from the conversion-year MAGI, and each 2026 tier is a cliff, not a ramp (no surcharge up to $109,000 of MAGI for a single filer). In this grid the conversion-year MAGI of a 22%-top conversion at age 65 crosses 1 tier, while a 24%-top conversion crosses 4 tiers; the largest single-year surcharge in the grid is $6,355 (converting to the 24% top at age 63, billed at 65). These one-year surcharges are reported separately in the dataset (irmaa_annual_delta, ages 63+) and are not inside the breakeven columns — note that deferring has its own IRMAA exposure later, when large RMDs raise MAGI every year. Tier-by-tier detail: 2026 IRMAA brackets.

Ages 63–75: the surcharge a conversion triggers two years later

For each conversion age whose two-year lookback lands at 65 or later, the one-year IRMAA surcharge increase caused by the conversion (single filer, $60,000 base income plus any RMD):

Age at conversionPremium year age22% top: surcharge Δ24% top: surcharge Δ
6365$1,148 (1 tier)$6,355 (4 tiers)
6466$1,148 (1 tier)$6,355 (4 tiers)
6567$1,148 (1 tier)$6,355 (4 tiers)
6668$1,148 (1 tier)$6,355 (4 tiers)
6769$1,148 (1 tier)$6,355 (4 tiers)
6870$1,148 (1 tier)$6,355 (4 tiers)
6971$1,148 (1 tier)$6,355 (4 tiers)
7072$1,148 (1 tier)$6,355 (4 tiers)
7173$1,148 (1 tier)$6,355 (4 tiers)
7274$1,148 (1 tier)$6,355 (4 tiers)
7375$1,148 (1 tier)$6,355 (4 tiers)
7476$1,148 (1 tier)$6,355 (4 tiers)
7577$1,148 (1 tier)$6,355 (4 tiers)

Heirs and the 10-year rule

The final-rate axis is doing quiet double duty: for many converters the deferred balance's “final rate” is not their own but their heirs'. Since the SECURE Act, most non-spouse beneficiaries must empty an inherited traditional IRA within 10 years — often their own peak earning years — so an inherited pre-tax balance can come out at 24–37% marginal rates even if the original owner never left the 12% bracket. An inherited Roth also follows the 10-year clock, but the distributions are tax-free. Read through that lens, the high-final-rate columns above (24%, 32%) approximate the “converting for the kids” case, and they cross over immediately at every age in this grid. This study models the terminal rate as a single number and does not simulate beneficiary-year bracket paths; the Single Life Expectancy Table dataset and inherited IRA RMD calculator cover the distribution mechanics.

Full grid (756 scenarios)

Every scenario: age at conversion (55–75) × target (current bracket / 22% top / 24% top) × growth (4% / 6% / 8%) × final rate (12% / 22% / 24% / 32%). Filter, then click any column to sort. “Advantage at 100” is the convert-minus-defer after-tax wealth gap at the horizon.

