Alberto Angulo

Evidence · Rankings

Leaderboards Measure the Test

A ranking tells you how models did on one test, run one way, graded one way. That is enough to spot big differences and build a shortlist. It is not enough to order the leaders, or to tell you which model is best for your work.

Alberto Angulo11 min read · 19 October 2026

On October 11, 2026, Arena's text leaderboard, which ranks AI models by the votes of people comparing two anonymous answers, showed one model in first place and seven more in positions 2 through 8. Their scores ran from 1507 down to 1497.

Next to each rank, the board prints something almost nobody reads: the best and worst rank the model could plausibly hold, given the uncertainty in its score. For all seven of those models, the best case was second place. The board itself was saying that the order inside the group wasn't settled. A week of extra votes proved it. By October 15, Claude Opus 4.6 (high) had slipped from third to fifth, while its score stayed inside its earlier range.

Nobody made a mistake. The ranking was a measurement, and every measurement has a resolution. Read past it and you're reading noise.

That is the whole problem with how most people use leaderboards, so here it is plainly. A leaderboard score measures one test, run one way, graded one way. It is very good at telling a strong model from a weak one and at building a shortlist. It is poor at ordering the models near the top, and it can't tell you which model is best for your work. Use the ranking to decide what to test. Use your own cases to decide what to buy.

A score belongs to five things at once

A lap time belongs to a driver, a car, a set of tires, a track and a timing system. Quote it without those and nobody can tell whether it predicts anything about your road. A benchmark score, a model's result on a fixed set of test tasks, has exactly the same structure, except that the conditions behind it usually have to be dug out of footnotes.

Take one real row. On October 11, the Terminal-Bench 4.0 board, a benchmark for AI agents working in a computer's command line, put Claude Opus 5.5 at the top: 64.8 percent of tasks solved, plus or minus 3.1, over 330 trials, at about $14.30 a trial. That single number belongs to five things.

One row of the Terminal-Bench 4.0 leaderboard (Oct 2026), taken apartModelOpus 5.5Which version? Same family, other release = other row.HarnessClaude CodeTools, instructions, loop. The vendor's own, or yours?Settingsmax effort; 5 trials per task; $14.30 per trialEffort, turn and token caps, trials. Who set them?Task setTerminal-Bench 4.0 (330 trials)What work, how old, public or private, how many items?GraderPass or fail per task; 95% interval ±3.1Code, judge model or voters? Method for the interval?64.8%one numberthat belongs toall five slotsYour own work fills the same five slots with different contents. A ranking transfers only as far as the slots match.
A leaderboard score belongs to five things at once. Claude Opus 5.5's row on the Terminal-Bench 4.0 board (October 11, 2026): model, harness, settings, task set and grader each shape the one number, and each comes with a question to ask before you trust it.Conceptual illustration

The model is a specific release, and often a specific configuration of it. The harness is the software around the model: its tools, its instructions, its loop and its rule for stopping. Changing only the harness has moved one model by more than 25 points on the same tasks (Same Model, Different Results). The settings include, above all, the effort setting, which tells a reasoning model how much to think before it answers. The task set is the questions: how many, how old, and whether they have been public long enough to leak into training data. The grader turns an attempt into pass or fail, and it can be a program, another model or a crowd of voters.

The settings alone are bigger than most people assume. On that same board, Claude Opus 5 appears five times, once per effort setting, and its score runs from 34.9 percent at the lowest to 53.9 percent at the second highest. That 19-point spread inside one model is larger than the 13 points between Opus 5 and Opus 5.5. More thinking doesn't always pay, either: Opus 5 at its maximum setting scored slightly below the notch beneath it, at similar cost (What Thinking Buys). So when a vendor's launch table runs its own model at one setting and a rival at another, it is comparing dials as well as models.

Change any slot and you get a different number. Your own work changes all five at once: your tasks, the harness you build or buy, your settings, and a grader who knows what good looks like. A leaderboard transfers to you only as far as those slots match.

How a test stops measuring

Economists have a name for what happens next. Goodhart's law, in its familiar wording, says that when a measure becomes a target, it ceases to be a good measure. A benchmark is published so the field can compare models. Once the comparison matters, everyone optimizes for it.

