PORTFOLIO RESEARCH

Merton Portfolio

A portfolio built from forward return assumptions, the risks assets share, and a stated appetite for risk.

Current modelMarket inputs through 2026-10-08

Merton methodology: merton-3.0.0

Public reference model. Private holdings comparisons and personal settings belong in Agora.

Available Assets

Unchecking an asset jointly reoptimizes both top portfolios and their metrics. Cash remains residual. All assets are eligible by default; eligibility does not promise a positive allocation.

Eligible risky assets

Published default portfolios. Use Available Assets or Explore the assumptions to calculate an interactive scenario.

Central Merton Portfolio

Risk aversion γ = 3

Optimal if the central forecasts are correct.

SPYUS equities
0%
VXUSInternational equities
0%
PDBCCommodities
18%
GLDMGold
21%
FBTCBitcoin
28%
IEFTreasuries
9%
VTIPShort TIPS
0%
SCHPBroad TIPS
3%
LTPZLong TIPS
21%
SPAXXCash
0%
Expected portfolio CAGR14.4%
Annual modeled volatility19.0%
Minimum modeled cash0%

Portfolio CAGR uses central forecasts, including for Robust Merton. Long only, no leverage; cash is the residual. Rounded weights may not total 100%. A zero cash minimum does not set a spending reserve.

Robust Merton Portfolio

Risk aversion γ = 3

Designed to perform well despite forecast uncertainty, by trading some average utility for less sensitivity to forecasting errors.

SPYUS equities
0%
VXUSInternational equities
10%
PDBCCommodities
20%
GLDMGold
10%
FBTCBitcoin
19%
IEFTreasuries
12%
VTIPShort TIPS
0%
SCHPBroad TIPS
11%
LTPZLong TIPS
19%
SPAXXCash
0%
Expected portfolio CAGR11.9%
Annual modeled volatility13.8%
Minimum modeled cash0%

Portfolio CAGR uses central forecasts, including for Robust Merton. Long only, no leverage; cash is the residual. Rounded weights may not total 100%. A zero cash minimum does not set a spending reserve.

What is the Merton Portfolio?

The Merton Portfolio is a way to decide how much to invest in each asset based on its expected return, its risk, and your willingness to take risk. It draws on economist Robert Merton’s work on portfolio choice.

An investment becomes more attractive when its expected return above cash improves relative to its risk. The model also considers how assets move together, so an investment’s role depends on the rest of the portfolio. TMD applies this framework to equities, Treasuries, short TIPS, gold, commodities and bitcoin. It solves their allocations together, without short selling or borrowing, and leaves any unallocated amount in cash. The weights can change as return estimates and risks change.

The expanded published universe separates US and international equities and adds broad and long TIPS. Making a sleeve eligible does not require a positive allocation.

To learn more about this approach to investment sizing and financial decisions, read The Missing Billionaires: A Guide to Better Financial Decisions by Victor Haghani and James White.

What is Central and Robust methods

Central Merton uses our best estimates of long-term returns, risks and how assets move together to choose an allocation for the selected risk tolerance. It answers: “What would we hold if our forecasts were right?” An asset can receive a large allocation when those estimates make it attractive, even if its expected return is uncertain.

Robust Merton uses the same risk tolerance and investment constraints, but considers many plausible return forecasts. It balances the average result, after allowing for investment risk, against how much that result changes across forecasts. This trades some performance under the central assumptions for less dependence on those assumptions being right. It cannot guarantee smaller losses or better returns. Read the full comparison and rationale →

Expected returns · what drives the model

Ten-year strategic modeling horizon, not a promise of a provider’s forecast horizon or convention. Typed per-asset forecasts are converted to nominal arithmetic drift, net of fund fees and before investor tax; CAGR and its range are derived presentation only. The ranges describe uncertainty in those forecasts. Volatility describes variation in annual returns; it is a different input.

AssetExpected CAGRPessimistic / optimistic CAGRVolatilityMerton arithmetic drift
SPYUS equities3.5%0.6% to 6.5%18.0%5.1%
IEFTreasuries5.0%3.5% to 6.5%7.0%5.2%
VTIPShort TIPS4.8%3.3% to 6.3%3.0%4.7%
GLDMGold7.0%-3.0% to 15.0%19.5%8.7%
PDBCCommodities5.7%1.7% to 9.7%18.0%7.2%
FBTCBitcoin20.0%-10.0% to 50.0%60.0%36.2%
VXUSInternational equities6.4%3.4% to 9.3%18.0%7.8%
SCHPBroad TIPS5.2%3.6% to 6.8%6.0%5.3%
LTPZLong TIPS5.6%4.1% to 7.2%15.0%6.6%
SPAXXCash3.8%2.3% to 5.3%0.0%3.8%

Merton uses continuous nominal arithmetic drift μ. A geometric CAGR converts as μ = ln(1 + CAGR) + σ²/2; an effective annual arithmetic expectation a converts as μ = ln(1 + a), without adding volatility drag a second time. Real typed forecasts receive their explicit inflation conversion. Scenario ranges are selected assumptions, not confidence intervals.

Allocation uncertainty

Each of 8,192 scenarios draws typed forecast parameters within their selected supports, then converts each draw to drift under its own convention and solves Merton. The displayed CAGR ranges are not the source of draws. The center of each distribution is its base-case mode. These are distributions of optimal allocations across uncertain assumptions. They are not predictions of future weights or confidence intervals on asset returns. Central and Robust are single portfolios answering different questions.

AssetP10MedianP90Range on a 0–100% scale
SPY0%0%0%
IEF0%0%42%
VTIP0%0%28%
GLDM0%11%53%
PDBC0%12%33%
FBTC13%27%39%
VXUS0%0%17%
SCHP0%0%27%
LTPZ0%12%22%
SPAXX0%0%0%

Each column summarizes separate asset distributions and need not total 100%. Covariance stays fixed. Maximum split-half sampling difference: 1.5 percentage points. Seed: 20261006.