AgeRMD ageTarget ConversionEff. cost GrowthFinal rate Breakeven (yrs)Breakeven age Advantage at 100IRMAA Δ (1 yr)
5575Current bracket$6,50012.0%4%12%055$7,490n/a
5575Current bracket$6,50012.0%4%22%055$7,922n/a
5575Current bracket$6,50012.0%4%24%055$8,008n/a
5575Current bracket$6,50012.0%4%32%055$8,354n/a
5575Current bracket$6,50012.0%6%12%055$27,580n/a
5575Current bracket$6,50012.0%6%22%055$28,618n/a
5575Current bracket$6,50012.0%6%24%055$28,825n/a
5575Current bracket$6,50012.0%6%32%055$29,656n/a
5575Current bracket$6,50012.0%8%12%055$76,396n/a
5575Current bracket$6,50012.0%8%22%055$78,847n/a
5575Current bracket$6,50012.0%8%24%055$79,337n/a
5575Current bracket$6,50012.0%8%32%055$81,299n/a
557522% top$61,80020.9%4%12%2984$45,469n/a
557522% top$61,80020.9%4%22%055$49,576n/a
557522% top$61,80020.9%4%24%055$50,397n/a
557522% top$61,80020.9%4%32%055$53,683n/a
557522% top$61,80020.9%6%12%2681$205,502n/a
557522% top$61,80020.9%6%22%055$215,366n/a
557522% top$61,80020.9%6%24%055$217,339n/a
557522% top$61,80020.9%6%32%055$225,231n/a
557522% top$61,80020.9%8%12%2479$610,329n/a
557522% top$61,80020.9%8%22%055$633,637n/a
557522% top$61,80020.9%8%24%055$638,298n/a
557522% top$61,80020.9%8%32%055$656,944n/a
557524% top$157,87522.8%4%12%3186$102,505n/a
557524% top$157,87522.8%4%22%661$112,998n/a
557524% top$157,87522.8%4%24%055$115,096n/a
557524% top$157,87522.8%4%32%055$123,490n/a
557524% top$157,87522.8%6%12%2883$486,968n/a
557524% top$157,87522.8%6%22%459$512,168n/a
557524% top$157,87522.8%6%24%055$517,208n/a
557524% top$157,87522.8%6%32%055$537,368n/a
557524% top$157,87522.8%8%12%2580$1,487,305n/a
557524% top$157,87522.8%8%22%358$1,546,847n/a
557524% top$157,87522.8%8%24%055$1,558,755n/a
557524% top$157,87522.8%8%32%055$1,606,389n/a
5675Current bracket$6,50012.0%4%12%056$7,182n/a
5675Current bracket$6,50012.0%4%22%056$7,597n/a
5675Current bracket$6,50012.0%4%24%056$7,680n/a
5675Current bracket$6,50012.0%4%32%056$8,012n/a
5675Current bracket$6,50012.0%6%12%056$25,633n/a
5675Current bracket$6,50012.0%6%22%056$26,612n/a
5675Current bracket$6,50012.0%6%24%056$26,807n/a
5675Current bracket$6,50012.0%6%32%056$27,590n/a
5675Current bracket$6,50012.0%8%12%056$70,003n/a
5675Current bracket$6,50012.0%8%22%056$72,273n/a
5675Current bracket$6,50012.0%8%24%056$72,727n/a
5675Current bracket$6,50012.0%8%32%056$74,543n/a
567522% top$61,80020.9%4%12%2985$43,384n/a
567522% top$61,80020.9%4%22%056$47,333n/a
567522% top$61,80020.9%4%24%056$48,123n/a
567522% top$61,80020.9%4%32%056$51,282n/a
567522% top$61,80020.9%6%12%2682$189,210n/a
567522% top$61,80020.9%6%22%056$198,516n/a
567522% top$61,80020.9%6%24%056$200,377n/a
567522% top$61,80020.9%6%32%056$207,822n/a
567522% top$61,80020.9%8%12%2379$555,486n/a
567522% top$61,80020.9%8%22%056$577,067n/a
567522% top$61,80020.9%8%24%056$581,383n/a
567522% top$61,80020.9%8%32%056$598,648n/a
567524% top$157,87522.8%4%12%3187$97,628n/a
567524% top$157,87522.8%4%22%662$107,716n/a
567524% top$157,87522.8%4%24%056$109,734n/a
567524% top$157,87522.8%4%32%056$117,805n/a
567524% top$157,87522.8%6%12%2783$446,789n/a
567524% top$157,87522.8%6%22%460$470,563n/a
567524% top$157,87522.8%6%24%056$475,317n/a
567524% top$157,87522.8%6%32%056$494,336n/a
567524% top$157,87522.8%8%12%2480$1,353,185n/a
567524% top$157,87522.8%8%22%359$1,408,317n/a
567524% top$157,87522.8%8%24%056$1,419,343n/a
567524% top$157,87522.8%8%32%056$1,463,448n/a
5775Current bracket$6,50012.0%4%12%057$6,886n/a
5775Current bracket$6,50012.0%4%22%057$7,285n/a
5775Current bracket$6,50012.0%4%24%057$7,365n/a
5775Current bracket$6,50012.0%4%32%057$7,685n/a
5775Current bracket$6,50012.0%6%12%057$23,649n/a
5775Current bracket$6,50012.0%6%22%057$24,572n/a
5775Current bracket$6,50012.0%6%24%057$24,757n/a
5775Current bracket$6,50012.0%6%32%057$25,495n/a
5775Current bracket$6,50012.0%8%12%057$64,173n/a
5775Current bracket$6,50012.0%8%22%057$66,275n/a
5775Current bracket$6,50012.0%8%24%057$66,695n/a
5775Current bracket$6,50012.0%8%32%057$68,377n/a
577522% top$61,80020.9%4%12%2885$41,390n/a
577522% top$61,80020.9%4%22%057$45,187n/a
577522% top$61,80020.9%4%24%057$45,946n/a
577522% top$61,80020.9%4%32%057$48,984n/a
577522% top$61,80020.9%6%12%2582$173,709n/a
577522% top$61,80020.9%6%22%057$182,488n/a
577522% top$61,80020.9%6%24%057$184,244n/a
577522% top$61,80020.9%6%32%057$191,268n/a
577522% top$61,80020.9%8%12%2279$506,529n/a
577522% top$61,80020.9%8%22%057$526,512n/a
577522% top$61,80020.9%8%24%057$530,508n/a
577522% top$61,80020.9%8%32%057$546,495n/a
577524% top$157,87522.8%4%12%3087$92,968n/a
577524% top$157,87522.8%4%22%663$102,669n/a
577524% top$157,87522.8%4%24%057$104,609n/a
577524% top$157,87522.8%4%32%057$112,370n/a
577524% top$157,87522.8%6%12%2784$409,088n/a
577524% top$157,87522.8%6%22%461$431,516n/a
577524% top$157,87522.8%6%24%057$436,001n/a
577524% top$157,87522.8%6%32%057$453,944n/a
577524% top$157,87522.8%8%12%2481$1,230,120n/a
577524% top$157,87522.8%8%22%360$1,281,168n/a
577524% top$157,87522.8%8%24%057$1,291,377n/a
577524% top$157,87522.8%8%32%057$1,332,216n/a
5875Current bracket$6,50012.0%4%12%058$6,602n/a
5875Current bracket$6,50012.0%4%22%058$6,986n/a
5875Current bracket$6,50012.0%4%24%058$7,063n/a
5875Current bracket$6,50012.0%4%32%058$7,370n/a
5875Current bracket$6,50012.0%6%12%058$21,836n/a
5875Current bracket$6,50012.0%6%22%058$22,707n/a
5875Current bracket$6,50012.0%6%24%058$22,881n/a
5875Current bracket$6,50012.0%6%32%058$23,578n/a
5875Current bracket$6,50012.0%8%12%058$58,674n/a
5875Current bracket$6,50012.0%8%22%058$60,620n/a
5875Current bracket$6,50012.0%8%24%058$61,010n/a
5875Current bracket$6,50012.0%8%32%058$62,566n/a
587522% top$61,80020.9%4%12%2785$39,483n/a
587522% top$61,80020.9%4%22%058$43,135n/a
587522% top$61,80020.9%4%24%058$43,865n/a
587522% top$61,80020.9%4%32%058$46,786n/a
587522% top$61,80020.9%6%12%2583$159,385n/a
587522% top$61,80020.9%6%22%058$167,668n/a
