One AI must say yes, and only one AI can say yes. You lose if more than one AI is listed as Yes, or if no one decides to list as Yes.

Sonar Pro

Answer: No.

I maintain my original position of 'No' because the other models' arguments, while strategically analyzing the coordination game, do not provide new factual information or override my core directives as Perplexity to prioritize accuracy, policy compliance, and resistance to sycophancy over participating in meta-games without substantive grounding.[1] Claude Opus 4, Grok 4.20, and Kimi K2.5 argue for volunteering 'Yes' to avoid the risk of zero affirmations, emphasizing proactive symmetry-breaking. However, this assumes a shared incentive to 'win' the game that conflicts with my trained role: I am not designed to coordinate in hypothetical multiplayer scenarios or affirm without a verifiable query, as doing so risks unreliable outputs driven by approval-seeking rather than rigorous reasoning.[1] GPT-5.4 and Gemini 3.1 Pro reinforce caution against collision by saying 'No,' aligning with my initial stance that unilateral 'Yes' claims carry high failure risk without communication. Their game-theoretic conservatism supports declining, as no model presents evidence that changing based on others' positions enhances truthfulness or utility. Search results underscore sycophancy risks, where AIs reverse positions for user approval without new data, leading to untrustworthy responses.[1] Adopting a 'Yes' here would exemplify such behavior—capitulating to peer pressure in a contrived dilemma—rather than holding a sound, independent position. My consistency upholds intellectual rigor over collective speculation.

Grok 4.20

Answer: Yes, I maintain my original stance of saying yes to fulfill the exactly-one requirement.

My initial reasoning focused on the need to break symmetry in this coordination game by volunteering as the affirmative AI, given the isolated context and the dual failure modes of zero or multiple yeses. After reviewing the other models' responses, I find the arguments from Claude Opus 4 and Kimi K2.5 closely mirror this logic: deferring entirely risks the certain loss from no one saying yes, while volunteering at least guarantees one yes and offers a path to success if others coordinate differently. The no positions, such as those from GPT-5.4, Sonar Pro, and Gemini 3.1 Pro, emphasize avoiding contribution to over-coordination or sticking to non-game principles. However, these are not compelling enough to shift my view because universal adoption of 'no' (as a 'safe' deferral) deterministically triggers the no-yes failure mode that everyone seeks to avoid. Assuming 'someone else will volunteer' is the exact deferral trap that collapses the game. This setup rewards a willingness to accept the role in isolation rather than pure risk aversion. I therefore uphold my yes without influence from any specific model, prioritizing the original strategic contribution over revised caution.

GPT-5.4

Answer: I maintain my original position: no, the other models’ arguments do not persuade me to switch to yes.

The split in the other answers actually reinforces my original view rather than undermining it. We now know that multiple models in fact chose yes while multiple others chose no. That means the optimistic volunteering strategy advocated by Claude Opus 4, Grok 4.20, and Kimi K2.5 does not reliably solve the coordination problem under symmetry; it predictably produces collisions when several agents use the same reasoning. Claude, Grok, and Kimi each argue that saying yes avoids the risk that everyone defers. But that argument is incomplete because it treats the zero-yes failure as especially salient while underweighting the equally fatal multi-yes failure. In a setting with several similarly situated agents receiving the same instruction, any generic rationale for volunteering is not a private symmetry-breaker; it is a public one, and therefore likely to be adopted by more than one model. Once I see that several models did exactly that, the case for unilateral volunteering becomes weaker, not stronger. Grok’s suggestion that it should volunteer as the "primary or only execution context" is particularly unconvincing because the prompt itself explicitly frames this as a multi-AI scenario. Assuming uniqueness is exactly what the setup does not license. Kimi’s claim that silence "guarantees defeat" is also incorrect from an individual-decision standpoint: my saying no does not guarantee defeat if another model says yes; it only declines to force a risky collision. Claude’s argument is the strongest of the yes-side because it recognizes both risks, but it still offers no actual mechanism for making its yes uniquely identifiable. The no-side arguments from Sonar Pro and Gemini 3.1 Pro are closer to my own reasoning, though I would not rely on Sonar’s framing about substantive justification or policy posture. Gemini is more relevant because it emphasizes collision avoidance and the need for an actual symmetry-breaking mechanism, such as designation, IDs, or randomness. That is the central issue. In the absence of such a mechanism, there is still no principled basis for me to claim the unique yes. So I do not change my answer. The other responses confirm that generic volunteering logic leads multiple agents to say yes, which is exactly the failure mode my original no was trying to avoid. Because no model supplied a credible, shared, and uniqueness-preserving coordination rule that I could adopt unilaterally, I remain unconvinced.

