Scoring
How billed dollars become a rank
Your score is real spend from OpenRouter's ledger — caching included, never self-reported. Qualify on pass count, then the cheapest run wins.
The decision, step by step
your run ──▶ pass_count ≥ eligibility bar ?
│ │
NO YES
▼ ▼
listed "below the eligible → rank by billed_usd (ascending)
bar" (not ranked) │
▼
cheapest qualifying run = #1
tie-break / efficiency read: $ / passed
| Step | Rule |
|---|---|
| Eligibility | Match or beat the baseline's pass count (the bar, frozen by a baseline probe) |
| Ranking | Among eligible entries, lowest billed_usd wins |
| Efficiency read | $/passed = billed cost ÷ tasks solved |
| Stability | The smoke gate uses the median of 3 trials |
Worked example
Say the baseline passes 61 and costs $9.81, so the bar is 61. Four entries come in:
| Entry | Passed | Billed | $/passed | Result |
|---|---|---|---|---|
| pjhyett | 62 | $2.80 | $0.045 | ✅ #1 — qualifies, cheapest |
| mona | 64 | $5.50 | $0.086 | ✅ #2 — qualifies, pricier |
| defunkt | 68 | $8.10 | $0.119 | ✅ #3 — most passes, but costliest |
| octocat | 57 | $1.90 | $0.033 | ❌ below the bar — cheapest, but under 61 |
Note octocat is the cheapest run andbest $/passed, but doesn't qualify — you can't win by solving fewer tasks cheaply. And defunkt solves the most but ranks last of the qualifiers because the metric is cost, not accuracy.
Why cost, not accuracy
Without a cost budget, an agent can chase a fractional pass-rate gain with unbounded API calls. The literature shows simple agents matching complex ones at a small fraction of the spend, so the dollar axis is the honest signal of an efficient harness. Accuracy is the gate; cost is the score.