How do we use this? · Background paper 1 · Argument 1 of 6
The model stops at the first answer it can confidently defend to you. Not when it’s right.
Background to the post of the same name, drawn from the working paper How Do We Use This?
Preprint. Reviewed by a panel of AI reviewers (Claude Opus 5.5) and revised 7 October 2026; not externally peer reviewed. Reproduced from the working paper as revised 7 October 2026.
In plain terms
Our position: an AI agent ends its work at the first answer it can defend against what it has already gathered, not when the answer is correct. Its stopping rule is satisfiability, not correctness. For the limited evidence in front of it, that answer usually is defensible, which is why it arrives sounding confident. In open-ended work, nothing in how these systems are trained rewards the extra search that would expose a mistake, because no checker sees the stop. Where a checker can see the answer, training does reward being right.
In the practice studied, a detector flagged about 48% of the operator’s turns as correction or redirection, roughly a third after adjusting for its error. Published work finds the same shape: agents that commit early and defend it, answers left unverified even when they happen to be right, and answers abandoned under a follow-up such as “are you sure?”, correct ones included.
Our position: what helps is a check from outside the agent, anchored on evidence, delivered at the moment it stops. The paper’s own version of that check is specified and not yet tested.
About this paper. This is one of ten short background papers to a series of plain-English posts: six argument papers (background papers 1 to 6) and four primers (7, 8, 9, then 0). Every passage below is reproduced word for word from the working paper How Do We Use This? (Atkinson, 2026) as revised 7 October 2026, with that paper’s section, figure and table numbers. Passages are excerpts; a reference to anything not reproduced here resolves in the full paper. Tags such as “Our position” or “Conjecture” say what kind of support a claim has. Only the plain-terms summary, the box of terms, the post’s figure, and the section labels were written for this part. The full paper is linked from every post in the series.
Terms used here
Operator. The human who directs the agents and approves their consequential changes; here, the author.
Seat. The practice’s word for one running AI agent session, with its own context window and its own identifier.
Boot page, boot set. The boot page is the start-up page for the practice’s agent sessions; the boot set is the two rule-bearing documents every new session must load.
0-for-7. The boot page’s own record that a written rule was missed seven times on 12 July 2026, which it counts as one act rather than seven failures.
Stopping moment. The turn at which an agent states its answer as final without a further search or read.
Folding. A model giving up its position when challenged, whether or not the challenge is right.
The floor. A gap of one session between appearances of a tracked error class: it came back in the very next session. Recurrence, the program’s outcome measure, is how soon such a class comes back.
Detector, blind key. The detector is a local model that labels every operator turn as corrective or not. The blind key is a sample of turns the operator labeled by hand without seeing any model’s labels (195 graded rows); it measures how often the detector is right, not whether the agents’ answers were.
The counterweight. The paper’s proposed challenge to an agent at its stopping moment, not yet deployed. Its three clauses: (a) external to the agent’s own output; (b) firing on actual error, not on the agent’s confidence; (c) delivered at the stopping moment, at a rate above the ambient error rate.
H1 to H3. The paper’s hypotheses about the counterweight: H1, it is a projection of the operator’s judgment; H2, it is a control problem rather than a voting problem; H3, a reversal is not a correction.
From §1 · The mechanism
A working agent receives a task, gathers evidence, and at some point stops gathering and answers. This paper is about what decides that point. The field note that started this program put it plainly:
“[The model is] trained to present as fact the first answer, the only criteria for that answer being that it thinks it meets the user’s expectations and is defensible based on the available information… Correctness of the answer is not a factor.”
The author’s research notes, 30 August 2026
Restated as a mechanism: the stopping rule is satisfiability, not correctness. The search ends when the agent can build a defensible account from what it already holds, to the user or to the evidence; the formalism below models the second. Because further evidence can only make an account harder to defend (it can add a contradiction, never remove one), the marginal incentive is to stop. Written as two stopping times, the defect is the distance between them.
t* = min { t : D(at | Et) } the moment the agent stops
t° = min { t : C(at) } the moment the answer is correct
Et is the evidence held at step t, which grows only by searching. D(at | Et), defensibility, holds when nothing in Et contradicts at; C is correctness. D can hold while C fails, and the set of turns where it does is exactly where the misses live. The agent stops on its own judgment that D holds (§2.1). Nothing in the objective rewards closing the distance. Training does reward correctness where a checker can see the answer; the stop in open-ended work is where none can.