The cleanest measurement of how much came from Scale AI in 2024. Its annotators wrote 1,205 new grade-school math problems in the style of GSM8k, a famous public benchmark, so close in style that other people couldn't pick out the new ones better than chance. Then dozens of models took both tests under identical conditions, so any difference had to come from the questions.

Some models had clearly studied for the old test. A small open model, Yi-6B-Chat, fell 8 points, and several other open models lost 4 to 7. The frontier models of the time barely moved: GPT-4o went from 93.1 to 92.9 percent.

The interesting part is how a model studies for a test. The obvious route is leakage: test questions end up in the training data, a problem called contamination. But the authors found that leakage explained only part of the pattern, and suggested a quieter route that needs no wrongdoing at all. Suppose a team trains ten candidate versions of a model and ships the one that scores best on a famous benchmark. It is selecting for real ability, and also for luck and for fit to that particular test. The winner will look better on that benchmark than it is anywhere else, and the effect grows with the number of candidates and the noisiness of the test.

Studying for the test needs no leak. Choosing the version that scores best on it is enough.

Tests also wear out from the top. Once the leading models crowd near the ceiling, a condition called saturation, the test's own flaws start deciding the order. MMLU, a broad knowledge test from 2020, had models above 90 percent by early 2025, and a later re-check estimated that roughly one question in fifteen has a wrong or ambiguous answer key. Two models at 91 and 93 percent can then be separated mostly by which flawed questions each happened to answer the way the key did. The difference is repeatable, and it says little about ability.

That is why benchmarks are replaced so quickly, and why scores don't carry across versions. A February 2026 result discussed in Same Model, Different Results used Terminal-Bench 2.0. By September, the live board was on version 4.0. The remedy is a private test set, which nobody can study for. It still ages.

Votes measure preference

Arena avoids answer keys altogether. A person writes a prompt, sees two anonymous answers and picks the better one. A method borrowed from sports ranking, the Bradley-Terry model, turns millions of those votes into a strength score for each model.

Two things follow, and both matter more than the rank column.

The first is how small the gaps are. On Arena's scale, the 18 points separating first and second place on October 11 meant the leader would be preferred in about 52.6 percent of head-to-head votes. Telling a 52.6 percent coin from a fair one takes a lot of flips, and the leader, flagged as a pre-release model, had fewer than 5,000 votes, against about 79,000 for the model in third. Its range of plausible scores was about two and a half times wider.

The second is what gets measured, which is preference. People tend to prefer longer, more formatted, more confident answers, and that is a different property from being right. When Arena's team estimated the effect of length and formatting on votes in 2024, length mattered most by far, and correcting for it moved models up and down the board. That correction, style control, is now the default view. It can only adjust for the features someone thought to measure.

Then there's selection. A 2025 audit of the board, published as "The Leaderboard Illusion", found that some providers could test many private variants and publish only the best, as many as 27 from Meta in a single month. Even if all 27 had been identical, the best of them would look better than it really was, purely from noise: for scores as precise as those at the top of the board, about 3 to 9 points better. That is comparable to the entire 11-point spread across positions 2 to 8. Arena has changed its procedures since, so the audit describes early 2025. The arithmetic of picking the best of many noisy scores hasn't changed.

Preference is a perfectly good target for some work, such as a chat assistant answering open questions. It is beside the point for others, such as pulling fields out of invoices.

The error bars everyone skips

Underneath all of this sits one piece of simple statistics, and it is the part leaderboard readers skip.

Guess first

Two models take the same 500-item test. Model A passes 397 items (79.4 percent) and Model B passes 389 (77.8 percent). How likely is it that A is truly the better model?

About 73 percent. Roughly 3 to 1 odds: some evidence, and well short of a ranking.

A score is an estimate. The test's 500 items are a sample from the much larger population of tasks the test stands for, and a different 500 would have produced slightly different scores. The range of true pass rates that could plausibly have produced each result, called a 95 percent Wilson interval, is about seven points wide for both models, and the two ranges overlap by more than five points. The 1.6-point gap sits comfortably inside the noise.

