RainbowStats™ Morning Analysis

The Same Data, Four Different Stories

The consumer looks fine—depending on which consumer, which denominator, and where we place the axis.

Household wealth, discretionary retail spending, the Gini coefficient, and the danger of a persuasive regression

A social-media chart recently declared that the consumer “looks just fine.” The evidence was a rising estimate of discretionary spending as a share of retail sales. The chart was real. The conclusion was plausible. But neither tells us which households are carrying the expansion—or how much of the apparent relationship is simply the product of two trending series.

We begin with one official wealth dataset, change only its presentation, and watch four narratives emerge. Then we connect wealth concentration to income inequality and a transparent retail proxy. Finally, we test whether the apparent relationship survives basic econometric scrutiny.

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One dataset, first impression

The Federal Reserve divides household net worth into the bottom 50%, the 50th–90th percentiles, the 90th–99th percentiles, and the top 1%. These are wealth tiers, not equal quintiles.

Four household wealth-share lines
All four official shares on one axis. The bottom 50% pulls the scale toward zero and compresses movement among the upper groups.
A chart can contain every observation and still conceal the most economically important movement.

A tighter scale reveals redistribution

Three upper household wealth-share lines
Nothing changed except the scale and the subset displayed.

The top 1% rose from roughly 23% to nearly 32% of net worth. The 50th–90th percentile group fell from about 36% to 30%, while the next 9% was comparatively stable. The dominant long-run transfer was from the broad upper-middle toward the top 1%.

The bottom 50% tells another true story

Bottom 50 percent household wealth share
The bottom share collapsed after the financial crisis and later recovered substantially.

The share fell from about 3.5% to roughly 0.4%, then recovered to around 2.5%. That recovery matters greatly to the households involved. But a large percentage change in a small share is not the same as a large change in the national distribution.

Change the denominator, change the message

Household wealth shares indexed to 100
Indexing asks how each group changed from its own starting point rather than who owns the total.

Shares answer “Who owns the wealth?” Indexed lines answer “How has each group’s share changed relative to its base?” Both are correct. Neither alone describes household welfare.

Wealth concentration and the Gini

Top ten percent wealth share and household income Gini
The Gini measures income dispersion; the top-10% share measures wealth concentration.

The two measures are related but not interchangeable. Income inequality shapes saving capacity. Accumulated wealth creates capital income and collateral. Asset appreciation then reinforces spending power among households that already own stocks, real estate, and businesses.

A transparent discretionary-retail proxy

To reproduce the spirit of the original post, we calculate:

100 × (total retail and food services − groceries − health and personal care − building and garden stores) ÷ total

Discretionary retail proxy
The constructed proxy recently reached a high share of nominal retail sales.
Important: This is a constructed category proxy, not an official Census measure of discretionary consumption. The underlying data are nominal, classify stores rather than households, and exclude much non-retail service consumption.

Are affluent households driving the engine?

A widely cited Moody’s estimate places the top 10% of earners near half of consumer spending. That is plausible given the concentration of appreciating assets, but it is a modeled estimate—not a directly published Census distribution series.

Top ten percent wealth share and discretionary retail proxy
Two upward-trending series invite a wealth-effect explanation.

The hypothesis makes economic sense: affluent households can transmit asset gains into discretionary demand. Aggregate retail data may remain strong even while lower- and middle-income households are strained. But a plausible mechanism is not the same as statistical proof.

The regression that looks too good

Levels regression actual versus fitted
The levels regression looks persuasive because both variables contain persistent trends.
SpecificationWealth slopeWealth tDW
Levels0.4490.28710.4030.464
First differences0.00450.1710.7682.735
Differences + COVID0.2850.2141.1272.110

The levels regression produces a positive slope and R² of 0.449. The warning is a Durbin–Watson statistic of only 0.464. The residuals are strongly autocorrelated—the classic setting in which two trends can manufacture an impressive relationship.

The story disappears in changes

First-difference regression actual versus fitted
After differencing, R² falls to 0.0045 and the wealth coefficient is insignificant.

Quarterly changes in the top-10% wealth share do not explain quarterly changes in the retail proxy. This does not disprove a long-run wealth effect. It does show that the simple levels regression overstated the evidence.

COVID improves the model—not the wealth result

COVID-adjusted regression actual versus fitted
RainbowStats REGRESSION_COVID models the exceptional pandemic break.

Adding the COVID intervention raises R² to 0.285 and improves the residual behavior. But the explanatory power comes from COVID: its t-statistic is 7.164. The top-10% wealth-change coefficient remains insignificant with a t-statistic of 1.127.

So, does the consumer look fine?

In aggregate, perhaps. Discretionary retail categories hold a historically high share, and asset-owning households possess the balance sheets to keep spending. But “the consumer” is not one representative household.

The economy may be resilient not because every consumer is fine, but because the consumers with the most spending power are doing very well.

That concentration is both resilience and fragility. It supports demand today while making future spending more sensitive to stock prices, real estate, and high-income employment.

Data do not eliminate stories

Data arrive with choices: scale, denominator, grouping, transformation, proxy, time period, and model. The answer is not to avoid stories. It is to expose the construction, show alternative views, and test whether the conclusion survives another specification.

Before accepting a chart’s story, inspect the scale, denominator, distribution, units, and model.

Reproduce every chart and regression

Sources and methodology