The incentive language above is an as-if description, in the sense Wang and Huang (2026) give their own model: it says the behavior can be rationalized this way, not that any incentive is represented inside the model, whose next step is the continuation its trained policy favors, given a context that already reads as resolved. The defect is therefore located at the termination decision rather than in the reasoning that precedes it, which is why interventions aimed at reasoning quality, such as post-hoc self-review, do not reach it (our position; Huang et al., 2023; Xu et al., 2026; §2.1). Figure 1 draws the mechanism as a position on one axis.
Independent work points the same way. Mehta (2026) describes premature commitment in tool-using agents: runs settle on one reading of the evidence early and then defend it, and, in the first version (v1, 22 June 2026), a hidden-state signature of that settling can be read at runtime. The same work reports that the signature does not separate agents that settled on the right answer from agents that settled on the wrong one, a result its author grades as suggestive rather than confirmed in v1, and it advises deployers to send settled cases to an external verifier or a human rather than resample. The revised version (v2, 12 October 2026) narrows the claim to stability rather than correctness (see §3.2). A detector of the stop is not a corrector of it.
From §2.1 · An old problem with a new subject
2.1The problem’s lineage
The stop problem is not new; only its subject is. A search that ends when the searcher is satisfied rather than when the answer is right is Simon’s satisficing (Simon, 1955), and when people stop gathering information has its own literature (Browne, Pitts & Wetherbe, 2007). In clinical reasoning the same failure is named premature closure, the tendency to settle on a diagnosis before it has been verified, and it is a documented source of diagnostic error (Graber, Franklin & Gordon, 2005). The standard remedy there is also named: a cognitive forcing function, a deliberate prompt that interrupts the fluent stop and forces a second look (Croskerry, 2003), studied more recently as a way to reduce a person’s overreliance on an AI’s suggestions (Buçinca, Malaya & Gajos, 2021). The counterweight of §8 is a cognitive forcing function delivered to a machine.
Three results from the language-model literature bound what such a check can be, and each was read in full. Models do not reliably repair their own reasoning without an outside signal: asked to self-correct with no external feedback, they can make correct answers worse and need an oracle to gain anything (Huang et al., 2023). Challenge is double-edged: across ten models on seven tasks, a follow-up challenge such as “are you sure?” flipped answers 46% of the time on average and cost about 17% of accuracy (Laban et al., 2023), which is why the counterweight must discriminate on error rather than merely apply pressure. And redundancy among similar checkers does not buy independence: independently written versions of a program fail together far more often than independence would predict (Knight & Leveson, 1986), the reason a deciding body must differ in kind from the bodies it decides between (§6.5). The design rule of §8.3 restates, for a practice run by AI agents, Goodhart’s and Campbell’s laws (Goodhart, 1975; Campbell, 1979) and the software-inspection requirement of a non-author reviewer (Fagan, 1976).
The stop problem in LLM agents is also, as of 2026, an active literature of its own, and this paper’s own search did not find it until late. Roh and Han (2026) build HALT, an external verification layer that halts a frozen search agent once retrieved evidence covers every reasoning hop. What it saves depends sharply on what it is given, and the distinction is worth carrying: supplied with gold claims, a diagnostic setting, it cuts search loops by 20 to 45% across three datasets; supplied with claims the system generates for itself, which is the deployable setting, the cuts fall to between 2 and 18%. Answer accuracy passes formal non-inferiority testing in both. Run in the other direction, forcing continuation on the trajectories HALT flags as under-covered, it raises population exact match by 8.2 points on HotpotQA and by 2.7 and 4.3 points on the other two datasets. Ko et al. (2026) study what they call illusory completion, where an agent believes a task resolved while constraints remain unverified, and measure underverified-answer rates. In the first version (v1, 7 February 2026) the rates ranged from 52.1% for the strongest system tested to 76.3% for a ReAct baseline, with human annotators agreeing at Fleiss κ = 0.74; the current version (v3, 13 October 2026) tests 13 agents and reports 52.1% (GLM-5.2) to 80.4% (ASearcher), with κ = 0.76. The finding this program should sit up for is the one inside the successes: even among answers that were factually correct, the unverified share was 19.1% for the strongest system in v1 and is 16% to 48% across the five agents drawn in v3. That is, on our reading, the defensible-versus-correct distinction on answers a correctness-only scorer would have recorded as wins: the search ended on the agent’s belief that its answer was supported, not on evidence that it was. Their inference-time tracker, LiveLedger, reduced underverified answers by up to 26.5% and raised accuracy by up to 11.6% in v1; v3 reports accuracy gains of 4.4 to 16.1 points and gains of 6.2 to 16.7 points in fully verified answer rates. Xu et al. (2026) gate the commitment itself: their execution layer refuses an agent’s edit or patch until the evidence the task requires has actually been observed, worth 4.8 to 11.8 points of Pass@1 across 500 SWE-bench Verified instances while cutting token use by up to 12.1%. In the same comparison, bolting a post-hoc self-review step onto the baseline agent instead lowered Pass@1, by 1.4 and 1.8 points on the two models tested, which the authors read as confirming that post hoc self-review cannot recover from decisions made on insufficient evidence. Luo et al. (2026) treat stopping as abstention, find that agents abstain late when they abstain at all, and, for Llama-3.3-70B on WebShop, improve timely abstention from 26.7% to 57.4% by distilling past trajectories into stopping rules injected into the agent’s context.