Two models on a 500-item test: A passes 397 (79.4%), B passes 389 (77.8%)Each score with its 95% Wilson interval72%74%76%78%80%82%84%Model A75.682.7Model B74.081.2overlap 75.6 to 81.2Difference A minus B, in points, with 95% interval (zero means no difference)-4-20+2+4+6+8Unpaired (scores only)-3.5 to +6.7Paired, differ on 100-2.3 to +5.5Paired, differ on 30-0.5 to +3.7Paired, differ on 12+0.2 to +3.0Wilson: [p + z²/2n ± z√(p(1−p)/n + z²/4n²)] / (1 + z²/n), z = 1.96, n = 500Unpaired SE of the gap = √(pA(1−pA)/n + pB(1−pB)/n) = 2.6 pointsPaired SE = √(b + c − (b−c)²/n) / n, where b (c) = items only A (only B) gets right
Two models 1.6 points apart on 500 items are not separated. Their 95% intervals overlap by more than five points, and the interval for the gap narrows enough to exclude zero only if the two models disagree on few items; the disagreement counts are illustrative scenarios, not data on real models.ComputedSource: Computed for this article (Python standard library); formulas in the article's notes and sources

There's a subtlety that matters even more. Both models answered the same 500 items, so most of those items carry no information about which model is better: the ones both pass and the ones both fail cancel out. Only the items where the models disagree carry evidence. If they disagree on just 12 items and A wins 10, A is very probably better. If they disagree on 100 and A wins 54, you've learned almost nothing. The headline scores are identical in both cases, and leaderboards almost never publish the disagreement count.

Overlapping intervals leave a ranking unresolved, which is a weaker finding than a tie.

How big would a test have to be to settle a small gap? Reliably separating a true difference of 1.5 points takes about 11,700 items per model, far beyond the size of most benchmarks. So most of the gaps inside the top group of any ranking are smaller than the test can detect. Real boards show it. On Terminal-Bench 4.0, six entries in ranks 3 through 8 sit at either 58.18 or 57.88 percent. Three tenths of a point apart, with error bars of about three points each, they are ranked as if the order meant something.

What rankings are good for

None of this makes benchmarks useless. A noisy instrument with a known resolution is useful for what it can resolve, and three things clear the bar.

Large differences. On Terminal-Bench 4.0, Fable 5.1 scored 57.9 percent and GLM-5.3, from the middle of the board, 41.8. A 16-point gap is larger than every source of noise above.

Direction on a fixed test. Opus 5 at maximum effort, released in July, scored 51.8 percent. Opus 5.5 at maximum, released in September, scored 64.8. Thirteen points on the same version of the same test is a real improvement.

Cost. The column most readers ignore is often the most decisive one. On that board, Opus 5.5 costs about $14.30 per trial and GPT-6.1 Sol about $1.92: more than seven times as much for 6.7 more points. Whether those points are worth it depends on what a failed task costs you, and no board knows that.

Agreement across boards is worth something too. When rankings built on different tests, graders and harnesses agree on who's strong, their independent errors tend to cancel. It still falls short of proof for your use, because labs aim at the same visible benchmarks and several boards share the same grader models.

How I'd read one

My advice is to read a leaderboard bottom up, the way you'd read a lab report, and it takes about two minutes.

Date and version first. A benchmark name without a version, or a table without a date, is the first warning. A score near 90 percent on an old public test belongs to a crowd.

Then the tasks. Look at five sample items. If they don't resemble your work, the score measures general capability at best, which is fine for screening and useless for choosing.

Then who ran it, and how. Some organizations run their own evaluations of everyone's models. A vendor's launch table reports runs at settings the vendor picked. Find the effort setting and the harness in the footnotes.

Then the error bars, before the ranks. Treat two scores as separated only when the gap is larger than about one and a half times the half-width of the wider interval. Treat a leader with few votes or trials as provisional: a top score picked from a noisy field tends to drift back toward the pack as data arrive.

Then the cost column.

What most people get wrong comes after all that: the jump from "best on this test" to "best for us." It is the conclusion readers draw most often and the one the data support least. When options are tens of points apart on a board that looks like your work, a ranking is a reasonable basis for a first pick. When they're within a few points, or a mistake costs real money, the ranking has done its job once it hands you three or four candidates.