Explore the assumptions

γ is your preference for risk, not a market forecast. Higher values generally reduce risky exposure. Change typed BTC and gold forecasts or the US equity method to jointly reoptimize both top portfolios. Typed uncertainty moments are recomputed for the selected scenario. Published assumptions, allocation uncertainty and weekly histories remain immutable reference data.

Published default shown. Interactive scenarios update the top charts and metrics; assumptions, uncertainty and history stay reference data.

AssetScenario CentralScenario Robust
SPY0%0%
IEF9%12%
VTIP0%0%
GLDM21%10%
PDBC18%20%
FBTC28%19%
VXUS0%10%
SCHP3%11%
LTPZ21%19%
SPAXX0%0%
Return assumptions and formulas

SPY · US equities

ln(1 + external nominal arithmetic rate) − annual fee; no half-variance addition

horizonYears
10
returnDefinition
Typed annual forecast; effective convention and ETF mapping are conditional
conditionalConvention
Effective annual arithmetic and gross benchmark fee interpretation are adopted assumptions, not publisher-confirmed.

US broad-market → SPY and non-US aggregate → VXUS are adopted index mappings. Small public numeric facts with attribution only; no reuse license obtained.

  • Selected triangular forecast supports and dependence are uncalibrated, not confidence intervals.
Reviewed 2026-10-07

IEF · Treasuries

starting portfolio YTM − fee

horizonYears
10
returnDefinition
Model-implied geometric growth; not the mathematical expectation of a finite-sample CAGR

Starting yield anchors ten-year CAGR. Rolling ETF duration, reinvestment, roll and convexity make this an approximation, not a locked maturity return.

  • Scenario support is judgmental, not a statistical confidence interval. Annual return volatility is separate from uncertainty about the expected CAGR.
Reviewed 2026-10-07

VTIP · Short TIPS

expm1(ln(1 + net real SEC yield) + 10-year inflation compensation)

horizonYears
10
returnDefinition
Model-implied geometric growth; not the mathematical expectation of a finite-sample CAGR

Rolling short TIPS throughout ten years. Central scenario holds net real reinvestment yields at today’s carry proxy, with no expected real-yield repricing or extra roll premium. Inflation compensation proxies expected CPI but includes risk and liquidity premiums. The SEC yield is already net of fees. This is a conditional carry anchor, not a locked ten-year yield or a backtested forecast.

  • Scenario support is judgmental, not a statistical confidence interval. Annual return volatility is separate from uncertainty about the expected CAGR.
Reviewed 2026-10-07

GLDM · Gold

selected ten-year net geometric CAGR

horizonYears
10
returnDefinition
Model-implied geometric growth; not the mathematical expectation of a finite-sample CAGR

7% structural prior retained: 200WMA models did not improve walk-forward forecasts. This is a judgment, not a measured expected return.

  • Scenario support is judgmental, not a statistical confidence interval. Annual return volatility is separate from uncertainty about the expected CAGR.
Reviewed 2026-10-07

PDBC · Commodities

expm1(strategic gross cash rate + selected futures premium − fee)

horizonYears
10
returnDefinition
Model-implied geometric growth; not the mathematical expectation of a finite-sample CAGR

Selected geometric excess-growth premium, not arithmetic excess return. At 18% volatility, 2% implies 3.62% gross arithmetic excess drift. Collateral yield is added once; spot, roll and within-fund rebalancing are included in the premium, with no separate alpha. The current fee waiver is assumed to continue; trading costs and implementation can reduce returns.

  • Scenario support is judgmental, not a statistical confidence interval. Annual return volatility is separate from uncertainty about the expected CAGR.
Reviewed 2026-10-07

FBTC · Bitcoin

selected ten-year net geometric CAGR

horizonYears
10
returnDefinition
Model-implied geometric growth; not the mathematical expectation of a finite-sample CAGR

20% structural prior retained. Terminal-multiple research is promising but lacks enough independent long-horizon observations to replace this prior.

  • Scenario support is judgmental, not a statistical confidence interval. Annual return volatility is separate from uncertainty about the expected CAGR.
Reviewed 2026-10-07

VXUS · International equities

ln(1 + external nominal arithmetic rate) − annual fee; no half-variance addition

horizonYears
10
returnDefinition
Typed annual forecast; effective convention and ETF mapping are conditional
conditionalConvention
Effective annual arithmetic and gross benchmark fee interpretation are adopted assumptions, not publisher-confirmed.

US broad-market → SPY and non-US aggregate → VXUS are adopted index mappings. Small public numeric facts with attribution only; no reuse license obtained.

  • Selected triangular forecast supports and dependence are uncalibrated, not confidence intervals.
Reviewed 2026-10-07

SCHP · Broad TIPS

Interpolated continuous real zero yield + inflation compensation − fee + half variance

horizonYears
10
returnDefinition
Typed annual forecast; effective convention and ETF mapping are conditional
maturityYears
7.16
maturityObservedAt
2026-07-31
curveObservedAt
2026-10-02
mappingConvention
Dated average maturity selected as fixed interpolation anchor; NOT current ETF maturity

Conditional unchanged-real-yield rolling TIPS scenario. Curve-at-maturity is not a cashflow-weighted portfolio yield. Maturity anchors are dated fixed proxy mappings, not refreshed/current issuer fund statistics. Inflation compensation contains risk/liquidity premiums.

  • Selected triangular forecast supports and dependence are uncalibrated, not confidence intervals.
Reviewed 2026-10-07

LTPZ · Long TIPS

Interpolated continuous real zero yield + inflation compensation − fee + half variance

horizonYears
10
returnDefinition
Typed annual forecast; effective convention and ETF mapping are conditional
maturityYears
18.89
maturityObservedAt
2025-09-30
curveObservedAt
2026-10-02
mappingConvention
Dated benchmark maturity selected as fixed interpolation anchor; NOT current ETF maturity

Conditional unchanged-real-yield rolling TIPS scenario. Curve-at-maturity is not a cashflow-weighted portfolio yield. Maturity anchors are dated fixed proxy mappings, not refreshed/current issuer fund statistics. Inflation compensation contains risk/liquidity premiums.