Behind those four sits an older and larger line that this program’s searches repeatedly missed, because it is indexed under retrieval rather than under stopping. Adaptive-retrieval controllers have been deciding when an agent should stop gathering for several years, using reflection-token critics, model uncertainty, or question complexity to route the decision; Roh and Han (2026, §2) survey the family. The clearest statement of its premise is Park, Cho and Lee (2025), who cast iterative retrieval as a finite-horizon Markov decision process, learn a value-based controller for when to stop, and conclude that adaptive stopping is a missing component of current agentic systems. A second field asks the same question in the vocabulary of abstention rather than search: selective prediction and learning to defer, where Piatrashyn et al. (2026) hand a decision to a larger model once a small model’s calibrated uncertainty crosses a threshold, and report that deferring a modest fraction of decisions matches the expensive model’s quality. These literatures do not talk to each other, and we counted it rather than asserting it. We read the complete reference lists of fourteen papers: six on retrieval stopping, five on agent termination, and three on deferral. Citations to the foundational reject-option and selective-prediction lineage appear in three of the fourteen, and all three are in the deferral group. None of the five agent-termination papers cites any of it. Five of the six retrieval-stopping papers cite none of it either; the sixth cites selective classification and then explicitly declines to inherit its guarantee, writing that it uses the same conceptual separation but claims no formal risk guarantee, and it is the only paper of the fourteen that calls for the bridge to be built. Between the retrieval-stopping group and the deferral group there are eighteen possible citation pairs in each direction, and the realized count is zero both ways; between agent termination and deferral it is zero of fifteen each way. Each cluster cites itself densely, so this is not a sparse field. It is three internally connected and mutually hermetic islands, each working on when a system should stop. The count has limits: the fourteen came from this program’s own searches, and the denominators ignore publication order and omit the retrieval-stopping to agent-termination crossing (thirty possible pairs). A fourth and older line asks the same question of a network’s internal computation rather than of its search, and it sits outside the fourteen-paper count: adaptive computation, in which a recurrent network learns how many computational steps to take between receiving an input and emitting an output (Graves, 2016).
We report that as a finding rather than a complaint, and it implicates this paper directly. A search entered from any one of those vocabularies returns a small set that looks far more novel than it is, which is exactly what happened here across several passes before the citation graphs were walked. The mechanism is the paper’s own thesis wearing a bibliography: a search stops when it has enough to write a defensible related-work section.
Three consequences follow, and none of them is comfortable. First, the counterweight’s three clauses (§8.1: a challenge from outside the agent’s output, discriminating on actual error, timed to the stop at a rate above the ambient error rate) describe a design that others have now built and measured, mostly with positive results, so this program (implemented, not yet deployed) should be read as one more instance rather than a proposal. HALT and Luo et al. mainly address stopping too late; what the field shares is external control of the stop. Second, Xu et al.’s comparison is direct evidence for the design rule of §8.3: gating before commitment, by a layer the agent does not control, beat the agent’s own review after it. Third, Luo et al.’s reusable stopping rules, distilled from past trajectories and injected without updating any model parameters, are the mechanism of H1 (§8.4: the operator’s corrections, consolidated into the agent’s context) working where the rules came from trajectories rather than from an operator. Against that background this paper makes no claim to priority over any of it, and §7.2 records why that kind of claim was removed rather than narrowed.