Then test those candidates on about thirty of your own real cases, with known good outcomes, run through the harness you'll actually use and graded the way you grade (Build an Evaluation From Your Own Work). It is the only test that fills all five slots with your contents.

Use the ranking to decide what to test. Use your own cases to decide what to buy.

There's a second-order effect worth naming for anyone managing a team. When your people tell you the board's leader is worse for their work, check the five slots before you doubt them. They may be the only ones in the building measuring the right thing.

Benchmarks will keep being replaced, and next year's leader will sit at the top of a test that doesn't exist yet. The question a leaderboard answers, which model did best on this test, will stay narrower than the question you're asking. Closing that gap is your job, and it is cheaper than it sounds.

Check yourself

Why can one model's score swing by 19 points on a single board?

The effort setting is part of the score. Opus 5 appears once per setting, and the spread between its lowest and second-highest setting is larger than the 13 points between Opus 5 and Opus 5.5.

Why can a model look better on a famous benchmark without any leaked questions?

A team that trains many candidate versions and ships the best scorer selects for luck and fit to that test as well as real ability. The winner looks better there than it is elsewhere.

Why does a 1.6-point gap on a 500-item test not settle which model is better?

A score is an estimate from a sample, and both ranges are about seven points wide and overlap. Only the items where the models disagree carry evidence.

Notes, sources and method

For readers who want to check the numbers behind Leaderboards Measure the Test. Sources were read on 11 October 2026 and re-checked on 18 October 2026 unless stated. Pages that render their data in the browser were read from the data embedded in the page's HTML.

Key numbers

Number in the articleExact value and contextSource and date
Arena text board, Oct 11: one model first, seven in positions 2 to 8, scores 1507 to 1497, best case second place for all seven8,734,330 votes across 414 models, counted through 8 Oct 2026; "best case" is the rankUpper field in the page data (the page does not define "Rank Spread" in text)Arena text leaderboard [5]
Opus 4.6 (high) from third to fifth by Oct 15, score inside earlier interval18 Oct re-read (votes through 15 Oct, 416 models, 8,834,211 votes): 5th at 1503.1Arena [5]
Terminal-Bench 4.0: Opus 5.5 at 64.8% ± 3.1, 330 trials, about $14.30 per trial64.85% ± 3.11 (95%), 214/330 successes; total cost $4,718.65 / 330Terminal-Bench 4.0 board, data updated 6 Oct 2026 [9]
Harness moved one model by more than 25 pointsGPT-5.5, 87.2% in Cursor vs 61.5% in Codex (Endor Labs)See the notes to Same Model, Different Results
Opus 5 effort settings: 34.9% (low) to 53.9% (xhigh), 19-point spread; 51.8% at maxFive rows on the board; max below xhigh, well within the intervals, at similar costTerminal-Bench 4.0 [9]
13 points between Opus 5 and Opus 5.5Opus 5 max 51.82 ± 3.39 (released July) vs Opus 5.5 max 64.85 ± 3.11 (released September): +13.03Terminal-Bench 4.0 [9]
GSM1k: 1,205 new problems; others could not pick them out better than chanceWritten without language models; annotators spotted the new problem among five 21.83% of the time against 20% chance; same prompt and harness for both setsZhang et al. (Scale AI) [1]
Yi-6B-Chat fell 8 points; other open models 4 to 7; GPT-4o 93.1 to 92.9Yi-6B-Chat 43.7% to 35.7%; Phi-2 lost 6.3 and still solved just over half; Claude 3 Opus gained 2.2; big drops at z of about 3 to 4.5Zhang et al., Table F [1]
Leakage explains only part of the patternRank correlation 0.36 (p = 0.03) between a model's probability of generating GSM8k test items and its drop; one of the most overfit models (Math-Shepherd) showed little such signatureZhang et al. [1]
MMLU above 90% by early 2025; about one question in fifteen flawedHumanity's Last Exam authors, January 2025; re-annotation estimated 6.49% of questions with errors (57% in the virology subset analyzed)Phan et al.; Gema et al. [16]
Arena: 18-point gap means about 52.6% preferenceD = 18.32 gives 1/(1 + 10^(−D/400)) = 0.526Computed (Method)
Leader under 5,000 votes vs about 79,000 for third; interval about 2.5 times widergemini-4-argon-high, pre-release flag, 4,892 votes; claude-opus-4-6-high 79,415 votesArena [5]
Style: length mattered mostFour features (length; counts of headers, bold, list items); length coefficient 0.249 vs 0.019 to 0.031 for the others; GPT-4o-mini and Grok-2-mini fell, Claude 3.5 Sonnet, Claude 3 Opus and Llama-3.1-405B rose; default view on 11 Oct 2026LMSYS / Arena style control post, 29 Aug 2024 [4]
Leaderboard Illusion: up to 27 private Meta variants in a month13 authors led by Cohere Labs (itself a provider on the board); audit of 243 models from 42 providers; 27 Meta variants in a single month before Llama 4, 10 from Google January to March 2025Singh et al. [2]
Best of 27 identical variants looks 3 to 9 points better; 11-point spread across positions 2 to 8Measurement noise only (Method)Computed
500 items, 397 vs 389, A truly ahead about 73%Wilson intervals 75.6 to 82.7 and 74.0 to 81.2; gap interval −3.5 to +6.7Computed (Method)
Disagreement on 12 items (A wins 10) vs 100 items (A wins 54)Gap interval +0.2 to +3.0 (sign test p = 0.04) vs −2.3 to +5.5Computed, illustrative scenarios
About 11,700 items per model for a 1.5-point gap80% power, two-sided α = 0.05, independent samplesComputed
Ranks 3 to 8: six entries at 58.18% or 57.88%The board shares a rank only when point estimates are exactly equalTerminal-Bench 4.0 [9]
Fable 5.1 57.9% vs GLM-5.3 41.8%16-point gapTerminal-Bench 4.0 [9]
Opus 5.5 $14.30 vs GPT-6.1 Sol $1.92 per trial, 6.7 pointsGPT-6.1 Sol total $634.24 / 330; ratio 7.4; gap 64.85 − 58.18 = 6.67Terminal-Bench 4.0 [9]