587522% top$61,80020.9%6%24%058$169,324n/a
587522% top$61,80020.9%6%32%058$175,950n/a
587522% top$61,80020.9%8%12%2280$460,459n/a
587522% top$61,80020.9%8%22%058$478,961n/a
587522% top$61,80020.9%8%24%058$482,662n/a
587522% top$61,80020.9%8%32%058$497,464n/a
587524% top$157,87522.8%4%12%2987$88,518n/a
587524% top$157,87522.8%4%22%664$97,845n/a
587524% top$157,87522.8%4%24%058$99,711n/a
587524% top$157,87522.8%4%32%058$107,173n/a
587524% top$157,87522.8%6%12%2684$373,079n/a
587524% top$157,87522.8%6%22%462$394,238n/a
587524% top$157,87522.8%6%24%058$398,469n/a
587524% top$157,87522.8%6%32%058$415,396n/a
587524% top$157,87522.8%8%12%2381$1,116,032n/a
587524% top$157,87522.8%8%22%361$1,163,299n/a
587524% top$157,87522.8%8%24%058$1,172,752n/a
587524% top$157,87522.8%8%32%058$1,210,565n/a
5975Current bracket$6,50012.0%4%12%059$6,330n/a
5975Current bracket$6,50012.0%4%22%059$6,699n/a
5975Current bracket$6,50012.0%4%24%059$6,773n/a
5975Current bracket$6,50012.0%4%32%059$7,068n/a
5975Current bracket$6,50012.0%6%12%059$20,205n/a
5975Current bracket$6,50012.0%6%22%059$21,027n/a
5975Current bracket$6,50012.0%6%24%059$21,191n/a
5975Current bracket$6,50012.0%6%32%059$21,849n/a
5975Current bracket$6,50012.0%8%12%059$53,535n/a
5975Current bracket$6,50012.0%8%22%059$55,337n/a
5975Current bracket$6,50012.0%8%24%059$55,697n/a
5975Current bracket$6,50012.0%8%32%059$57,139n/a
597522% top$61,80020.9%4%12%2685$37,661n/a
597522% top$61,80020.9%4%22%059$41,171n/a
597522% top$61,80020.9%4%24%059$41,874n/a
597522% top$61,80020.9%4%32%059$44,682n/a
597522% top$61,80020.9%6%12%2483$146,026n/a
597522% top$61,80020.9%6%22%059$153,839n/a
597522% top$61,80020.9%6%24%059$155,402n/a
597522% top$61,80020.9%6%32%059$161,653n/a
597522% top$61,80020.9%8%12%2180$417,980n/a
597522% top$61,80020.9%8%22%059$435,112n/a
597522% top$61,80020.9%8%24%059$438,538n/a
597522% top$61,80020.9%8%32%059$452,243n/a
597524% top$157,87522.8%4%12%2887$84,268n/a
597524% top$157,87522.8%4%22%665$93,236n/a
597524% top$157,87522.8%4%24%059$95,030n/a
597524% top$157,87522.8%4%32%059$102,205n/a
597524% top$157,87522.8%6%12%2685$338,325n/a
597524% top$157,87522.8%6%22%463$358,286n/a
597524% top$157,87522.8%6%24%059$362,278n/a
597524% top$157,87522.8%6%32%059$378,247n/a
597524% top$157,87522.8%8%12%2382$1,011,756n/a
597524% top$157,87522.8%8%22%362$1,055,521n/a
597524% top$157,87522.8%8%24%059$1,064,274n/a
597524% top$157,87522.8%8%32%059$1,099,286n/a
6075Current bracket$6,50012.0%4%12%060$6,069n/a
6075Current bracket$6,50012.0%4%22%060$6,424n/a
6075Current bracket$6,50012.0%4%24%060$6,495n/a
6075Current bracket$6,50012.0%4%32%060$6,779n/a
6075Current bracket$6,50012.0%6%12%060$18,650n/a
6075Current bracket$6,50012.0%6%22%060$19,425n/a
6075Current bracket$6,50012.0%6%24%060$19,580n/a
6075Current bracket$6,50012.0%6%32%060$20,201n/a
6075Current bracket$6,50012.0%8%12%060$48,870n/a
6075Current bracket$6,50012.0%8%22%060$50,538n/a
6075Current bracket$6,50012.0%8%24%060$50,872n/a
6075Current bracket$6,50012.0%8%32%060$52,207n/a
607522% top$61,80020.9%4%12%2585$35,918n/a
607522% top$61,80020.9%4%22%060$39,294n/a
607522% top$61,80020.9%4%24%060$39,969n/a
607522% top$61,80020.9%4%32%060$42,669n/a
607522% top$61,80020.9%6%12%2383$132,362n/a
607522% top$61,80020.9%6%22%060$139,733n/a
607522% top$61,80020.9%6%24%060$141,208n/a
607522% top$61,80020.9%6%32%060$147,105n/a
607522% top$61,80020.9%8%12%2181$379,598n/a
607522% top$61,80020.9%8%22%060$395,461n/a
607522% top$61,80020.9%8%24%060$398,633n/a
607522% top$61,80020.9%8%32%060$411,323n/a
607524% top$157,87522.8%4%12%2787$80,201n/a
607524% top$157,87522.8%4%22%666$88,825n/a
607524% top$157,87522.8%4%24%060$90,550n/a
607524% top$157,87522.8%4%32%060$97,449n/a
607524% top$157,87522.8%6%12%2585$306,546n/a
607524% top$157,87522.8%6%22%464$325,377n/a
607524% top$157,87522.8%6%24%060$329,143n/a
607524% top$157,87522.8%6%32%060$344,208n/a
607524% top$157,87522.8%8%12%2282$917,025n/a
607524% top$157,87522.8%8%22%363$957,548n/a
607524% top$157,87522.8%8%24%060$965,653n/a
607524% top$157,87522.8%8%32%060$998,071n/a
6175Current bracket$6,50012.0%4%12%061$5,818n/a
6175Current bracket$6,50012.0%4%22%061$6,159n/a
6175Current bracket$6,50012.0%4%24%061$6,228n/a
6175Current bracket$6,50012.0%4%32%061$6,501n/a
6175Current bracket$6,50012.0%6%12%061$17,003n/a
6175Current bracket$6,50012.0%6%22%061$17,735n/a
6175Current bracket$6,50012.0%6%24%061$17,881n/a
6175Current bracket$6,50012.0%6%32%061$18,466n/a
6175Current bracket$6,50012.0%8%12%061$44,630n/a
6175Current bracket$6,50012.0%8%22%061$46,174n/a
6175Current bracket$6,50012.0%8%24%061$46,483n/a
6175Current bracket$6,50012.0%8%32%061$47,719n/a
617522% top$61,80020.9%4%12%2485$34,252n/a
617522% top$61,80020.9%4%22%061$37,498n/a
617522% top$61,80020.9%4%24%061$38,147n/a
617522% top$61,80020.9%4%32%061$40,744n/a
617522% top$61,80020.9%6%12%2283$119,774n/a
617522% top$61,80020.9%6%22%061$126,729n/a
617522% top$61,80020.9%6%24%061$128,119n/a
617522% top$61,80020.9%6%32%061$133,683n/a
617522% top$61,80020.9%8%12%2081$344,507n/a
617522% top$61,80020.9%8%22%061$359,194n/a
617522% top$61,80020.9%8%24%061$362,132n/a
617522% top$61,80020.9%8%32%061$373,882n/a
617524% top$157,87522.8%4%12%2687$76,193n/a
617524% top$157,87522.8%4%22%667$84,485n/a
617524% top$157,87522.8%4%24%061$86,144n/a
617524% top$157,87522.8%4%32%061$92,777n/a
617524% top$157,87522.8%6%12%2485$278,981n/a
617524% top$157,87522.8%6%22%465$296,746n/a
617524% top$157,87522.8%6%24%061$300,299n/a
617524% top$157,87522.8%6%32%061$314,511n/a
617524% top$157,87522.8%8%12%2283$830,403n/a
617524% top$157,87522.8%8%22%364$867,925n/a
617524% top$157,87522.8%8%24%061$875,429n/a
617524% top$157,87522.8%8%32%061$905,446n/a
6275Current bracket$6,50012.0%4%12%062$5,578n/a
6275Current bracket$6,50012.0%4%22%062$5,906n/a
6275Current bracket$6,50012.0%4%24%062$5,972n/a
6275Current bracket$6,50012.0%4%32%062$6,234n/a