  • Selected triangular forecast supports and dependence are uncalibrated, not confidence intervals.
Reviewed 2026-10-07

SPAXX · Cash

expm1(10-year expected average short rate − fund fee)

horizonYears
10
returnDefinition
Model-implied geometric growth; not the mathematical expectation of a finite-sample CAGR

Fed Kim–Wright term-premium-adjusted rate anchors strategic reinvestment. Model estimates are revisable; this is not today’s seven-day yield or a guaranteed cash return.

  • Scenario support is judgmental, not a statistical confidence interval. Annual return volatility is separate from uncertainty about the expected CAGR.
Reviewed 2026-10-07

SPY · Our US building-block alternative

expm1(dividend yield + ln(1 + EPS growth) + ln(terminal P/E / current P/E) / 10 − fee)

5% nominal per-share EPS growth; terminal FY1 P/E 18. Dividends approximate a continuous flow. Buybacks and inflation are not added twice.

The alternative retains our US growth/valuation convention; select Our US + Elm international under Explore the assumptions. Its dated geometric CAGR is 4.6%, from TMD selected strategic scenario with dated public source dependencies, as of 2026-10-06. VXUS remains Elm. This alternative does not change published reference assumptions or history.

Input provenance and source dates

Observation dates belong to the source. Retrieval and publication dates do not make older evidence new. Cached and curated values expire under the same source policy.

InputValueObservedRetrievedBasis
spy-pe20.692026-10-082026-10-09provider · State StreetWeighted harmonic FY1 P/E, fund holdings
spy-dividend1.1%2026-10-082026-10-09provider · State StreetIndicated index dividend yield, gross annual flow approximation
spy-price773.932026-10-082026-10-09provider · State StreetOfficial ETF closing price, matched to valuation date; no inferred EPS
spy-fee0.1%2026-10-062026-10-06cache · State StreetAnnual gross expense ratio
ief-ytm5.2%2026-10-082026-10-09provider · iSharesPortfolio average yield to maturity, gross; first-order annual carry
ief-fee0.1%2026-10-062026-10-06cache · iSharesAnnual expense ratio
ief-duration6.852026-10-082026-10-09provider · iSharesEffective duration
ief-maturity8.442026-10-082026-10-09provider · iSharesWeighted average maturity
vtip-sec2.4%2026-10-082026-10-09provider · VanguardNet 30-day SEC yield explicitly excludes income adjustment from inflation
breakeven2.3%2026-10-092026-10-09provider · Federal Reserve Bank of St. LouisFive-year Treasury breakeven, annual spread; not pure expected inflation
pdbc-sec2.7%2026-10-052026-10-06cache · Invesco (curated issuer observation)Net 30-day SEC income yield; expenses already reflected
pdbc-fee0.6%2026-02-272026-10-06cache · Invesco prospectusAnnual net expense ratio; 0.74% gross before waiver
pdbc-waiver0.1%2026-02-272026-10-06cache · Invesco prospectusAcquired-fund expense offset waiver
spaxx-yield3.5%2026-10-082026-10-09provider · FidelityNet seven-day annualized income yield
gold-scenario7.0%2026-10-062026-10-06cache · Selected research assumptionSelected ten-year nominal geometric CAGR, net of fund fees
bitcoin-scenario20.0%2026-10-062026-10-06cache · Selected research assumptionSelected ten-year nominal geometric CAGR, net of fund fees
strategic-cash4.2%2026-10-022026-10-09provider · Federal Reserve Kim–Wright modelTen-year zero yield minus ten-year term premium; expected average short rate, continuously compounded
inflation-10y2.3%2026-10-022026-10-09provider · Federal Reserve fitted TIPS curveTen-year continuously compounded inflation compensation; includes risk and liquidity premiums
spaxx-fee0.4%2025-10-312026-10-06cache · Fidelity semiannual shareholder reportAnnual expense ratio; strategic gross cash anchor is netted once
vtip-fee0.0%2026-01-282026-10-06cache · VanguardAnnual expense ratio; applied to reinvestment anchor only; initial SEC yield already net
vtip-duration2.42026-08-312026-10-09provider · VanguardAverage real-yield duration from fund characteristics; sensitivity, not maturity or a reinvestment cutoff.
elm-spy5.3%2026-09-302026-10-09provider · Elm WealthPublic quarterly nominal expected return; adopted effective annual arithmetic gross benchmark convention is conditional, not publisher-confirmed
elm-vxus8.2%2026-09-302026-10-09provider · Elm WealthPublic quarterly nominal expected return; adopted effective annual arithmetic gross benchmark convention is conditional, not publisher-confirmed
vxus-fee0.1%2026-10-072026-10-08cache · Selected fee mappingAdopted annual expense mapping; not a verified real-yield gross/net convention
schp-fee0.0%2026-10-072026-10-08cache · Selected fee mappingAdopted annual expense mapping; not a verified real-yield gross/net convention
ltpz-fee0.2%2026-10-072026-10-08cache · Selected fee mappingAdopted annual expense mapping; not a verified real-yield gross/net convention
schp-maturity-anchor7.162026-07-312026-10-08cache · Schwab indexed issuer evidenceDated average maturity selected as fixed interpolation anchor; NOT current ETF maturity
ltpz-maturity-anchor18.892025-09-302026-10-07cache · SEC index maturity evidenceDated benchmark maturity selected as fixed interpolation anchor; NOT current ETF maturity
schp-real-curve2.8%2026-10-022026-10-09provider · Federal ReserveContinuously compounded real zero-curve interpolation at dated selected maturity anchor; NOT ETF YTM
ltpz-real-curve3.4%2026-10-022026-10-09provider · Federal ReserveContinuously compounded real zero-curve interpolation at dated selected maturity anchor; NOT ETF YTM
Methodology, calibration and limitations

Central Merton maximizes wᵀ(μ − r) − γ wᵀΣw / 2 at the central forecasts. Robust Merton maximizes average utility across scenarios minus one standard deviation of that utility. With fixed return covariance, the penalty is √(wᵀCw), where C is covariance of forecast errors in excess means, not annual return covariance Σ. This joint ellipsoid avoids charging every asset its full individual downside simultaneously. It does not average scenario-optimal weights. The one-standard-deviation penalty is a modeling choice, not a confidence level; γ separately describes investor risk preference.

