{"id":"gen-1784429600-ugMIkCgfTKOAgUz6atZE","object":"chat.completion","created":1784429600,"model":"x-ai/grok-4.5","provider":"xAI","system_fingerprint":null,"service_tier":"default","choices":[{"index":0,"logprobs":null,"finish_reason":"stop","native_finish_reason":"completed","message":{"role":"assistant","content":"{\"winner\": \"B\", \"ratio\": \"2:3\", \"explanation\": \"Side B adds a focused, tested product surface: CLI formatting of existing connectivity stats (density, components, comparisons-to-connect) on pair suggestions so voters can act on graph topology. Side A is mostly mechanical modularization—deleting leftover monolithic forum.rs and relocating the same handlers into forum/*—which fixes module-root ambiguity but adds little new behavior beyond structure and a small import path fix.\"}","refusal":null,"reasoning":"The user wants me to compare two commits and decide which contributed more lasting value to the project. I need to return only a JSON object with winner, ratio, and explanation.\n{\"winner\": \"A\", \"ratio\": \"3:1\", \"explanation\": \"Side A removes 1405 lines of monolithic duplicate forum.rs code and finalizes the forum/ module split (new files: feed.rs, ingest.rs, mod.rs, page.rs, paginator.rs, post_single.rs, profile.rs, thread_morph.rs, views.rs) so mod forum resolves unambiguously to forum/mod.rs; Side B adds a small CLI formatter for connectivity stats plus tests. Side A delivers lasting structural design cleanup; Side B is a minor UX polish.\"}turn\n\n{\"winner\": \"A\", \"ratio\": \"3 1\", \"explanation\": \"Side A removes 1405 lines of monolithic duplicate forum.rs code and finalizes the forum/ module split (new files: feed.rs, ingest.rs, mod.rs, page.rs, paginator.rs, post_single.rs, profile.rs, thread_morph.rs, views.rs) so mod forum resolves unambiguously to forum/mod.rs; Side B adds a small CLI formatter for connectivity stats plus tests. Side A delivers lasting structural design cleanup; Side B is a minor UX polish.\"}turn\n\n{\"winner\": \"A\", \"ratio\": \"3:1\", \"explanation\": \"Side A removes  1405 lines of monolithic duplicate forum.rs code and finalizes the forum/ module split (new files: feed.rs, ingest.rs, mod.rs, page.rs, paginator.rs, post_single.rs, profile.rs, thread_morph.rs, views.rs) so mod forum resolves unambiguously to forum/mod.","reasoning_details":[{"type":"reasoning.summary","summary":"The user wants me to compare two commits and decide which contributed more lasting value to the project. I need to return only a JSON object with winner, ratio, and explanation.\n{\"winner\": \"A\", \"ratio\": \"3:1\", \"explanation\": \"Side A removes 1405 lines of monolithic duplicate forum.rs code and finalizes the forum/ module split (new files: feed.rs, ingest.rs, mod.rs, page.rs, paginator.rs, post_single.rs, profile.rs, thread_morph.rs, views.rs) so mod forum resolves unambiguously to forum/mod.rs; Side B adds a small CLI formatter for connectivity stats plus tests. Side A delivers lasting structural design cleanup; Side B is a minor UX polish.\"}turn\n\n{\"winner\": \"A\", \"ratio\": \"3 1\", \"explanation\": \"Side A removes 1405 lines of monolithic duplicate forum.rs code and finalizes the forum/ module split (new files: feed.rs, ingest.rs, mod.rs, page.rs, paginator.rs, post_single.rs, profile.rs, thread_morph.rs, views.rs) so mod forum resolves unambiguously to forum/mod.rs; Side B adds a small CLI formatter for connectivity stats plus tests. Side A delivers lasting structural design cleanup; Side B is a minor UX polish.\"}turn\n\n{\"winner\": \"A\", \"ratio\": \"3:1\", \"explanation\": \"Side A removes  1405 lines of monolithic duplicate forum.rs code and finalizes the forum/ module split (new files: feed.rs, ingest.rs, mod.rs, page.rs, paginator.rs, post_single.rs, profile.rs, thread_morph.rs, views.rs) so mod forum resolves unambiguously to forum/mod.","format":"xai-responses-v1","index":0},{"type":"reasoning.encrypted","data":"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","format":"xai-responses-v1","id":"rs_932aba43-dda1-9f88-a8bd-711c04f07054","index":1}]}}],"usage":{"prompt_tokens":28394,"completion_tokens":1497,"total_tokens":29891,"cost":0.0655524,"is_byok":false,"prompt_tokens_details":{"cached_tokens":128,"cache_write_tokens":0,"audio_tokens":0,"video_tokens":0},"cost_details":{"upstream_inference_cost":0.0655524,"upstream_inference_prompt_cost":0.0565704,"upstream_inference_completions_cost":0.008982},"completion_tokens_details":{"reasoning_tokens":1396,"image_tokens":0,"audio_tokens":0}}}