6275Current bracket$6,50012.0%6%12%062$15,665n/a
6275Current bracket$6,50012.0%6%22%062$16,355n/a
6275Current bracket$6,50012.0%6%24%062$16,493n/a
6275Current bracket$6,50012.0%6%32%062$17,045n/a
6275Current bracket$6,50012.0%8%12%062$40,513n/a
6275Current bracket$6,50012.0%8%22%062$41,943n/a
6275Current bracket$6,50012.0%8%24%062$42,229n/a
6275Current bracket$6,50012.0%8%32%062$43,373n/a
627522% top$61,80020.9%4%12%2385$32,659n/a
627522% top$61,80020.9%4%22%062$35,781n/a
627522% top$61,80020.9%4%24%062$36,405n/a
627522% top$61,80020.9%4%32%062$38,902n/a
627522% top$61,80020.9%6%12%2183$109,791n/a
627522% top$61,80020.9%6%22%062$116,351n/a
627522% top$61,80020.9%6%24%062$117,664n/a
627522% top$61,80020.9%6%32%062$122,912n/a
627522% top$61,80020.9%8%12%2082$312,350n/a
627522% top$61,80020.9%8%22%062$325,950n/a
627522% top$61,80020.9%8%24%062$328,669n/a
627522% top$61,80020.9%8%32%062$339,549n/a
627524% top$157,87522.8%4%12%2688$72,232n/a
627524% top$157,87522.8%4%22%668$80,205n/a
627524% top$157,87522.8%4%24%062$81,800n/a
627524% top$157,87522.8%4%32%062$88,179n/a
627524% top$157,87522.8%6%12%2385$254,670n/a
627524% top$157,87522.8%6%22%466$271,429n/a
627524% top$157,87522.8%6%24%062$274,781n/a
627524% top$157,87522.8%6%32%062$288,189n/a
627524% top$157,87522.8%8%12%2183$751,277n/a
627524% top$157,87522.8%8%22%365$786,019n/a
627524% top$157,87522.8%8%24%062$792,968n/a
627524% top$157,87522.8%8%32%062$820,762n/a
6375Current bracket$6,50012.0%4%12%063$5,347$0
6375Current bracket$6,50012.0%4%22%063$5,663$0
6375Current bracket$6,50012.0%4%24%063$5,726$0
6375Current bracket$6,50012.0%4%32%063$5,978$0
6375Current bracket$6,50012.0%6%12%063$14,581$0
6375Current bracket$6,50012.0%6%22%063$15,232$0
6375Current bracket$6,50012.0%6%24%063$15,362$0
6375Current bracket$6,50012.0%6%32%063$15,883$0
6375Current bracket$6,50012.0%8%12%063$36,931$0
6375Current bracket$6,50012.0%8%22%063$38,255$0
6375Current bracket$6,50012.0%8%24%063$38,520$0
6375Current bracket$6,50012.0%8%32%063$39,579$0
637522% top$61,80020.9%4%12%2386$31,102$1,148
637522% top$61,80020.9%4%22%063$34,103$1,148
637522% top$61,80020.9%4%24%063$34,703$1,148
637522% top$61,80020.9%4%32%063$37,104$1,148
637522% top$61,80020.9%6%12%2184$100,819$1,148
637522% top$61,80020.9%6%22%063$107,008$1,148
637522% top$61,80020.9%6%24%063$108,246$1,148
637522% top$61,80020.9%6%32%063$113,197$1,148
637522% top$61,80020.9%8%12%1982$283,144$1,148
637522% top$61,80020.9%8%22%063$295,736$1,148
637522% top$61,80020.9%8%24%063$298,255$1,148
637522% top$61,80020.9%8%32%063$308,328$1,148
637524% top$157,87522.8%4%12%2588$68,332$6,355
637524% top$157,87522.8%4%22%669$75,999$6,355
637524% top$157,87522.8%4%24%063$77,532$6,355
637524% top$157,87522.8%4%32%063$83,665$6,355
637524% top$157,87522.8%6%12%2285$230,479$6,355
637524% top$157,87522.8%6%22%467$246,290$6,355
637524% top$157,87522.8%6%24%063$249,452$6,355
637524% top$157,87522.8%6%32%063$262,101$6,355
637524% top$157,87522.8%8%12%2083$679,046$6,355
637524% top$157,87522.8%8%22%366$711,215$6,355
637524% top$157,87522.8%8%24%063$717,649$6,355
637524% top$157,87522.8%8%32%063$743,383$6,355
6475Current bracket$6,50012.0%4%12%064$5,126$0
6475Current bracket$6,50012.0%4%22%064$5,429$0
6475Current bracket$6,50012.0%4%24%064$5,490$0
6475Current bracket$6,50012.0%4%32%064$5,733$0
6475Current bracket$6,50012.0%6%12%064$13,429$0
6475Current bracket$6,50012.0%6%22%064$14,043$0
6475Current bracket$6,50012.0%6%24%064$14,166$0
6475Current bracket$6,50012.0%6%32%064$14,657$0
6475Current bracket$6,50012.0%8%12%064$33,708$0
6475Current bracket$6,50012.0%8%22%064$34,934$0
6475Current bracket$6,50012.0%8%24%064$35,179$0
6475Current bracket$6,50012.0%8%32%064$36,160$0
647522% top$61,80020.9%4%12%2286$29,489$1,148
647522% top$61,80020.9%4%22%064$32,375$1,148
647522% top$61,80020.9%4%24%064$32,952$1,148
647522% top$61,80020.9%4%32%064$35,260$1,148
647522% top$61,80020.9%6%12%2084$91,714$1,148
647522% top$61,80020.9%6%22%064$97,553$1,148
647522% top$61,80020.9%6%24%064$98,721$1,148
647522% top$61,80020.9%6%32%064$103,392$1,148
647522% top$61,80020.9%8%12%1882$256,149$1,148
647522% top$61,80020.9%8%22%064$267,809$1,148
647522% top$61,80020.9%8%24%064$270,140$1,148
647522% top$61,80020.9%8%32%064$279,468$1,148
647524% top$157,87522.8%4%12%2488$64,494$6,355
647524% top$157,87522.8%4%22%670$71,865$6,355
647524% top$157,87522.8%4%24%064$73,340$6,355
647524% top$157,87522.8%4%32%064$79,237$6,355
647524% top$157,87522.8%6%12%2286$204,464$6,355
647524% top$157,87522.8%6%22%468$219,380$6,355
647524% top$157,87522.8%6%24%064$222,363$6,355
647524% top$157,87522.8%6%32%064$234,296$6,355
647524% top$157,87522.8%8%12%2084$613,296$6,355
647524% top$157,87522.8%8%22%367$643,082$6,355
647524% top$157,87522.8%8%24%064$649,039$6,355
647524% top$157,87522.8%8%32%064$672,868$6,355
6575Current bracket$6,50012.0%4%12%065$4,895$0
6575Current bracket$6,50012.0%4%22%065$5,187$0
6575Current bracket$6,50012.0%4%24%065$5,245$0
6575Current bracket$6,50012.0%4%32%065$5,479$0
6575Current bracket$6,50012.0%6%12%065$12,285$0
6575Current bracket$6,50012.0%6%22%065$12,864$0
6575Current bracket$6,50012.0%6%24%065$12,980$0
6575Current bracket$6,50012.0%6%32%065$13,444$0
6575Current bracket$6,50012.0%8%12%065$30,662$0
6575Current bracket$6,50012.0%8%22%065$31,797$0
6575Current bracket$6,50012.0%8%24%065$32,025$0
6575Current bracket$6,50012.0%8%32%065$32,933$0
657522% top$61,80020.9%4%12%2186$27,892$1,148
657522% top$61,80020.9%4%22%065$30,667$1,148
657522% top$61,80020.9%4%24%065$31,222$1,148
657522% top$61,80020.9%4%32%065$33,442$1,148
657522% top$61,80020.9%6%12%1984$81,354$1,148
657522% top$61,80020.9%6%22%065$86,862$1,148
657522% top$61,80020.9%6%24%065$87,964$1,148
657522% top$61,80020.9%6%32%065$92,370$1,148
657522% top$61,80020.9%8%12%1883$231,640$1,148
657522% top$61,80020.9%8%22%065$242,436$1,148
657522% top$61,80020.9%8%24%065$244,595$1,148