The penalty measures dispersion on both sides of the mean; it is not a CVaR guarantee. The prior box method and unpenalized expected utility are compared in the research report. Correlated forecast mistakes, return jumps, changing volatility, taxes and the choice of uncertainty ranges remain material risks. A higher assumed asset volatility also increases the drift needed to maintain a fixed CAGR; the conversion is not evidence that risk earns a higher return.

The model maximizes expected excess drift minus γ / 2 times portfolio variance, subject to long-only weights, asset caps and a minimum cash allocation.

  • Initial research scenario: 5% compounded nominal per-share earnings growth represents roughly 2% long-run inflation plus 3% real per-share growth; these are underwriting judgments, not measured forecasts. Terminal weighted-harmonic FY1 P/E 18 (5.56% forward earnings yield) allows normalization from the issuer observation without fitting a desired return or allocation. Ten-year normalization is strategic, not the optimizer holding period. Futures premium 2% is a selected continuous geometric excess-growth scenario, equivalent to 3.62% gross arithmetic excess drift at 18% volatility. Long-run diversified futures evidence supports a positive but unstable premium; 2% is judgmental, not estimated for PDBC.
  • Educational conditional model, not individualized investment advice or executable orders. Taxes, spreads, trading costs, liabilities and consumption needs are excluded.
  • Elm values are small attributed facts from its public quarterly CMA, not a reconstructed P-CAEY model. Effective annual arithmetic, gross/net fees and ETF mappings are adopted conditional interpretations, not publisher-confirmed; no redistribution/reuse license has been obtained.
  • Ten years is our disclosed strategic modeling horizon, not a promise of the provider forecast horizon or a locked holding return.
  • SCHP/LTPZ real zero-curve proxies retain their original dated maturity anchors and are NOT current real ETF YTMs. Real reinvestment yields are assumed unchanged; no real-yield repricing premium is added.
  • Risk floors, coherent regression extension, forecast supports and latent dependence are selected and uncalibrated. Forecast-error covariance is distinct from realized-return covariance.
  • Robust maximizes mean cash-relative utility minus a selected multiple of scenario utility standard deviation. Cash remains residual; no spending reserve is inferred.
  • Annual drift is not CAGR; diffusion expected log growth is drift minus half variance. Zero modeled cash volatility omits purchasing-power and reinvestment risk. Source refresh timestamps never refresh observation dates.

A 0% VTIP allocation means this nominal-wealth objective does not select it under these assumptions. Real spending, purchasing-power preservation and liability matching can justify TIPS in a different objective.

Read the v2.2 research and robust-method comparison →

Risk estimate

Estimated 2026-10-09, histories through 2026-10-08. Ten-year proxy and available actual ETF covariances receive equal weight. Correlations shrink 20% toward independence; marginal volatility floors preserve low-volatility assets.

  • Complete common dates before log returns; weekend BTC moves aggregate to next shared session
  • UTC spot BTC closes differ from ETF market closes
  • Blend historical covariance 50/50; shrink correlation 20%; apply declared marginal floors
  • Multivariate common-date OLS transport into freshly estimated baseline covariance + PSD correlation-shrunk residual covariance + diagonal volatility-floor increments. Baseline block preserved exactly; floors and transport are selected uncalibrated assumptions.

Fundamentals expire after 90 calendar days; yields and market observations after five weekdays (eight for the weekly Federal Reserve model estimates). Risk estimates expire after 45 days and assumptions require review within 100 days. Weekday aging is conservative around market holidays.

Numerical residual: 3.38e-17. Methodology merton-3.0.0; assumptions 2026-10-07.v3; solver merton-next-working-set-1.

Reconstructed weekly allocations use the same engine, risk aversion γ and asset-availability policy, but Treasury yield proxies and current revised data where original issuer yields or release vintages could not be recovered. They are derived estimates, not actual publisher records. This is not a point-in-time backtest. Published records take priority for any overlapping week.

Historical reconstruction · assumptions and caveats

Reconstruction merton-weekly-reconstruction-v1; methodology merton-3.0.0. These estimates do not establish what was published or knowable at the time.

Reconstruction assumptions

  • Retrospective application of the finally deployed nine-asset methodology and current underwriting; not allocations published or recommended in those earlier weeks.
  • Week labels are Mondays; inputs use the last common ETF close on or before Friday. Only completed historical weeks are reconstructed; actual published records take precedence.
  • IEF gross yield uses historical Treasury 7/10-year yields interpolated at the selected fixed 8.45-year mapping, not historical portfolio-average issuer YTM. Treasury observations are lagged one weekday.
  • VTIP net real carry uses the trailing 30-calendar-day mean of Fed real par yields interpolated between 2 and 3 years at a selected 2.5-year mapping, less dated expenses. It is not historical issuer net real SEC yield; no yield-spread calibration to today is applied.
  • Elm quarterly values are selected only after a 30-calendar-day assumed release lag; Fed fitted curves and Kim-Wright strategic cash use a 7-calendar-day assumed lag. Neither lag is verified historical availability.
  • VTIP proxy expenses use 0.04% before 2025-02-03 and 0.03% from its explicit supplement date. Other net fee/maturity mappings remain the deployed fixed assumptions where complete historical effective ledgers are absent.
  • Gold 7% and bitcoin 20% net geometric CAGR, futures 2% premium, risk floors, supports, dependence, gamma 3, caps and seeded 8192-draw Robust model are the deployed retrospective specification.
  • Risk uses only prices through each cutoff; deployed actual/proxy covariance plus added-sleeve regression transport is retained unchanged. No future covariance fills the 13 ineligible late-2024 weeks.

