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E6 Chartbooks · October 1, 2026

Higher yields. Clearer tradeoffs.

Six charts on income, purchasing power, and the time your portfolio needs.

A better yield is useful information. It is only part of the decision. This edition connects the month-end rate environment to inflation, price sensitivity, recovery and the need for ready cash.

Market data through September 30, 2026 · CPI through August 2026

5.29%10-year Treasury par yield

September 30, 2026; not a realized return

3.4%Annual CPI inflation

August 2026; all items, unadjusted

6Questions worth asking

Market evidence + transparent arithmetic

01 / Observed market data

What changed in the bond opportunity set?

A higher yield comes with a time commitment.

The 10-year Treasury par yield rose from 4.19% on January 2 to 5.29% at September month-end. More income potential comes with exposure to changing rates.

Worth discussing

Which dollars have a known spending date, and which can tolerate changes in market value?

September 30 and January 2, 2026

Sep 30, 2026Jan 2, 2026
A higher yield comes with a time commitment.Sep 30, 2026. 3 mo: 4.2%; 6 mo: 4.33%; 1 yr: 4.54%; 2 yr: 4.88%; 5 yr: 5.09%; 10 yr: 5.29%; 20 yr: 5.68%; 30 yr: 5.64%0%1.67%3.34%5.01%6.68%3 mo6 mo1 yr2 yr5 yr10 yr20 yr30 yr
Read this chart correctly. Indicative, interpolated par yields are not executable quotes, realized returns, or bond-fund total returns. Selling before maturity can produce losses. Reinvestment rates, fees and taxes affect results.

02 / Observed economic data

Where are prices rising?

The average hides very different experiences.

August headline inflation was 3.4% over a year, while energy rose 16.3% and core prices rose 2.4%. Your spending mix determines which changes matter most.

Worth discussing

Which budget categories are creating pressure, and which are relatively stable?

12 months ended August 2026 · not seasonally adjusted

Read this chart correctly. One-year changes do not predict future inflation. Energy is volatile and has a smaller weight than its percentage change might suggest. CPI describes an aggregate urban basket, not every household.

03 / Observed prices + arithmetic

What happened to a fixed cash balance?

The price level is the bill you actually pay.

A basket costing $100,000 in January 2020 cost about $129,852 in August 2026. An unchanged $100,000 bought about $77,011 of the original basket.

Worth discussing

Have near-term spending reserves been updated for today's dollar costs?

January 2020 to August 2026

Read this chart correctly. A fixed balance earning no interest is assumed. This is a price comparison, not a cash-investment return. The third bar is in January 2020 dollars; the first two are each period's nominal dollars. Household spending can differ from CPI. Endpoints only; no missing month is interpolated.

04 / Illustrative price sensitivity

How sensitive is the bond to rates?

Price risk survives a higher starting yield.

For a one-percentage-point rise in yields, a duration of 5 implies roughly a 5% price decline before interest income. A higher starting yield does not eliminate that sensitivity.

Worth discussing

Could you hold through a price decline, or might a spending need force a sale?

Assumed parallel yield change: +1.00 percentage point

+1.00 ppassumed yield change

Illustrative price sensitivity only. The table and chart update together.

Read this chart correctly. First-order approximation only; excludes convexity, income, fees, taxes, credit-spread changes, defaults and changes in duration. Accuracy worsens for large or nonparallel rate moves. It is not a total-return projection.

05 / Mathematical illustration

How much gain repairs a loss?

The climb back gets steeper.

A 40% decline requires a 66.7% gain to return to the starting value. Recovery depends on the smaller remaining base.

Worth discussing

How much loss can your plan and behavior withstand before you would need to sell?

No market observation period

66.67%gain needed after a 40% loss

Mathematical example; no recovery time or probability is implied.

Read this chart correctly. Arithmetic, not a forecast or a strategy result. No recovery time is implied. Fees, taxes and cash flows are excluded. A 100% loss has no finite recovery percentage.
Source: Original E6 calculation.

06 / Budget arithmetic

How long could liquid assets cover a spending gap?

A reserve buys time to make decisions.

A $60,000 reserve covers 30 months at a $2,000 monthly gap, but only 10 months at $6,000. Liquidity needs depend on cash flow, not just account size.

Worth discussing

What must be funded without depending on a favorable market or a discretionary redemption?

Illustrative reserve: $60,000 · constant monthly gap

Read this chart correctly. Selected examples, not a recommended reserve size or a sustainable-withdrawal analysis. Unexpected expenses, taxes, inflation and withdrawal restrictions can shorten coverage. Marketable assets can still lose value.
Source: Original E6 calculation.

Putting the charts together

The portfolio still needs a job description.

Higher bond yields alone do not settle the stock-versus-bond decision. Expected equity returns, future inflation, investment horizon and the ability to bear losses also matter. The useful response is to revisit what each allocation must accomplish, rather than treat the latest yield as a complete allocation rule.

Research perspective: Dimensional, September 17, 2026

E6 Portfolios, LLC. Educational information, not an individualized recommendation or an offer to buy or sell a security. Investing involves risk, including loss of principal. Economic observations, illustrative arithmetic, and actual investment performance are different measures. No chart shows E6 or client returns. Data are dated snapshots; later releases can differ. Sources do not sponsor or endorse this publication.

E6-CB-2026-10 · Version 1.0 · U.S. dollars unless otherwise stated. The downloadable PDF preserves the edition's default examples. Printing this page preserves the displayed interactive assumptions.

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