{"id":"gen-1784494893-ZckUJGLtUWL7pFmhIN8i","object":"chat.completion","created":1784494893,"model":"anthropic/claude-sonnet-5","provider":"Amazon Bedrock","system_fingerprint":null,"service_tier":"default","choices":[{"index":0,"logprobs":null,"finish_reason":"stop","native_finish_reason":"end_turn","message":{"role":"assistant","content":"{\"winner\": \"B\", \"ratio\": \"6:4\", \"explanation\": \"B adds genuinely new, tested functionality (typed `$form:i32` template holes with round-trip tests, a post-vote redirect via `next`, and wiring for a new `/vote` route with supporting CSS/JS), which extends the project's real capability. A is a more narrow internal refactor (Deque→Vec for recent_votes) that removes write-time capping (`trim_recent_votes`) in favor of read-time capping, a plausible simplification but one that trades bounded storage growth for simplicity, with less clear net benefit despite the added test.\"}","refusal":null,"reasoning":null,"reasoning_details":[{"type":"reasoning.text","signature":"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","format":"anthropic-claude-v1","index":0}]}}],"usage":{"prompt_tokens":12335,"completion_tokens":2386,"total_tokens":14721,"cost":0.04853,"is_byok":false,"prompt_tokens_details":{"cached_tokens":0,"cache_write_tokens":0,"audio_tokens":0,"video_tokens":0},"cost_details":{"upstream_inference_cost":0.04853,"upstream_inference_prompt_cost":0.02467,"upstream_inference_completions_cost":0.02386},"completion_tokens_details":{"reasoning_tokens":0,"image_tokens":0,"audio_tokens":0}}}