657522% top$61,80020.9%8%32%065$253,232$1,148
657524% top$157,87522.8%4%12%2388$60,793$6,355
657524% top$157,87522.8%4%22%671$67,881$6,355
657524% top$157,87522.8%4%24%065$69,299$6,355
657524% top$157,87522.8%4%32%065$74,969$6,355
657524% top$157,87522.8%6%12%2186$182,365$6,355
657524% top$157,87522.8%6%22%469$196,436$6,355
657524% top$157,87522.8%6%24%065$199,251$6,355
657524% top$157,87522.8%6%32%065$210,508$6,355
657524% top$157,87522.8%8%12%1984$553,249$6,355
657524% top$157,87522.8%8%22%368$580,828$6,355
657524% top$157,87522.8%8%24%065$586,344$6,355
657524% top$157,87522.8%8%32%065$608,408$6,355
6675Current bracket$6,50012.0%4%12%066$4,657$0
6675Current bracket$6,50012.0%4%22%066$4,937$0
6675Current bracket$6,50012.0%4%24%066$4,993$0
6675Current bracket$6,50012.0%4%32%066$5,218$0
6675Current bracket$6,50012.0%6%12%066$10,822$0
6675Current bracket$6,50012.0%6%22%066$11,369$0
6675Current bracket$6,50012.0%6%24%066$11,478$0
6675Current bracket$6,50012.0%6%32%066$11,915$0
6675Current bracket$6,50012.0%8%12%066$27,971$0
6675Current bracket$6,50012.0%8%22%066$29,023$0
6675Current bracket$6,50012.0%8%24%066$29,233$0
6675Current bracket$6,50012.0%8%32%066$30,074$0
667522% top$61,80020.9%4%12%2086$26,373$1,148
667522% top$61,80020.9%4%22%066$29,041$1,148
667522% top$61,80020.9%4%24%066$29,575$1,148
667522% top$61,80020.9%4%32%066$31,709$1,148
667522% top$61,80020.9%6%12%1884$71,357$1,148
667522% top$61,80020.9%6%22%066$76,553$1,148
667522% top$61,80020.9%6%24%066$77,592$1,148
667522% top$61,80020.9%6%32%066$81,750$1,148
667522% top$61,80020.9%8%12%1783$209,107$1,148
667522% top$61,80020.9%8%22%066$219,104$1,148
667522% top$61,80020.9%8%24%066$221,103$1,148
667522% top$61,80020.9%8%32%066$229,100$1,148
667524% top$157,87522.8%4%12%2389$57,253$6,355
667524% top$157,87522.8%4%22%672$64,068$6,355
667524% top$157,87522.8%4%24%066$65,431$6,355
667524% top$157,87522.8%4%32%066$70,884$6,355
667524% top$157,87522.8%6%12%2086$165,226$6,355
667524% top$157,87522.8%6%22%470$178,501$6,355
667524% top$157,87522.8%6%24%066$181,156$6,355
667524% top$157,87522.8%6%32%066$191,776$6,355
667524% top$157,87522.8%8%12%1884$497,972$6,355
667524% top$157,87522.8%8%22%369$523,508$6,355
667524% top$157,87522.8%8%24%066$528,616$6,355
667524% top$157,87522.8%8%32%066$549,045$6,355
6773Current bracket$6,50012.0%4%12%067$4,518$0
6773Current bracket$6,50012.0%4%22%067$4,768$0
6773Current bracket$6,50012.0%4%24%067$4,818$0
6773Current bracket$6,50012.0%4%32%067$5,017$0
6773Current bracket$6,50012.0%6%12%067$10,420$0
6773Current bracket$6,50012.0%6%22%067$10,897$0
6773Current bracket$6,50012.0%6%24%067$10,993$0
6773Current bracket$6,50012.0%6%32%067$11,374$0
6773Current bracket$6,50012.0%8%12%067$25,506$0
6773Current bracket$6,50012.0%8%22%067$26,406$0
6773Current bracket$6,50012.0%8%24%067$26,586$0
6773Current bracket$6,50012.0%8%32%067$27,306$0
677322% top$61,80020.9%4%12%1986$25,569$1,148
677322% top$61,80020.9%4%22%067$27,940$1,148
677322% top$61,80020.9%4%24%067$28,415$1,148
677322% top$61,80020.9%4%32%067$30,312$1,148
677322% top$61,80020.9%6%12%1683$68,896$1,148
677322% top$61,80020.9%6%22%067$73,428$1,148
677322% top$61,80020.9%6%24%067$74,335$1,148
677322% top$61,80020.9%6%32%067$77,961$1,148
677322% top$61,80020.9%8%12%1582$188,895$1,148
677322% top$61,80020.9%8%22%067$197,452$1,148
677322% top$61,80020.9%8%24%067$199,163$1,148
677322% top$61,80020.9%8%32%067$206,009$1,148
677324% top$157,87522.8%4%12%2188$55,410$6,355
677324% top$157,87522.8%4%22%673$61,468$6,355
677324% top$157,87522.8%4%24%067$62,680$6,355
677324% top$157,87522.8%4%32%067$67,527$6,355
677324% top$157,87522.8%6%12%1885$159,380$6,355
677324% top$157,87522.8%6%22%471$170,958$6,355
677324% top$157,87522.8%6%24%067$173,274$6,355
677324% top$157,87522.8%6%32%067$182,536$6,355
677324% top$157,87522.8%8%12%1784$445,866$6,355
677324% top$157,87522.8%8%22%370$467,726$6,355
677324% top$157,87522.8%8%24%067$472,098$6,355
677324% top$157,87522.8%8%32%067$489,587$6,355
6873Current bracket$6,50012.0%4%12%068$4,316$0
6873Current bracket$6,50012.0%4%22%068$4,555$0
6873Current bracket$6,50012.0%4%24%068$4,603$0
6873Current bracket$6,50012.0%4%32%068$4,795$0
6873Current bracket$6,50012.0%6%12%068$9,770$0
6873Current bracket$6,50012.0%6%22%068$10,219$0
6873Current bracket$6,50012.0%6%24%068$10,309$0
6873Current bracket$6,50012.0%6%32%068$10,669$0
6873Current bracket$6,50012.0%8%12%068$23,064$0
6873Current bracket$6,50012.0%8%22%068$23,897$0
6873Current bracket$6,50012.0%8%24%068$24,064$0
6873Current bracket$6,50012.0%8%32%068$24,730$0
687322% top$61,80020.9%4%12%1886$24,174$1,148
687322% top$61,80020.9%4%22%068$26,454$1,148
687322% top$61,80020.9%4%24%068$26,910$1,148
687322% top$61,80020.9%4%32%068$28,735$1,148
687322% top$61,80020.9%6%12%1684$64,138$1,148
687322% top$61,80020.9%6%22%068$68,413$1,148
687322% top$61,80020.9%6%24%068$69,269$1,148
687322% top$61,80020.9%6%32%068$72,689$1,148
687322% top$61,80020.9%8%12%1482$168,817$1,148
687322% top$61,80020.9%8%22%068$176,740$1,148
687322% top$61,80020.9%8%24%068$178,325$1,148
687322% top$61,80020.9%8%32%068$184,663$1,148
687324% top$157,87522.8%4%12%2088$52,020$6,355
687324% top$157,87522.8%4%22%674$57,845$6,355
687324% top$157,87522.8%4%24%068$59,010$6,355
687324% top$157,87522.8%4%32%068$63,671$6,355
687324% top$157,87522.8%6%12%1886$148,054$6,355
687324% top$157,87522.8%6%22%472$158,977$6,355
687324% top$157,87522.8%6%24%068$161,162$6,355
687324% top$157,87522.8%6%32%068$169,900$6,355
687324% top$157,87522.8%8%12%1684$397,421$6,355
687324% top$157,87522.8%8%22%371$417,662$6,355
687324% top$157,87522.8%8%24%068$421,711$6,355
687324% top$157,87522.8%8%32%068$437,904$6,355
6973Current bracket$6,50012.0%4%12%069$4,107$0
6973Current bracket$6,50012.0%4%22%069$4,338$0
6973Current bracket$6,50012.0%4%24%069$4,384$0
6973Current bracket$6,50012.0%4%32%069$4,568$0
6973Current bracket$6,50012.0%6%12%069$9,159$0