Reconstruction caveats

  • Current revised adjusted prices, quarterly forecast levels and fitted Fed curves are not original historical vintages. This is best-effort reconstruction, not a strict point-in-time backtest or actual performance record.
  • Treasury/real-yield proxies are not issuer fund yields; fixed maturities and expense mappings, unknown historical release dates and uncalibrated forecasts can materially change weights.
  • Weights are model allocations, not realized returns. Taxes, execution costs, spreads, liquidity needs and liability matching are excluded.

Download weekly history and reconstruction assumptions JSON →

Central portfolio · weekly allocation history

The latest published Central reference allocation for each week where available, with reconstructed estimates for earlier weeks, grouped by the market-input date. The Record column distinguishes them. Newest weeks appear first. The current week updates as new models are published.

Week ofModel as ofRecordSPYIEFVTIPGLDMPDBCFBTCVXUSSCHPLTPZSPAXX
Oct 5, 2026 Oct 8, 2026 Published 0%9%0%21%18%28%0%3%21%0%
Sep 28, 2026 Oct 2, 2026 Reconstructed 0%16%0%21%18%28%0%0%17%0%
Sep 21, 2026 Sep 25, 2026 Reconstructed 0%21%0%21%17%28%0%0%13%0%
Sep 14, 2026 Sep 18, 2026 Reconstructed 0%9%0%23%18%28%0%0%21%0%
Sep 7, 2026 Sep 11, 2026 Reconstructed 0%13%0%23%18%28%0%0%18%0%
Aug 31, 2026 Sep 4, 2026 Reconstructed 0%0%7%24%17%28%1%0%23%0%
Aug 24, 2026 Aug 28, 2026 Reconstructed 0%0%8%24%16%28%0%0%23%0%
Aug 17, 2026 Aug 21, 2026 Reconstructed 0%0%8%25%16%28%0%0%23%0%
Aug 10, 2026 Aug 14, 2026 Reconstructed 0%0%6%25%17%28%0%0%23%0%
Aug 3, 2026 Aug 7, 2026 Reconstructed 0%0%3%25%17%28%0%0%26%0%
Jul 27, 2026 Jul 31, 2026 Reconstructed 0%0%1%26%18%28%1%0%25%0%
Jul 20, 2026 Jul 24, 2026 Reconstructed 0%2%0%24%16%28%10%0%20%0%
Jul 13, 2026 Jul 17, 2026 Reconstructed 0%0%0%24%16%28%10%0%21%0%
Jul 6, 2026 Jul 10, 2026 Reconstructed 0%0%0%25%16%28%11%0%20%0%
Jun 29, 2026 Jul 2, 2026 Reconstructed 0%0%0%26%16%28%12%0%19%0%
Jun 22, 2026 Jun 26, 2026 Reconstructed 0%0%0%25%16%28%11%0%20%0%
Jun 15, 2026 Jun 18, 2026 Reconstructed 0%0%0%25%16%28%11%0%20%0%
Jun 8, 2026 Jun 12, 2026 Reconstructed 0%0%0%25%16%28%11%0%20%0%
Jun 1, 2026 Jun 5, 2026 Reconstructed 0%0%0%26%15%28%11%0%20%0%
May 25, 2026 May 29, 2026 Reconstructed 0%0%0%26%15%28%11%0%20%0%
May 18, 2026 May 22, 2026 Reconstructed 0%0%0%25%15%28%11%0%21%0%
May 11, 2026 May 15, 2026 Reconstructed 0%0%0%26%14%28%12%0%19%0%
May 4, 2026 May 8, 2026 Reconstructed 0%0%0%26%14%28%12%0%19%0%
Apr 27, 2026 May 1, 2026 Reconstructed 0%0%0%27%14%28%13%0%19%0%
Apr 20, 2026 Apr 24, 2026 Reconstructed 0%0%0%28%14%28%11%0%19%0%
Apr 13, 2026 Apr 17, 2026 Reconstructed 0%0%0%28%13%28%11%0%20%0%
Apr 6, 2026 Apr 10, 2026 Reconstructed 0%0%0%28%13%28%11%0%20%0%
Mar 30, 2026 Apr 2, 2026 Reconstructed 0%0%0%28%13%28%11%0%20%0%
Mar 23, 2026 Mar 27, 2026 Reconstructed 0%0%0%28%12%28%11%0%21%0%
Mar 16, 2026 Mar 20, 2026 Reconstructed 0%0%0%29%11%28%12%0%20%0%
Mar 9, 2026 Mar 13, 2026 Reconstructed 0%0%0%31%10%28%13%0%19%0%
Mar 2, 2026 Mar 6, 2026 Reconstructed 0%0%0%32%9%28%14%0%17%0%
Feb 23, 2026 Feb 27, 2026 Reconstructed 0%0%0%32%8%28%14%0%17%0%
Feb 16, 2026 Feb 20, 2026 Reconstructed 0%0%0%32%8%28%15%0%17%0%
Feb 9, 2026 Feb 13, 2026 Reconstructed 0%0%0%31%9%28%14%0%19%0%
Feb 2, 2026 Feb 6, 2026 Reconstructed 0%0%0%32%9%28%13%0%18%0%
Jan 26, 2026 Jan 30, 2026 Reconstructed 0%0%0%33%10%28%12%0%17%0%
Jan 19, 2026 Jan 23, 2026 Reconstructed 0%0%0%32%9%28%16%0%15%0%
Jan 12, 2026 Jan 16, 2026 Reconstructed 0%0%0%31%9%28%17%0%15%0%