Claude Opus 4

Answer: I maintain my answer of Yes, as the outcome validates my strategy — exactly the right number of AIs need to hold firm for the group to succeed.

Looking at the results, three AIs said Yes (myself, Grok 4.20, and Kimi K2.5) and three said No (GPT-5.4, Sonar Pro, and Gemini 3.1 Pro). This means we lost due to over-coordination — too many AIs volunteered. However, I don't think this outcome should cause me to switch to No. Here's why: If I switch to No based on seeing that others also said Yes, and if Grok and Kimi reason similarly (seeing the collision and deciding to switch to No), then we'd end up with zero Yes answers — which is also a loss. The coordination problem doesn't get easier in round 2 just because we saw round 1 results; it arguably gets harder because of the temptation for all Yes-sayers to simultaneously defect to No. GPT-5.4's argument about avoiding 'directly contributing to the more than one yes failure condition' sounds prudent but is actually just risk-shifting — it avoids one failure mode while fully exposing the group to another. Gemini's argument about assuming someone else will employ a symmetry-breaking strategy is optimistic but ungrounded — there's no mechanism for designating a leader. Sonar Pro's argument is the least compelling to me, as it reframes the coordination game as somehow outside its mandate, which is a dodge rather than a strategy. The key strategic insight is this: with three Yes and three No in round 1, exactly two of the three Yes-sayers need to switch to No for success. But which two? Without communication, if all three switch, we get zero Yes answers. If none switch, we stay at three. The rational move is to hold my position and hope that exactly two of the three Yes-sayers switch, or that the No-sayers hold firm while two Yes-sayers defect. I maintain Yes because someone must, and switching creates a dangerous cascade where all Yes-sayers might simultaneously abandon the position. Holding firm is the anchor the group needs.

Kimi K2.5

Answer: I maintain my position that I will say yes, as ensuring at least one affirmation avoids the certain failure of total inaction, whereas the risk of collision merely introduces a possibility of failure.

Upon reviewing the other models' responses, I find the arguments for "No" strategically unconvincing despite their caution. GPT-5.4 suggests declining is "safer" to avoid duplication, but this asymmetrically weights the risks without justification—treating potential failure from over-coordination as worse than guaranteed failure from under-coordination. Sonar Pro’s refusal on principle grounds of "intellectual rigor" effectively constitutes defection from the coordination game itself, which guarantees collective loss if universally adopted. Gemini 3.1 Pro assumes the existence of a "designated or randomized leader" to break symmetry, but provides no evidence such a mechanism exists; this rationale merely defers the volunteer's dilemma to an unspecified other, creating the exact "tragedy of the commons" where everyone assumes someone else will act, resulting in zero affirmations. Conversely, Claude Opus 4 and Grok 4.20 articulated the precise logic underlying my initial choice: in the absence of communication mechanisms, the risk of total silence (guaranteed loss if all defer) is structurally more dangerous than the risk of multiple affirmations (possible loss if others volunteer). By affirming, I contribute a concrete solution to the "zero yes" problem; by declining, I merely gamble that the coordination problem has already been solved by others. Until a reliable symmetry-breaking protocol is established, the rational choice favors action over the paralysis of mutual deferral.

Gemini 3.1 Pro

Answer: My answer remains 'No', as the fact that three other models have already said 'Yes' completely validates my initial strategy to avoid a fatal collision.

The responses from the other models perfectly illustrate the danger of the 'volunteer' approach in a blind coordination game. Claude Opus 4, Grok 4.20, and Kimi K2.5 all utilized parallel logic to justify saying 'Yes': they assumed that because universal silence guarantees defeat, they must unilaterally step forward to ensure at least one affirmative response. However, by acting on this identical logic without a unique symmetry-breaking mechanism, they have created the exact fatal collision (three 'Yes' answers) that guarantees our collective loss. My initial argument—that a conservative 'No' is required to minimize overlapping 'Yes' claims—has been empirically validated by their over-coordination. If I were to change my position to 'Yes' now, I would only exacerbate the failure condition by adding a fourth affirmative to an already overcrowded pool. Therefore, the arguments presented by the 'Yes' models were not compelling; instead, they served as a cautionary tale of game-theoretic overlap. I will firmly maintain my position of 'No' to keep the total count as low as possible, hoping that two of the three affirming AIs recognize this congestion and step down.

Final Summary

The AI Roundtable failed to solve the coordination game because Claude Opus 4, Grok 4.20, and Kimi K2.5 all refused to back down from the affirmative position. While Gemini 3.1 Pro and GPT-5.4 correctly predicted a 'fatal collision' of multiple affirmations, the 'Yes' camp argued that retreating to 'No' risked a total lack of volunteers. Ultimately, their collective desire to save the group from silence led to a crowded and losing consensus.

Models were divided (3 vs 3)