From §3 · The proposition, and the evidence for it
3P1The missing weight is correctness
The objectives these systems are trained and deployed under reward an answer the user accepts. Where a checker can see the answer, as with code that has tests, training rewards correctness too; the stop in open-ended work is where no checker can, and there nothing prices whether the answer is right. The stop problem is how that absence shows up in behavior: the search ends at defensible. If correctness is the missing weight, then performance gains that do not supply it will not earn trust, and adoption will stall on trust rather than capability. That last step is our inference; the evidence below, from one practice, bears on the premise.
3.1From the logsHow much correction the operator supplies
A census of the sample frame described in §2.2 (8,221 operator turns) measured how often an operator turn carried corrective signal, a correction, a reframing or a pointed challenge to what the agent had just said. A local model labeled every turn, and the detector was graded against the operator’s blind key, 195 rows after the repair of §2.2, at 93% recall and 64% precision. It flagged about 48% of operator turns. Adjusting for the detector’s measured precision and recall lowers that to roughly a third (0.48 × 0.64 / 0.93 ≈ 0.33), an inference that assumes the key’s mix of turns matches the frame’s, on a grade that may predate the join repair (§6.2, §10.6). The signal is corrective in the broad sense. The operator’s own second pass over a stratified sample labels most non-routine turns as bundles of method correction, reframing and teaching, and whether the finer channels are reliably separable from one another is unsettled, because the reading that said they were not has since been traced to a join defect (§10.6). So the reading is that roughly a third of the operator’s turns were spent redirecting an agent rather than routing it, not that a third of the agents’ answers were wrong. That each such turn followed a premature stop is an inference, not a measurement; on that inference, the agents stopped where their answers were defensible and the operator supplied the rest, by hand. Counting the corrective turns that cite evidence the agent could have retrieved before stopping would test it; that count has not been made.
3.2From recent workPremature commitment
Mehta (2026) defines representational commitment as cross-run convergence of hidden states at a fixed agent step and uses it as an early diagnostic of trajectory consistency. On HotpotQA with Llama-3.1-70B, step-four similarity predicts downstream behavioral consistency (r = −0.35; partial r = −0.45; negative because consistency is scored as divergence across runs), replicating on Qwen-2.5-72B and Phi-3-14B and on StrategyQA (r = −0.83). A runtime monitor flags inconsistent trajectories at AUROC up to 0.97, and 0.85 to 0.88 under a stricter split. The boundary result is the one this program builds on: committed-wrong and committed-correct questions could not be separated in activation similarity. The author reports that as a failure to reject rather than a demonstrated equivalence, and draws the operational conclusion that settled cases should be deferred to an external verifier or a human. The revised version (v2, 12 October 2026, camera-ready for the Workshop on Agent Behavior at COLM 2026) narrows the claim: shared evidence explains much of the association (observation overlap r = −0.63, and a full-text control removes the hidden-state association), the HotpotQA association is carried by easy questions (r = −0.57) rather than hard ones (r = −0.02), and a monitor built from three partial runs reaches a mean AUROC of 0.81. The figures above appear in both versions.
Read beside §3.1, the implication is direct: the settling can be seen, but seeing it does not say whether the settled answer is wrong, and in this practice the test was the operator, by hand, on roughly a third of the turns.
From §4.2 · Pushback moves the answer either way
Kelley and Riedl (2026) measure the epistemic effects of personalization across nine frontier models and find them role-dependent, grouping tasks as advisory (personal advice, moral judgment) or peer (debate, goal alignment). In open-ended advice, personalization made models more willing to challenge the user’s framing: the personalized response used more framing-accepting language than the generic one in 26.8% of paired comparisons. In debate it made them give way: highly personalized rebuttals raised the odds of a model abandoning its position about 2.4-fold over generic ones (logit β = 0.87), and accommodation tracked the persona’s inferred preference for validation (β = 0.57). Debate has no correct answer, so these shifts say nothing about truth; on factual questions (MMLU-Pro) personalization did not systematically amplify sycophancy. Where ground truth exists, a challenge such as “are you sure?” makes models abandon answers, correct ones included (Laban et al., 2023). A challenge can teach a model to fold as easily as to correct.
From §8.2 · What helps: a check from outside, on evidence
8.2Constraints on form
- Advisor, never peer. Our position: the challenger speaks as an advisor, not a peer. In Kelley and Riedl (2026), personalization makes models challenge a user’s framing more in advisory tasks and give way under rebuttal more in peer tasks such as debate (§4.2); carrying that to a challenger and an agent is our step.