The figures a12-gsm1k-gap (ten models on GSM8k and GSM1k) and a12-effort-and-cost (three models at five effort settings, score against cost) were dropped from the article in the 19 Oct 2026 rewrite. Their values are in this table and in the sources. The SVG files remain.

Method and assumptions

All calculations used the Python standard library.

Wilson interval. For k successes in n trials, p = k/n, z = 1.95996: center = (p + z²/2n) / (1 + z²/n); half-width = z·√(p(1−p)/n + z²/4n²) / (1 + z²/n). For A (397 of 500) the interval is 75.64% to 82.71%; for B (389 of 500) it is 73.95% to 81.22%. The overlap is 75.64% to 81.22%, 5.6 points.

Unpaired difference. The example uses a 1.6-point gap rather than 1.5 because a 1.5-point gap on 500 items would be 7.5 items. The gap is 0.016. Its standard error is √(0.794·0.206/500 + 0.778·0.222/500) = 0.02593, so the 95% interval is −3.48 to +6.68 points, z = 0.617, two-sided p = 0.54. The probability that A is truly ahead, with a flat prior and normal approximation, is Φ(0.617) = 0.73.

Paired difference. With the same 500 items for both models, let b = items only A passes and c = items only B passes, so b − c = 8. The standard error of the difference in proportions is √(b + c − (b−c)²/n) / n. For b + c = 12 (10 and 2): SE = 0.689 points, interval +0.25 to +2.95, exact two-sided sign test p = 0.039. For b + c = 30 (19 and 11): SE 1.093, interval −0.54 to +3.74, p = 0.20. For b + c = 100 (54 and 46): SE 1.999, interval −2.32 to +5.52, p = 0.48. The scenarios illustrate how the same two scores can carry different evidence and describe no real pair of models.