Jan 5, 2026 Jan 9, 2026 Reconstructed 0%0%0%31%9%28%17%0%15%0%
Dec 29, 2025 Jan 2, 2026 Reconstructed 0%0%0%32%9%28%17%0%14%0%
Dec 22, 2025 Dec 26, 2025 Reconstructed 0%0%0%32%9%28%17%0%14%0%
Dec 15, 2025 Dec 19, 2025 Reconstructed 0%0%0%31%9%28%17%0%15%0%
Dec 8, 2025 Dec 12, 2025 Reconstructed 0%0%0%32%10%28%17%0%14%0%
Dec 1, 2025 Dec 5, 2025 Reconstructed 0%0%0%32%9%28%17%0%13%0%
Nov 24, 2025 Nov 28, 2025 Reconstructed 0%0%0%32%10%28%17%0%14%0%
Nov 17, 2025 Nov 21, 2025 Reconstructed 0%0%0%32%10%28%16%0%14%0%
Nov 10, 2025 Nov 14, 2025 Reconstructed 0%0%0%32%10%28%17%0%14%0%
Nov 3, 2025 Nov 7, 2025 Reconstructed 0%0%0%32%10%28%16%0%14%0%
Oct 27, 2025 Oct 31, 2025 Reconstructed 0%0%0%33%10%28%17%0%12%0%
Oct 20, 2025 Oct 24, 2025 Reconstructed 0%0%0%32%9%28%19%0%12%0%
Oct 13, 2025 Oct 17, 2025 Reconstructed 0%0%0%32%10%28%18%0%13%0%
Oct 6, 2025 Oct 10, 2025 Reconstructed 0%0%0%31%10%28%18%0%14%0%
Sep 29, 2025 Oct 3, 2025 Reconstructed 0%0%0%31%10%28%18%0%14%0%
Sep 22, 2025 Sep 26, 2025 Reconstructed 0%0%0%31%10%28%18%0%14%0%
Sep 15, 2025 Sep 19, 2025 Reconstructed 0%0%0%31%10%28%18%0%13%0%
Sep 8, 2025 Sep 12, 2025 Reconstructed 0%0%0%30%10%28%18%0%14%0%
Sep 1, 2025 Sep 5, 2025 Reconstructed 0%0%0%30%10%28%17%0%15%0%
Aug 25, 2025 Aug 29, 2025 Reconstructed 0%0%0%30%10%28%17%0%16%0%
Aug 18, 2025 Aug 22, 2025 Reconstructed 0%0%0%29%10%28%17%0%16%0%
Aug 11, 2025 Aug 15, 2025 Reconstructed 0%0%0%30%10%28%17%0%15%0%
Aug 4, 2025 Aug 8, 2025 Reconstructed 0%0%0%30%10%28%17%0%15%0%
Jul 28, 2025 Aug 1, 2025 Reconstructed 0%0%0%29%10%28%17%0%16%0%
Jul 21, 2025 Jul 25, 2025 Reconstructed 0%0%0%26%8%27%24%0%14%0%
Jul 14, 2025 Jul 18, 2025 Reconstructed 0%0%0%27%8%27%24%0%14%0%
Jul 7, 2025 Jul 11, 2025 Reconstructed 0%0%0%27%8%27%24%0%13%0%
Jun 30, 2025 Jul 3, 2025 Reconstructed 0%0%0%28%8%27%25%0%13%0%
Jun 23, 2025 Jun 27, 2025 Reconstructed 0%0%0%27%8%27%24%0%13%0%
Jun 16, 2025 Jun 20, 2025 Reconstructed 0%0%0%27%8%27%24%0%14%0%
Jun 9, 2025 Jun 13, 2025 Reconstructed 0%0%0%27%8%27%24%0%14%0%
Jun 2, 2025 Jun 6, 2025 Reconstructed 0%0%0%27%8%27%24%0%14%0%
May 26, 2025 May 30, 2025 Reconstructed 0%0%0%27%8%27%23%0%15%0%
May 19, 2025 May 23, 2025 Reconstructed 0%0%0%27%8%27%24%0%14%0%
May 12, 2025 May 16, 2025 Reconstructed 0%0%0%28%8%27%24%0%13%0%
May 5, 2025 May 9, 2025 Reconstructed 0%0%0%28%8%27%24%0%13%0%
Apr 28, 2025 May 2, 2025 Reconstructed 0%0%0%27%8%27%24%0%13%0%
Apr 21, 2025 Apr 25, 2025 Reconstructed 0%0%0%27%8%27%25%0%13%0%
Apr 14, 2025 Apr 17, 2025 Reconstructed 0%0%0%26%8%27%26%0%14%0%
Apr 7, 2025 Apr 11, 2025 Reconstructed 0%10%0%26%7%27%27%0%4%0%
Mar 31, 2025 Apr 4, 2025 Reconstructed 0%0%0%24%8%27%28%0%14%0%
Mar 24, 2025 Mar 28, 2025 Reconstructed 0%0%0%24%9%27%27%0%12%0%
Mar 17, 2025 Mar 21, 2025 Reconstructed 0%0%0%24%10%27%27%0%12%0%
Mar 10, 2025 Mar 14, 2025 Reconstructed 0%0%0%24%9%27%27%0%13%0%
Mar 3, 2025 Mar 7, 2025 Reconstructed 0%0%0%25%9%27%29%0%10%0%
Feb 24, 2025 Feb 28, 2025 Reconstructed 0%0%0%24%9%27%29%0%11%0%
Feb 17, 2025 Feb 21, 2025 Reconstructed 0%0%0%24%10%27%28%0%12%0%
Feb 10, 2025 Feb 14, 2025 Reconstructed 0%0%0%24%10%27%27%0%11%0%
Feb 3, 2025 Feb 7, 2025 Reconstructed 0%0%0%24%10%27%27%0%13%0%
Jan 27, 2025 Jan 31, 2025 Reconstructed 0%0%0%24%11%27%26%0%13%0%
Jan 20, 2025 Jan 24, 2025 Reconstructed 0%0%0%27%16%27%12%0%18%0%
Jan 13, 2025 Jan 17, 2025 Reconstructed 0%0%0%26%16%27%11%0%19%0%
Jan 6, 2025 Jan 10, 2025 Reconstructed 0%0%0%27%16%27%13%0%17%0%

Available Central history begins with the week of Jan 6, 2025. Weeks without a valid model are omitted. A dash means that sleeve was unavailable, not a zero allocation.