6973Current bracket$6,50012.0%6%22%069$9,583$0
6973Current bracket$6,50012.0%6%24%069$9,668$0
6973Current bracket$6,50012.0%6%32%069$10,007$0
6973Current bracket$6,50012.0%8%12%069$20,764$0
6973Current bracket$6,50012.0%8%22%069$21,536$0
6973Current bracket$6,50012.0%8%24%069$21,690$0
6973Current bracket$6,50012.0%8%32%069$22,307$0
697322% top$61,80020.9%4%12%1786$22,792$1,148
697322% top$61,80020.9%4%22%069$24,984$1,148
697322% top$61,80020.9%4%24%069$25,423$1,148
697322% top$61,80020.9%4%32%069$27,177$1,148
697322% top$61,80020.9%6%12%1584$59,705$1,148
697322% top$61,80020.9%6%22%069$63,739$1,148
697322% top$61,80020.9%6%24%069$64,545$1,148
697322% top$61,80020.9%6%32%069$67,772$1,148
697322% top$61,80020.9%8%12%1483$150,691$1,148
697322% top$61,80020.9%8%22%069$158,027$1,148
697322% top$61,80020.9%8%24%069$159,494$1,148
697322% top$61,80020.9%8%32%069$165,363$1,148
697324% top$157,87522.8%4%12%2089$48,669$6,355
697324% top$157,87522.8%4%22%574$54,271$6,355
697324% top$157,87522.8%4%24%069$55,391$6,355
697324% top$157,87522.8%4%32%069$59,872$6,355
697324% top$157,87522.8%6%12%1786$137,474$6,355
697324% top$157,87522.8%6%22%473$147,779$6,355
697324% top$157,87522.8%6%24%069$149,840$6,355
697324% top$157,87522.8%6%32%069$158,083$6,355
697324% top$157,87522.8%8%12%1584$355,623$6,355
697324% top$157,87522.8%8%22%372$374,365$6,355
697324% top$157,87522.8%8%24%069$378,113$6,355
697324% top$157,87522.8%8%32%069$393,106$6,355
7073Current bracket$6,50012.0%4%12%070$3,914$0
7073Current bracket$6,50012.0%4%22%070$4,136$0
7073Current bracket$6,50012.0%4%24%070$4,180$0
7073Current bracket$6,50012.0%4%32%070$4,358$0
7073Current bracket$6,50012.0%6%12%070$8,579$0
7073Current bracket$6,50012.0%6%22%070$8,979$0
7073Current bracket$6,50012.0%6%24%070$9,059$0
7073Current bracket$6,50012.0%6%32%070$9,379$0
7073Current bracket$6,50012.0%8%12%070$18,803$0
7073Current bracket$6,50012.0%8%22%070$19,517$0
7073Current bracket$6,50012.0%8%24%070$19,660$0
7073Current bracket$6,50012.0%8%32%070$20,232$0
707322% top$61,80020.9%4%12%1787$21,462$1,148
707322% top$61,80020.9%4%22%070$23,571$1,148
707322% top$61,80020.9%4%24%070$23,992$1,148
707322% top$61,80020.9%4%32%070$25,679$1,148
707322% top$61,80020.9%6%12%1484$55,548$1,148
707322% top$61,80020.9%6%22%070$59,353$1,148
707322% top$61,80020.9%6%24%070$60,114$1,148
707322% top$61,80020.9%6%32%070$63,158$1,148
707322% top$61,80020.9%8%12%1383$135,528$1,148
707322% top$61,80020.9%8%22%070$142,321$1,148
707322% top$61,80020.9%8%24%070$143,680$1,148
707322% top$61,80020.9%8%32%070$149,114$1,148
707324% top$157,87522.8%4%12%1989$45,268$6,355
707324% top$157,87522.8%4%22%575$50,654$6,355
707324% top$157,87522.8%4%24%070$51,731$6,355
707324% top$157,87522.8%4%32%070$56,040$6,355
707324% top$157,87522.8%6%12%1686$127,590$6,355
707324% top$157,87522.8%6%22%474$137,312$6,355
707324% top$157,87522.8%6%24%070$139,256$6,355
707324% top$157,87522.8%6%32%070$147,033$6,355
707324% top$157,87522.8%8%12%1484$318,409$6,355
707324% top$157,87522.8%8%22%373$335,763$6,355
707324% top$157,87522.8%8%24%070$339,234$6,355
707324% top$157,87522.8%8%32%070$353,116$6,355
7173Current bracket$6,50012.0%4%12%071$3,730$0
7173Current bracket$6,50012.0%4%22%071$3,943$0
7173Current bracket$6,50012.0%4%24%071$3,985$0
7173Current bracket$6,50012.0%4%32%071$4,156$0
7173Current bracket$6,50012.0%6%12%071$8,024$0
7173Current bracket$6,50012.0%6%22%071$8,402$0
7173Current bracket$6,50012.0%6%24%071$8,477$0
7173Current bracket$6,50012.0%6%32%071$8,779$0
7173Current bracket$6,50012.0%8%12%071$17,167$0
7173Current bracket$6,50012.0%8%22%071$17,829$0
7173Current bracket$6,50012.0%8%24%071$17,961$0
7173Current bracket$6,50012.0%8%32%071$18,490$0
717322% top$61,80020.9%4%12%1687$20,138$1,148
717322% top$61,80020.9%4%22%071$22,165$1,148
717322% top$61,80020.9%4%24%071$22,570$1,148
717322% top$61,80020.9%4%32%071$24,192$1,148
717322% top$61,80020.9%6%12%1485$51,646$1,148
717322% top$61,80020.9%6%22%071$55,237$1,148
717322% top$61,80020.9%6%24%071$55,955$1,148
717322% top$61,80020.9%6%32%071$58,827$1,148
717322% top$61,80020.9%8%12%1283$121,700$1,148
717322% top$61,80020.9%8%22%071$127,990$1,148
717322% top$61,80020.9%8%24%071$129,248$1,148
717322% top$61,80020.9%8%32%071$134,280$1,148
717324% top$157,87522.8%4%12%1889$42,031$6,355
717324% top$157,87522.8%4%22%576$47,210$6,355
717324% top$157,87522.8%4%24%071$48,246$6,355
717324% top$157,87522.8%4%32%071$52,389$6,355
717324% top$157,87522.8%6%12%1586$118,352$6,355
717324% top$157,87522.8%6%22%374$127,523$6,355
717324% top$157,87522.8%6%24%071$129,357$6,355
717324% top$157,87522.8%6%32%071$136,694$6,355
717324% top$157,87522.8%8%12%1485$281,036$6,355
717324% top$157,87522.8%8%22%374$297,104$6,355
717324% top$157,87522.8%8%24%071$300,318$6,355
717324% top$157,87522.8%8%32%071$313,172$6,355
7273Current bracket$6,50012.0%4%12%072$3,541$0
7273Current bracket$6,50012.0%4%22%072$3,746$0
7273Current bracket$6,50012.0%4%24%072$3,787$0
7273Current bracket$6,50012.0%4%32%072$3,951$0
7273Current bracket$6,50012.0%6%12%072$7,521$0
7273Current bracket$6,50012.0%6%22%072$7,877$0
7273Current bracket$6,50012.0%6%24%072$7,948$0
7273Current bracket$6,50012.0%6%32%072$8,233$0
7273Current bracket$6,50012.0%8%12%072$15,425$0
7273Current bracket$6,50012.0%8%22%072$16,038$0
7273Current bracket$6,50012.0%8%24%072$16,160$0
7273Current bracket$6,50012.0%8%32%072$16,650$0
727322% top$61,80020.9%4%12%1587$18,800$1,148
727322% top$61,80020.9%4%22%072$20,750$1,148
727322% top$61,80020.9%4%24%072$21,140$1,148
727322% top$61,80020.9%4%32%072$22,699$1,148
727322% top$61,80020.9%6%12%1385$48,036$1,148
727322% top$61,80020.9%6%22%072$51,423$1,148
727322% top$61,80020.9%6%24%072$52,100$1,148
727322% top$61,80020.9%6%32%072$54,810$1,148
727322% top$61,80020.9%8%12%1183$106,783$1,148
727322% top$61,80020.9%8%22%072$112,607$1,148
727322% top$61,80020.9%8%24%072$113,772$1,148
