Anthropic Blog Author Addy Osmani: Select the Claude Model by Adjusting Effort Levels First, Then Switching Models
The Anthropic official blog proposes a model selection method: start daily coding and knowledge work with Opus 5.5 at medium effort; when hitting bottlenecks, increase effort rather than switching directly to more expensive models, because effort is a finer cost knob than model switching. The article uses self-test data from Terminal-Bench and FrontierCode to show that cheaper models at higher effort levels can match or even exceed more expensive models, and provides specific architectural advice for sub-agent allocation and mixed-model usage.
In an official blog post released on November 9, Anthropic provided a clear starting recommendation: most coding and knowledge work should begin with Opus 5.5 at its default effort level. This is not because Opus 5.5 is the strongest model—Fable 5.2 holds that title—but because it sits at the optimal balance point between cost and capability. Opus 5.5 costs $4 per million input tokens and $20 per million output tokens, exactly half the price of Fable 5.2 ($8 and $40 respectively).
However, what makes this blog truly noteworthy is not the starting recommendation, but the adjustment sequence it proposes. Author Addy Osmani writes that you should adjust the effort level before switching models. Effort is a finer dial than model switching, simultaneously controlling changes in both cost and capability. Beyond the high setting, moving up one more effort level may cost as much as switching to a larger model. Conversely, dropping down one level might yield the results you need at a lower rate.
This advice is backed by specific benchmark data. On Anthropic's self-tested Terminal-Bench 3.0, the previous generation Fable 5.1 scored 58.0% at max effort, while Opus 5.5 scored 58.9% at high effort using only half the number of tokens. On FrontierCode 2.0, Fable 5.2 scored 45.3% at high effort, essentially matching Opus 5.5's 45.5% at max effort, but at roughly half the cost per task. These figures demonstrate that the relationship between cost and capability is non-linear at the task level: cheaper models at higher effort levels can catch up to or even surpass more expensive models.