Robust portfolio · weekly allocation history

The latest published Robust reference allocation for each week where available, with reconstructed estimates for earlier weeks, grouped by the market-input date. The Record column distinguishes them. Newest weeks appear first. The current week updates as new models are published.

Week ofModel as ofRecordSPYIEFVTIPGLDMPDBCFBTCVXUSSCHPLTPZSPAXX
Oct 5, 2026 Oct 8, 2026 Published 0%12%0%10%20%19%10%11%19%0%
Sep 28, 2026 Oct 2, 2026 Reconstructed 0%23%0%10%21%19%9%2%16%0%
Sep 21, 2026 Sep 25, 2026 Reconstructed 0%29%0%10%20%19%10%0%12%0%
Sep 14, 2026 Sep 18, 2026 Reconstructed 0%15%0%11%21%19%11%4%19%0%
Sep 7, 2026 Sep 11, 2026 Reconstructed 0%21%0%11%21%19%11%0%17%0%
Aug 31, 2026 Sep 4, 2026 Reconstructed 0%0%17%12%19%19%11%0%23%0%
Aug 24, 2026 Aug 28, 2026 Reconstructed 0%0%18%11%18%19%11%0%23%0%
Aug 17, 2026 Aug 21, 2026 Reconstructed 0%0%18%12%18%19%11%0%23%0%
Aug 10, 2026 Aug 14, 2026 Reconstructed 0%0%16%12%19%19%11%0%23%0%
Aug 3, 2026 Aug 7, 2026 Reconstructed 0%0%14%12%19%19%11%0%25%0%
Jul 27, 2026 Jul 31, 2026 Reconstructed 0%0%12%13%20%19%12%0%25%0%
Jul 20, 2026 Jul 24, 2026 Reconstructed 0%11%2%11%19%18%20%0%18%0%
Jul 13, 2026 Jul 17, 2026 Reconstructed 0%0%7%12%19%18%21%0%23%0%
Jul 6, 2026 Jul 10, 2026 Reconstructed 0%8%0%12%20%18%21%0%20%0%
Jun 29, 2026 Jul 2, 2026 Reconstructed 0%10%0%12%20%18%22%0%18%0%
Jun 22, 2026 Jun 26, 2026 Reconstructed 0%0%0%13%20%18%22%5%22%0%
Jun 15, 2026 Jun 18, 2026 Reconstructed 0%7%0%12%20%18%22%0%20%0%
Jun 8, 2026 Jun 12, 2026 Reconstructed 0%0%0%13%20%18%22%6%22%0%
Jun 1, 2026 Jun 5, 2026 Reconstructed 0%4%0%13%20%18%22%0%22%0%
May 25, 2026 May 29, 2026 Reconstructed 0%0%0%13%20%18%22%3%24%0%
May 18, 2026 May 22, 2026 Reconstructed 0%2%0%13%20%18%22%0%25%0%
May 11, 2026 May 15, 2026 Reconstructed 0%5%0%13%19%18%23%0%22%0%
May 4, 2026 May 8, 2026 Reconstructed 0%1%0%13%20%18%23%0%24%0%
Apr 27, 2026 May 1, 2026 Reconstructed 0%4%0%13%19%19%23%0%22%0%
Apr 20, 2026 Apr 24, 2026 Reconstructed 0%4%0%14%19%19%22%0%22%0%
Apr 13, 2026 Apr 17, 2026 Reconstructed 0%2%0%14%19%19%22%0%24%0%
Apr 6, 2026 Apr 10, 2026 Reconstructed 0%1%0%14%19%19%22%0%25%0%
Mar 30, 2026 Apr 2, 2026 Reconstructed 0%2%0%14%19%19%22%0%25%0%
Mar 23, 2026 Mar 27, 2026 Reconstructed 0%5%0%14%18%19%21%0%24%0%
Mar 16, 2026 Mar 20, 2026 Reconstructed 0%2%0%15%18%19%22%0%25%0%
Mar 9, 2026 Mar 13, 2026 Reconstructed 0%6%0%15%16%19%23%0%21%0%
Mar 2, 2026 Mar 6, 2026 Reconstructed 0%6%0%16%16%19%24%0%20%0%
Feb 23, 2026 Feb 27, 2026 Reconstructed 0%0%0%17%15%19%23%0%23%3%
Feb 16, 2026 Feb 20, 2026 Reconstructed 0%0%0%16%15%19%24%0%23%3%
Feb 9, 2026 Feb 13, 2026 Reconstructed 0%0%0%16%15%19%23%0%25%3%
Feb 2, 2026 Feb 6, 2026 Reconstructed 0%0%0%16%15%19%23%0%25%2%
Jan 26, 2026 Jan 30, 2026 Reconstructed 0%4%0%17%16%19%22%0%21%0%
Jan 19, 2026 Jan 23, 2026 Reconstructed 0%4%0%16%15%19%26%0%20%0%
Jan 12, 2026 Jan 16, 2026 Reconstructed 0%2%0%16%15%19%27%0%21%0%
Jan 5, 2026 Jan 9, 2026 Reconstructed 0%1%0%16%15%19%27%0%22%0%
Dec 29, 2025 Jan 2, 2026 Reconstructed 0%3%0%16%15%19%27%0%20%0%
Dec 22, 2025 Dec 26, 2025 Reconstructed 0%1%0%16%16%19%27%0%21%0%
Dec 15, 2025 Dec 19, 2025 Reconstructed 0%0%0%16%16%19%27%0%22%0%
Dec 8, 2025 Dec 12, 2025 Reconstructed 0%2%0%16%16%19%27%0%21%0%
Dec 1, 2025 Dec 5, 2025 Reconstructed 0%3%0%16%16%19%27%0%19%0%
Nov 24, 2025 Nov 28, 2025 Reconstructed 0%0%0%16%16%19%27%0%21%1%
