June 24, 2026
“A job’s exposure is higher if:


\[\underbrace{WorkUsage_t}_{\text{weighted work-related count for task } t} = \underbrace{ClaudeWorkUsage_t}_{\text{observed work-related usage in Claude.ai }} + \underbrace{APIUsage_t}_{\text{observed usage in 1P API}}\]
\[\tilde{r}_t \equiv \mathbb{1} \left\{ WorkUsage_t \ge 100 \right\} \times \mathbb{1} \left\{ \beta_1 \ge 0.5 \right\} \times \alpha_t\]

\[\alpha_t \equiv \frac{1}{2} \left( 1 + \frac{ClaudeWorkUsage_t \times AutoShare_t + APIUsage_t}{ClaudeWorkUsage_t + APIUsage_t} \right)\]

Automation: focused on task completion
Augmentation: collaborative interaction
\[R_o \equiv \frac{\sum_{t \in T_o} w_t \cdot \tilde{r}_t}{\sum_{t \in T_o} w_t}\] where \(T_o\) is the set of tasks for job \(o\) and \(w_t\) the fraction of time spent on task \(t\)




BLS employment projections available here
BLS overview available here

Appel et al. (2026)

White-collar |
Blue-collar |
difference |
Anthropic most v not exposed |
|
|---|---|---|---|---|
| female | 54.0% | 26.4% | +27.6% | +16% |
| white | 63.9% | 49.6% | +14.3% | +11% |
| Black | 10.1% | 13.7% | −3.6% | -3.5% |
| Asian | 8.2% | 4.5% | +3.7% | +4.4% |
| Hispanic | 13.1% | 27.7% | −14.6% | -11.0% |
| graduate degree | 25.4% | 2.3% | +23.1% | +12.8% |
| bachelor’s or higher | 59.7% | 11.9% | +47.8% | +36.7% |
| Median earnings | $72,693 | $45,089 | +61.2% | +47% |
“We use Claude to estimate how long it would take people to do real-world tasks with and without AI assistance”
“Claude’s estimates are much more compressed than humans - predicting comparatively long times for shorter tasks, and vice versa - and are overall more prone to overestimates”
suppose a literal “country of geniuses” were to materialize somewhere in the world in ~2027. Imagine, say, 50 million people, all of whom are much more capable than any Nobel Prize winner, statesman, or technologist. (Amodei, 2026)
What about a materialising nation of Maths Olympiad winners?
We use unique international data on the publications, citations, and affiliations of mathematicians to examine the impact of a large, post-1992 influx of Soviet mathematicians on the productivity of their U.S. counterparts. We find a negative productivity effect on those mathematicians whose research overlapped with that of the Soviets. We also document an increased mobility rate (to lower quality institutions and out of active publishing) and a reduced likelihood of producing “home run” papers. Although the total product of the preexisting American mathematicians shrank, the Soviet contribution to American mathematics filled in the gap. (Borjas & Doran, 2012)
The output of task \(\tau\) that contributes to occupation \(j\) is \[ y_{\tau} \left( \mathbf{h}, l_{\tau}, k_{\tau} \right) = \begin{cases} l_{\tau} \textcolor[RGB]{154,37,21}{\gamma_{\tau}} f \left( \mathbf{h}, \textcolor[RGB]{154,37,21}{\mathbf{r}_{\tau}} \right) & \text{if } \tau \not \in \mathcal{A}_j \\ l_{\tau} \textcolor[RGB]{154,37,21}{\gamma_{\tau}} f \left( \mathbf{h}, \textcolor[RGB]{154,37,21}{\mathbf{r}_{\tau}} \right) + \phi_{\tau} k_{\tau} & \text{if } \tau \in \textcolor[RGB]{154,37,21}{\mathcal{A}_j} \end{cases} \] \(\mathcal{A}_j\) is the set of automatable tasks; \(l_{\tau}\) the share of the worker’s time devoted to that task; \(\gamma_{\tau}\) the productivity of human capital (or skills), \(\mathbf{h}\); \(\phi_{\tau}\) the productivity of AI; \(\mathbf{r}_{\tau}\) the task’s skill requirement; and \(k_{\tau}\) the amount of capital devoted to the task.
This literature tends to reduce all three to binary variables.



Modeling 8.4mn agents over 90 steps for US$500 (Chopra, 2025)
| AEI usage | ||||
|---|---|---|---|---|
| leading | emerging | aspiring | ||
| II exposure | leading | \(8\) | \(9\) | |
| emerging | \(18\) | |||
| aspiring | \(6\) | \(9\) | ||
| AEI usage (05/11/25) | ||||
|---|---|---|---|---|
| leading | emerging | aspiring | ||
| Med. HH inc. (2023) | leading | \(8\) | \(4\) | \(1\) |
| emerging | \(4\) | \(17\) | \(4\) | |
| aspiring | \(1\) | \(4\) | \(8\) | |
Spearman rank coefficient: \(\rho = 0.760\)
Spearman rank coefficient (AEI usage, 26/06/26; IMF GDP/working age, 2024): \(\rho = 0.931\)
| cloth | wine | total | |
|---|---|---|---|
| England | 100 | 120 | 220 |
| Portugal | 90 | 80 | 170 |

Every service or good can be produced by a robot: 1hr robot labor = 1hr human labor.
A human requires 100 sq ft to live, but a robot requires 1 sq ft. Land is the only fixed resource: you can imagine this as also representing energy and scarce minerals.
Robots are sufficiently plentiful that they are rented at their resource cost, i.e. 1 sq ft of land.
Half of all humans own land while the other half do not: their only asset is their labor.
There is no intrinsic demand for human labor: people care about the quality, not who made it.
For people who own property you now have as many workers as square feet of land. …
If you do not own land, and pay rent every month. To provide a service cheaper than your landlord’s robot your wage needs to be equivalent to 1 square foot of land, i.e. less than subsistence.