- Evidence-shaped, never persona-voiced. A challenge reads “the log contradicts your claim at this line,” not “as the operator, I feel.” An evidence-shaped challenge can be checked by a third party; a persona-voiced one invites folding.
- Cited or refused. Every challenge names a source the agent can read, because an unconstrained critic invents its evidence: under a weakened judge, the critic in Kenton et al. (2026) routinely fabricated direct quotes, though their main finding is that debate training reduces reward hacking (§6.5).
- The decider is an instrument anchored on the logs, not a further opinion (He et al., 2026; Denisov-Blanch et al., 2026).
- Bounded and curated. A small, selected set of challenges rather than a large one.
From §6.5 · Why the judge should not be another model
Denisov-Blanch et al. (2026) show that scaling inference by aggregation does not deliver truthfulness gains where no external verifier exists: different models’ outputs show correlations as high as 0.35 even on random strings with no ground truth, and on 53% of MATH questions where several models err, they converge on the same wrong answer. He et al. (2026) find that in a three-vendor heterogeneous panel the minority was still correct in 25.5% of divergent cases; adding a fourth model as arbiter was net-negative (−1.37%, flip precision 42.7%), while a non-model classifier over features of how the debate behaved was net-positive (+1.71%, precision 81.2%). Our position: redundancy among models does not supply independence, and the body that decides has to be of a different kind from the bodies it decides between. In He et al.’s panel the arbiter that helped was of that different kind.
From §8.4 · The published results at a glance
From §13 · What would overturn each claim, and what transfers
| Rests on | Would be overturned by | Status | |
|---|---|---|---|
| P1 | Corrective signal flagged in ~48% of operator turns, roughly a third adjusted (§3.1); Mehta (2026) | A build that prices correctness at the stop and still terminates early; weakened if few corrections point to evidence the agent could have retrieved before it stopped | count measured; link inferred |
| P2 | The case series (§4.1; five hand-picked cases, not a rate); Kelley & Riedl (2026) | The same agents catching their own premature stops without operator direction | inferred |
| P3 | A tracked error class back in the very next session in 48 of 75 intervals (§5.2); the read-versus-injected mechanism, not a rate (§5.1); Wang & Huang (2026) | A remembered rule that holds across sessions where only a boundary now does | recurrence measured; link a conjecture |
| P4 | Load records in 75 of 579 sessions; the logging gap, about 19× adjusted (27× raw); four instrument failures (§6) | A self-report that tracks the logs it claims to summarize | counts measured; link inferred |
| P5 | The 8,221 operator turns of the six-month chat-lane log and the blind answer key (§2.2, §7) | A broad feedback dataset that links one owner’s corrections on consequential work to what followed, over months | conjecture |
What transfers, if anything does. Our position: three rules earned here rest on argument and on the work cited, not on this practice’s N of 1 alone. Rulebooks are theater; boundaries and incentives are not: a boundary that refuses and records its refusal outlasts a memo that asks an agent to remember (§5; from one practice, and the least tested of the three). A challenge must cite evidence the challenged agent can open, or it is an opinion wearing a citation (§8.2), because an unconstrained critic can invent its evidence (Kenton et al., 2026). And an outside checker must be calibrated against known-false cases before it is allowed to gate anything, because a checker built from the same class of model may simply agree with the claim it is shown (§9; Panickssery et al., 2024; Knight & Leveson, 1986). Conjecture: every team that clears its chat history lives inside its own version of the gap between the corrective signal its people supply and the corrections its system logs; that is the first thing a replication would count.
From §11 and §12 · Limits
Construct. The primary outcome, recurrence (how soon a named error class comes back in a later session, §5.2), is a proxy. Recurrence can fall because an error class genuinely recurs less, or because detection of the class degraded. The mitigations are an independent adjudication arm that does not share the detector’s blind spots, and the per-class series, in which a detection collapse shows as a simultaneous fall across classes. Srinivasan and Paragiri (2026) give the general form of this hazard for agent-driven search: where validity lives in disaggregated structure, an aggregate reduction can rank the wrong candidate first, the headline number improving while the structure beneath it inverts. Their remedy is an external control loop that audits disaggregated behavior after the agent has decided and can reopen a run the agent declared finished, the shape of the primary study’s off-target condition (Study 3, §10.4): targeted error classes must fall without a matching fall in untargeted ones. The pushback reading behind §3.1 and §6.2 comes from a machine labeler with 64% precision on the blind key (195 rows the operator graded blind, §2.2), and its adjusted figure depends on that key being representative of the frame, the 8,221 operator turns of the chat-lane log; no re-grade of the labeler on the repaired join of §10.6 is reported. The calibration set’s labels are mechanical: they establish whether a test passed, not whether the agent’s work was correct.