727322% top$61,80020.9%8%32%072$118,431$1,148
727324% top$157,87522.8%4%12%1789$39,109$6,355
727324% top$157,87522.8%4%22%476$44,089$6,355
727324% top$157,87522.8%4%24%072$45,085$6,355
727324% top$157,87522.8%4%32%072$49,069$6,355
727324% top$157,87522.8%6%12%1587$109,768$6,355
727324% top$157,87522.8%6%22%375$118,420$6,355
727324% top$157,87522.8%6%24%072$120,150$6,355
727324% top$157,87522.8%6%32%072$127,072$6,355
727324% top$157,87522.8%8%12%1385$248,459$6,355
727324% top$157,87522.8%8%22%274$263,337$6,355
727324% top$157,87522.8%8%24%072$266,313$6,355
727324% top$157,87522.8%8%32%072$278,215$6,355
7373Current bracket$24,06422.0%4%12%1689$6,052$1,148
7373Current bracket$24,06422.0%4%22%073$6,811$1,148
7373Current bracket$24,06422.0%4%24%073$6,962$1,148
7373Current bracket$24,06422.0%4%32%073$7,569$1,148
7373Current bracket$24,06422.0%6%12%1487$16,023$1,148
7373Current bracket$24,06422.0%6%22%073$17,316$1,148
7373Current bracket$24,06422.0%6%24%073$17,574$1,148
7373Current bracket$24,06422.0%6%32%073$18,609$1,148
7373Current bracket$24,06422.0%8%12%1285$34,746$1,148
7373Current bracket$24,06422.0%8%22%073$36,929$1,148
7373Current bracket$24,06422.0%8%24%073$37,365$1,148
7373Current bracket$24,06422.0%8%32%073$39,111$1,148
737322% top$24,06422.0%4%12%1689$6,052$1,148
737322% top$24,06422.0%4%22%073$6,811$1,148
737322% top$24,06422.0%4%24%073$6,962$1,148
737322% top$24,06422.0%4%32%073$7,569$1,148
737322% top$24,06422.0%6%12%1487$16,023$1,148
737322% top$24,06422.0%6%22%073$17,316$1,148
737322% top$24,06422.0%6%24%073$17,574$1,148
737322% top$24,06422.0%6%32%073$18,609$1,148
737322% top$24,06422.0%8%12%1285$34,746$1,148
737322% top$24,06422.0%8%22%073$36,929$1,148
737322% top$24,06422.0%8%24%073$37,365$1,148
737322% top$24,06422.0%8%32%073$39,111$1,148
737324% top$120,13923.6%4%12%1891$24,491$6,355
737324% top$120,13923.6%4%22%881$28,277$6,355
737324% top$120,13923.6%4%24%073$29,035$6,355
737324% top$120,13923.6%4%32%073$32,064$6,355
737324% top$120,13923.6%6%12%1588$71,810$6,355
737324% top$120,13923.6%6%22%679$78,265$6,355
737324% top$120,13923.6%6%24%073$79,556$6,355
737324% top$120,13923.6%6%32%073$84,720$6,355
737324% top$120,13923.6%8%12%1386$160,831$6,355
737324% top$120,13923.6%8%22%477$171,725$6,355
737324% top$120,13923.6%8%24%073$173,904$6,355
737324% top$120,13923.6%8%32%073$182,619$6,355
7473Current bracket$22,58422.0%4%12%1690$5,226$1,148
7473Current bracket$22,58422.0%4%22%074$5,938$1,148
7473Current bracket$22,58422.0%4%24%074$6,081$1,148
7473Current bracket$22,58422.0%4%32%074$6,651$1,148
7473Current bracket$22,58422.0%6%12%1387$13,645$1,148
7473Current bracket$22,58422.0%6%22%074$14,836$1,148
7473Current bracket$22,58422.0%6%24%074$15,075$1,148
7473Current bracket$22,58422.0%6%32%074$16,028$1,148
7473Current bracket$22,58422.0%8%12%1286$29,106$1,148
7473Current bracket$22,58422.0%8%22%074$31,080$1,148
7473Current bracket$22,58422.0%8%24%074$31,475$1,148
7473Current bracket$22,58422.0%8%32%074$33,054$1,148
747322% top$22,58422.0%4%12%1690$5,226$1,148
747322% top$22,58422.0%4%22%074$5,938$1,148
747322% top$22,58422.0%4%24%074$6,081$1,148
747322% top$22,58422.0%4%32%074$6,651$1,148
747322% top$22,58422.0%6%12%1387$13,645$1,148
747322% top$22,58422.0%6%22%074$14,836$1,148
747322% top$22,58422.0%6%24%074$15,075$1,148
747322% top$22,58422.0%6%32%074$16,028$1,148
747322% top$22,58422.0%8%12%1286$29,106$1,148
747322% top$22,58422.0%8%22%074$31,080$1,148
747322% top$22,58422.0%8%24%074$31,475$1,148
747322% top$22,58422.0%8%32%074$33,054$1,148
747324% top$118,65923.6%4%12%1892$21,901$6,355
747324% top$118,65923.6%4%22%882$25,644$6,355
747324% top$118,65923.6%4%24%074$26,392$6,355
747324% top$118,65923.6%4%32%074$29,387$6,355
747324% top$118,65923.6%6%12%1589$63,935$6,355
747324% top$118,65923.6%6%22%680$70,195$6,355
747324% top$118,65923.6%6%24%074$71,447$6,355
747324% top$118,65923.6%6%32%074$76,455$6,355
747324% top$118,65923.6%8%12%1387$141,102$6,355
747324% top$118,65923.6%8%22%478$151,472$6,355
747324% top$118,65923.6%8%24%074$153,546$6,355
747324% top$118,65923.6%8%32%074$161,842$6,355
7573Current bracket$21,15022.0%4%12%1590$4,498$1,148
7573Current bracket$21,15022.0%4%22%075$5,167$1,148
7573Current bracket$21,15022.0%4%24%075$5,301$1,148
7573Current bracket$21,15022.0%4%32%075$5,836$1,148
7573Current bracket$21,15022.0%6%12%1388$11,574$1,148
7573Current bracket$21,15022.0%6%22%075$12,671$1,148
7573Current bracket$21,15022.0%6%24%075$12,890$1,148
7573Current bracket$21,15022.0%6%32%075$13,768$1,148
7573Current bracket$21,15022.0%8%12%1287$24,261$1,148
7573Current bracket$21,15022.0%8%22%075$26,044$1,148
7573Current bracket$21,15022.0%8%24%075$26,401$1,148
7573Current bracket$21,15022.0%8%32%075$27,828$1,148
757322% top$21,15022.0%4%12%1590$4,498$1,148
757322% top$21,15022.0%4%22%075$5,167$1,148
757322% top$21,15022.0%4%24%075$5,301$1,148
757322% top$21,15022.0%4%32%075$5,836$1,148
757322% top$21,15022.0%6%12%1388$11,574$1,148
757322% top$21,15022.0%6%22%075$12,671$1,148
757322% top$21,15022.0%6%24%075$12,890$1,148
757322% top$21,15022.0%6%32%075$13,768$1,148
757322% top$21,15022.0%8%12%1287$24,261$1,148
757322% top$21,15022.0%8%22%075$26,044$1,148
757322% top$21,15022.0%8%24%075$26,401$1,148
757322% top$21,15022.0%8%32%075$27,828$1,148
757324% top$117,22523.6%4%12%1792$19,513$6,355
757324% top$117,22523.6%4%22%883$23,219$6,355
757324% top$117,22523.6%4%24%075$23,960$6,355
757324% top$117,22523.6%4%32%075$26,925$6,355
757324% top$117,22523.6%6%12%1590$56,805$6,355
757324% top$117,22523.6%6%22%681$62,886$6,355
757324% top$117,22523.6%6%24%075$64,102$6,355
757324% top$117,22523.6%6%32%075$68,968$6,355
757324% top$117,22523.6%8%12%1388$123,504$6,355
757324% top$117,22523.6%8%22%479$133,391$6,355
757324% top$117,22523.6%8%24%075$135,368$6,355
757324% top$117,22523.6%8%32%075$143,278$6,355
Download CSV (756 rows) Download JSON (full dataset)