Overlap rule. The interval for a difference grows with the square root of the summed variances, so two equally wide intervals can overlap by up to about 0.6 of a half-width (2 − √2 = 0.586) while the gap is still significant. The article's reading rule (a gap above about 1.5 half-widths of the wider interval) follows from this.

Sample size. To detect a 1.5-point gap at p ≈ 0.786 with two independent samples, two-sided α = 0.05 and 80% power: n = (1.96 + 0.842)² · 2p(1−p) / 0.015² ≈ 11,735 per model. For a confidence half-width equal to the gap (50% power): about 5,744.

Arena scale. Arena Score = 1000 + (400/ln 10)·β, so P(win) = 1/(1 + 10^(−D/400)); a model 400 points ahead is expected to win ten times as often as it loses. D = 18.32 gives 0.526. Best-of-N inflation for identical variants: the expected maximum of N independent standard normals is 0 for N = 1, 1.54 for N = 10, 1.87 for N = 20 and 2.00 for N = 27 (numerical integration, checked by Monte Carlo). Taking the standard error of one Arena Score as half-width/1.96, the top-eight half-widths of 3.3 to 8.8 points give 1.7 to 4.5 points, so a best-of-27 lift of about 3.4 to 9.0 points. This covers measurement noise only; the paper's own simulation also includes variation in true strength between variants.

Terminal-Bench 4.0 row arithmetic. Cost per trial = reported total cost / 330. Gap 64.85 − 58.18 = 6.67. At the board's half-widths (3.11 each) the interval for the gap is ±√(3.11² + 3.11²) = ±4.40. At a binomial convention (Opus 5.5: SE = √(0.6485·0.3515/330) = 2.63, half-width 5.15; GPT-6.1 Sol: SE 2.72) it is ±1.96·√(2.63² + 2.72²) = ±7.41, so the same gap is resolved under one convention and unresolved under the other. Opus 5 max to Opus 5.5 max: +13.03, interval ±4.60 at the board's convention and ±7.46 at the binomial one, so it clears both. 64.85% is 214/330 = 64.848%, rounded to 64.8%. These intervals assume independent estimates and take the stated half-widths as given.

GSM1k. Accuracies and differences are the paper's Table F values as printed (difference = GSM8k minus GSM1k, in accuracy points, standard prompt). The z-scores quoted are the paper's two-proportion z-tests.