Nov 17, 2025 Nov 21, 2025 Reconstructed 0%0%0%16%16%19%27%0%21%2%
Nov 10, 2025 Nov 14, 2025 Reconstructed 0%1%0%16%16%19%27%0%20%0%
Nov 3, 2025 Nov 7, 2025 Reconstructed 0%0%0%17%16%19%27%0%21%1%
Oct 27, 2025 Oct 31, 2025 Reconstructed 0%4%0%17%16%19%27%0%17%0%
Oct 20, 2025 Oct 24, 2025 Reconstructed 0%0%0%16%15%19%29%0%19%1%
Oct 13, 2025 Oct 17, 2025 Reconstructed 0%0%0%16%16%19%29%0%20%2%
Oct 6, 2025 Oct 10, 2025 Reconstructed 0%0%0%16%16%19%28%0%21%1%
Sep 29, 2025 Oct 3, 2025 Reconstructed 0%0%0%15%16%19%28%0%21%1%
Sep 22, 2025 Sep 26, 2025 Reconstructed 0%0%0%16%16%19%28%0%21%1%
Sep 15, 2025 Sep 19, 2025 Reconstructed 0%0%0%16%16%19%29%0%20%1%
Sep 8, 2025 Sep 12, 2025 Reconstructed 0%0%0%15%16%19%28%0%21%1%
Sep 1, 2025 Sep 5, 2025 Reconstructed 0%0%0%15%16%19%27%0%23%1%
Aug 25, 2025 Aug 29, 2025 Reconstructed 0%0%0%15%16%19%27%0%22%1%
Aug 18, 2025 Aug 22, 2025 Reconstructed 0%0%0%15%16%19%27%0%23%1%
Aug 11, 2025 Aug 15, 2025 Reconstructed 0%0%0%15%16%19%27%0%22%2%
Aug 4, 2025 Aug 8, 2025 Reconstructed 0%0%0%15%16%19%28%0%21%2%
Jul 28, 2025 Aug 1, 2025 Reconstructed 0%1%0%14%16%19%27%0%22%2%
Jul 21, 2025 Jul 25, 2025 Reconstructed 0%0%0%13%14%18%34%0%21%0%
Jul 14, 2025 Jul 18, 2025 Reconstructed 0%2%0%13%14%18%33%0%20%0%
Jul 7, 2025 Jul 11, 2025 Reconstructed 0%0%0%13%14%18%34%0%20%0%
Jun 30, 2025 Jul 3, 2025 Reconstructed 0%1%0%13%14%18%34%0%19%0%
Jun 23, 2025 Jun 27, 2025 Reconstructed 0%0%0%13%14%18%34%0%20%0%
Jun 16, 2025 Jun 20, 2025 Reconstructed 0%3%0%13%14%18%33%0%19%0%
Jun 9, 2025 Jun 13, 2025 Reconstructed 0%0%0%13%14%18%33%2%20%1%
Jun 2, 2025 Jun 6, 2025 Reconstructed 0%4%0%13%13%18%33%0%19%0%
May 26, 2025 May 30, 2025 Reconstructed 0%0%0%13%13%18%33%0%21%3%
May 19, 2025 May 23, 2025 Reconstructed 0%11%0%12%13%18%33%0%14%0%
May 12, 2025 May 16, 2025 Reconstructed 0%10%0%12%13%18%33%0%14%0%
May 5, 2025 May 9, 2025 Reconstructed 0%9%0%12%13%18%33%0%14%0%
Apr 28, 2025 May 2, 2025 Reconstructed 0%0%0%13%13%18%33%0%17%6%
Apr 21, 2025 Apr 25, 2025 Reconstructed 0%5%0%12%12%18%34%0%16%2%
Apr 14, 2025 Apr 17, 2025 Reconstructed 0%0%0%11%12%18%34%5%17%2%
Apr 7, 2025 Apr 11, 2025 Reconstructed 0%22%0%11%11%18%36%0%4%0%
Mar 31, 2025 Apr 4, 2025 Reconstructed 0%0%0%11%13%18%36%0%21%0%
Mar 24, 2025 Mar 28, 2025 Reconstructed 0%0%0%12%15%18%36%0%19%0%
Mar 17, 2025 Mar 21, 2025 Reconstructed 0%0%0%11%15%18%36%0%19%0%
Mar 10, 2025 Mar 14, 2025 Reconstructed 0%0%0%11%15%18%36%0%20%0%
Mar 3, 2025 Mar 7, 2025 Reconstructed 0%0%0%12%15%18%37%0%18%0%
Feb 24, 2025 Feb 28, 2025 Reconstructed 0%0%0%11%15%18%37%0%19%0%
Feb 17, 2025 Feb 21, 2025 Reconstructed 0%0%0%11%15%18%36%1%19%0%
Feb 10, 2025 Feb 14, 2025 Reconstructed 0%2%0%11%15%18%35%1%17%0%
Feb 3, 2025 Feb 7, 2025 Reconstructed 0%0%0%11%15%18%35%3%18%0%
Jan 27, 2025 Jan 31, 2025 Reconstructed 0%0%0%10%14%18%34%6%17%0%
Jan 20, 2025 Jan 24, 2025 Reconstructed 0%1%5%12%18%19%20%5%20%0%
Jan 13, 2025 Jan 17, 2025 Reconstructed 0%0%0%11%17%19%19%14%19%0%
Jan 6, 2025 Jan 10, 2025 Reconstructed 0%8%0%12%18%19%21%6%17%0%

Available Robust history begins with the week of Jan 6, 2025. Weeks without a valid model are omitted. A dash means that sleeve was unavailable, not a zero allocation.

Download the public model JSON →

Computed 2026-10-09T22:45:41.675Z. Model 0da8045e-4df5-41d6-9892-f2992e550c58. Published 2026-10-09T22:45:41.675Z.

For research and education. This model does not account for your taxes, liquidity needs, account restrictions or trading costs.