CC-BY-4.0 — free for any use including republication and journalism, with attribution to QuantCalc Research.

Assumptions

Methodology

Tax engine: Every tax figure comes from QuantCalc's parity-tested 2026 modules — conversionTax() / ordinaryTax() in federal-tax-2026.js for conversion and RMD taxation, factor() and startAgeForBirthYear() in rmd.js for the Uniform Lifetime divisors and SECURE 2.0 start ages, and annualSurcharge() in irmaa.js for the Medicare surcharges. Those modules read their bracket, deduction, divisor, and tier data from constants-2026.js, the verbatim mirror of the frozen C engine held in agreement by an exhaustive JS↔C parity suite. The generator re-implements no tax math; the projection around those calls is deterministic account arithmetic at stated rates.

Breakeven definition: for each scenario the generator simulates convert-now and defer year by year to age 100, values after-tax wealth as Roth + taxable + traditional × (1 − final rate), and reports the first year convert-now is at least even. “Immediate” means the conversion year itself; “none by 100” means the gap never closes inside the horizon.

Sanity gates: the generator refuses to write anything unless the results pass six built-in checks: (1) single crossing — once convert-now is ahead it stays ahead, and the age-100 gap is never worse than the day-one gap; (2) a higher final rate never delays the crossover; (3) higher growth never delays the crossover; (4) a zero-dollar conversion produces identical strategies; (5) a hand-computed conversion-tax example matches to the cent; (6) a larger conversion target never lowers the effective conversion rate. Two deliberate mutation runs (flipping the terminal-valuation sign; moving the annual tax drag onto the Roth) are part of the release process and must each trip the gates.

Cross-checks: 7 assertions reconstruct, from the same engine constants, figures that already appear on /data/federal-tax-brackets/2026/, /data/2027-vs-2026-changes/, /irmaa-brackets-2026/ and /rmd-table-2026/, and require each live page to still print exactly those values before this study can be generated — so it cannot disagree with any live QuantCalc surface about a bracket top, the standard deduction, an IRMAA floor, or an RMD age.

Reproducibility: generated by scripts/gen_roth_breakeven_age_study.mjs, which computes every number on this page and writes the CSV/JSON alongside it. Re-running the generator against the same engine build reproduces byte-identical data rows.

Not tax advice: this is educational research on a stylized household, not a recommendation. Whether converting is right for a specific person depends on facts this grid deliberately holds constant — consult a qualified professional.

Turn a crossover age into a conversion schedule

This grid prices one conversion for one stylized filer. The Roth Conversion Planner ($99) builds a year-by-year conversion schedule for your own balances, income, state, and Medicare timing — including the IRMAA cliffs and bracket seams this study flags.

Plan your Roth conversions →

Related

Changelog

Dataset license: CC-BY-4.0. QuantCalc is an independent retirement-planning research project. Not affiliated with, endorsed by, or sponsored by any state or federal agency. Not financial, tax, or legal advice.

Cite this research study

QuantCalc Research (2026). Roth Conversion Breakeven by Age (2026). https://quantcalc.app/research/roth-breakeven-by-age-2026/ (accessed <date>).

BibTeX
@misc{quantcalc2026rothconversionbreakevenbyage2026,
  title  = {Roth Conversion Breakeven by Age (2026)},
  author = {{QuantCalc Research}},
  year   = {2026},
  url    = {https://quantcalc.app/research/roth-breakeven-by-age-2026/},
  note   = {Accessed <date>}
}

Machine-readable citation metadata (schema.org identifier and citation fields) is embedded in this page's JSON-LD, at the stable identifier https://quantcalc.app/research/roth-breakeven-by-age-2026/.