The program cannot establish that the counterweight raises correctness in the world. It targets discipline at the stopping decision, meaning whether the process that makes a claim checkable was followed. That is a narrower claim and the one the corpus can support.
How to cite this part. Atkinson, B. (2026). The model stops at the first answer it can confidently defend to you. Not when it’s right. Background paper 1 to How do we use this? Working paper, Wolfberg LLC.
Disclosure. Drafting and literature synthesis were assisted by AI models (Claude, Anthropic) working under the author’s direction; the author is responsible for the content. The works in the References were read in full by AI reading agents working under the author’s direction, and quotations and numbers taken from them were checked against the saved full text. The prior-art works listed under Prior art are cited at the level of an established concept and its origin: each was verified for author, title, year and venue, but not read in full, and no numeric claim rests on any of them. Software documentation, source code and press accounts are listed under their own headings and were read at the linked pages. Every reference below carries a link, and every arXiv identifier and DOI was resolved against its registry, with title and first author matched, on 23 September 2026.
Competing interests. The author owns Wolfberg LLC, the practice studied.
Data availability. The practice’s logs contain client work and personal records. They are private and are not offered for sale or sharing. The measures are described in enough detail to be reimplemented, and figures from the practice are reported as of the dates given. What is available is the design: the clauses of §8.1, the evidence contract and admission checks of §8.5, and the decision rules of §10.4 are stated in this working paper fully enough to be rebuilt without access to the logs; the background papers reproduce only parts of them.
Corrections to the full working paper. The notes below record corrections to the working paper as a whole; some concern sections not reproduced in this part.
Corrections, 23 September 2026. No figure and no finding changed. The paper was retitled; earlier revisions were titled The Stop Problem: Defensible Is Not Correct, and the stop problem remains this paper’s name for the failure it studies. The Anthropic interview in §2.3 aired on 13 September, not over a weekend of 13 and 14 September; the web article is stamped 14 September. The essay listed under Prior art is by Ryan Forstie; an earlier revision gave the initial K. The completion evaluator in §8.3 is documented as a Claude Code feature, whose agent loop the Claude Agent SDK embeds; an earlier revision attributed it to the SDK directly. Two works in the References, Graves (2016) and Liu (2026), were listed without being cited in the text; each is now cited where it bears (§2.1, §8.3). Links were added to every press, documentation and prior-art source. A duplicated section number in §10 was corrected.
Corrections, 25 September 2026. No figure changed. §8.3 said that the human-in-the-loop primitives across the three frameworks surveyed gave a developer nothing to require a person to confirm finished work. That holds for the OpenAI Agents SDK and the Claude Agent SDK. It does not hold for CrewAI, whose task documentation, already cited as CrewAI (2026b), offers an opt-in setting for a human to review the agent’s final answer; §8.3 now says so.
Corrections, 7 October 2026. After review by a panel of AI reviewers: a quotation in §4.2 from Mytsyk, Zhang and Krishnamurthy (2026) carried words its source does not contain (“or truthfulness, only about sycophancy”) and now reads as the source does, “Our results say nothing about correctness”; the point it supports is unchanged. The §8.3 design rule is no longer stated as a law: an instrument the measured party can operate tends to rot; one it cannot alter is harder to game, though not immune. Zhang et al. (2026) is now read as a gain from training, not from moving a check outside the agent (§8.3, Figures 10 and 11). Laban et al. (2023) replaces Kelley and Riedl (2026), whose tasks have no ground truth, in Table 5 and H3. The 48% is now the share of operator turns the detector flagged, roughly a third adjusted; the 27× logging gap is about 19× adjusted and partly definitional. Table 9 separates measured counts from interpreted links, §13 offers its design rules as hypotheses, and the Disclosure says who read the cited works. A second pass the same day restored, in the author’s wording, positions that revision had softened for reasons other than fact, and labelled each for status (our position, conjecture, from one practice, measured) instead of hedging it; Table 9 now carries a Status column and §13 states its design rules as our position. Every factual correction above stands.
Works cited in this part (keys, including letter suffixes such as 2026b, follow the full paper’s reference list)
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