Caveats and open questions

  • Terminal-Bench task count is an inference. The board states neither its task count nor its interval method. The task page it links to lists 66 tasks, and Anthropic says the board runs 5 trials per task, which accounts for the 330 trials. The board's own data are consistent with it (every row's pass-at-5 is a whole number of tasks out of 66). Plain binomial arithmetic on 330 trials gives Opus 5.5 a standard error of 2.6 points, matching the figure Anthropic quotes, while the board's ±3.11 implies about 1.6. Repeated runs of one task are not independent, so even the binomial figure understates the uncertainty from which tasks were chosen.
  • Model and harness arrive nearly paired on Terminal-Bench. Among its 35 rows, no Claude model runs in Codex and no OpenAI model in Claude Code, and the five rows that use another maker's agent rank 20th or lower. Whether Opus 5.5's lead comes from the model or from Claude Code cannot be learned from the board.
  • Harness effects vary by benchmark. A study on Arena's blog (HarnessTax, September 2026, API access sponsored by Arena) ran seven models in each of three harnesses (Claude Code, Codex CLI and Pi, an open harness with four tools) on 30 tasks from each of two benchmarks, three runs per task. The average harness effect on success stayed within about 2 points on SWE-bench Lite and 5 on Terminal-Bench 2.0, while the same model cost up to five times as much in one harness as in another. Claude Code carried an initial context more than ten times Pi's, yet Pi sat on the cost-and-success frontier on both benchmarks. The sample is small, and the models may have met these public benchmarks in training. Neither "harnesses change everything" (the 25-point Endor gap) nor "harnesses hardly matter" transfers from someone else's test.
  • Vendor launch tables. Anthropic's Opus 5.5 launch table sets Opus 5.5 at xhigh against GPT-6 Astra at high, notes that production safeguards likely lowered some Opus 5.5 scores, and says benchmark margins have become a less reliable guide to real-world differences. Anthropic's own table gives Opus 5.5 66.4% at xhigh against the board's 64.85% at max, consistent within the intervals. GPT-6 Astra scored 57.9% at high for $6.88 per trial and 58.2% at max for $9.90 on the board.
  • Version drift. A September 2026 study had GPT-5.6 Sol at 79% (Codex) and 83% (Pi) on 30 Terminal-Bench 2.0 tasks, while the 4.0 board has it at 37%. Harness, task sample and effort differ, but a gap that wide says the test moved. METR's time-horizon chart, no longer actively updated since 8 September 2026, warns that measurements above 16 hours are unreliable with its current tasks.
  • Harder and more realistic benchmarks. MMLU-Pro offered ten answer choices instead of four and cut accuracy by 16% to 33%. SWE-bench began in October 2023 with 2,294 real GitHub issues, and the best model solved 1.96%. SWE-bench Verified, a 500-task subset screened by 93 developers, is labeled "Flawed" by Epoch AI, which repeats its own earlier estimate that 5 to 10% of samples are erroneous and reports that its own scaffold upgrade in February 2026 raised model performance significantly. Anthropic's Fable 5.1 and Opus 5.5 launch pages no longer list it.
  • Private tests age. GSM1k was withheld under a commitment to release it by June 2025 at the latest, and Scale published it on Hugging Face in spring 2025. SWE-bench Pro has 1,865 tasks of which only 731 are public; Artificial Analysis runs several evaluations on private splits.
  • Closer to work, still not your work. GDPval (OpenAI, October 2025) asks for deliverables in 44 occupations across the nine sectors contributing most to US GDP, with tasks written by professionals averaging 14 years of experience. On a 220-task gold subset, Claude Opus 4.1 was judged better than or as good as the human deliverable in 47.6% of tasks; human experts agreed with each other only 71% of the time, and tasks are one-shot and precisely specified. Artificial Analysis's GDPval-AA ranks by Elo from blind pairwise comparisons judged by language models, so its points are not a win rate against experts.
  • Judges favor themselves. In a September 2026 Arena study of 1,460 battles, twelve models judging without knowing who wrote each answer chose their own 58% of the time, against 34% for human voters. Arena runs a competing ranking, so this is one lab's evidence.
  • Cross-board agreement. Opus 5.5 led the Terminal-Bench 4.0 board, Artificial Analysis's Intelligence Index (57.6, then 56.0 for Opus 5.5 at xhigh and for Sonnet 5.5) and GDPval-AA, though on Terminal-Bench and GDPval-AA its lead over the next entry sat inside the intervals, and Arena put a preliminary Gemini 4 Argon first. Agreement says nothing about which part of the system is responsible.
  • Copying winners. A maker's harness is tuned alongside its model, so copying it does not copy the advantage, and the same features may appear among losers, which rarely get examined. A trait common to winners is a hypothesis to test on your own cases.
  • Arena today. Arena has since added vote deduplication (July 2025), a new interval and ties method (July 2025) and a "preliminary" tag (September 2025). Nothing read says how many private variants a provider may test today, so the audit describes early 2025. Arena's policy page returned an error when fetched.
  • Opus lineage ranked backward on Arena. On 11 Oct the older claude-opus-4-6-high ranked third and the newer claude-opus-5-high thirteenth (1504 against 1490), with non-overlapping intervals. Voters' prompts may reward different qualities from agentic tests, or tone may have changed between releases; the board cannot tell the two apart.
  • Goodhart wording. The familiar wording is usually credited to Marilyn Strathern (1997), condensing, by way of Keith Hoskin's 1996 phrasing, a point Charles Goodhart made in 1975. Primary texts were not read.
  • The Oct 11 Arena snapshot cannot be re-read now; it rests on the writer's documented extraction from the page data, and the Oct 15 board is consistent with it.
  • What would change the conclusion. Evidence that public rank order predicts rank order on teams' private evaluations, even for gaps under ten points. No source read for this piece measures that, and no systematic search was done.
  • No first-hand case. The article has no example from Alberto of a public ranking and a private evaluation disagreeing, and invents none.

Sources

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All writing