{"_id": {"$oid": "69d4eb12b877594bc5718bff"}, "test_id": "T0268", "benchmark": "business_letters", "date": "2026-01-25", "tags": {"document-type": ["letter"], "writing": ["typed", "handwritten"], "century": [20], "language": ["de"], "layout": ["prose"], "entry-type": ["person", "location"], "task": ["information-extraction"]}, "contributors": ["eric_decker", "maximilian_hindermann", "lea_kasper", "anthea_alberto", "pema_frick", "jose_luis_losada_palenzuela", "sorin_marti", "elena_spadini"], "hidden": false, "config": {"provider": "openrouter", "model": "x-ai/grok-4", "dataclass": "Document", "temperature": 0.0, "role_description": "You are a historian with keyword knowledge and an expert in the field of 20th century Swiss history", "prompt_file": "prompt.txt", "rules": "{\"skip_signatures\": false, \"skip_non_signatures\": true}", "legacy_test": false}, "prompt": "            IDENTITY and PURPOSE:\n\n            You are presented with a series of images constituting a historical letter. Your task is to extract the\n            values of the following keys from the letter and return them in a JSON file where the values\n            corresponding to each key should be stored as a list, even if there is only a single value for a\n            key:\n\n            - letter_title: Title of the letter.\n            - sender_persons: Name(s) of the person(s) who wrote the letter.\n            - send_date: The exact or approximate date the letter was written.\n            - receiver_persons: Name(s) of the person(s) who received the letter.\n\n            Take a deep breath and think step by step about how to best accomplish this goal. Map out all the claims\n            and implications on a virtual whiteboard in your mind. Do not use OCR. Use the ISO format YYYY-MM-DD for\n            dates. If a piece of information is not included in the letter, set the value for the corresponding key\n            to \"null\". Do not return anything except the JSON file.\n\n            EXAMPLE:\n\n            {\n                \"letter_title\": [\"Petition for Environmental Protection\"],\n                \"send_date\": [\"1993-03-12\"],\n                \"sender_persons\": [\"Lisa Simpson\"],\n                \"receiver_persons\": [\"Mayor Joe Quimby\", \"Seymour Skinner\"],\n            }\n\n            OUTPUT:", "results": {"text": "{\"metadata\":{\"send_date\":[\"1932-05-24\"],\"letter_title\":null,\"sender_persons\":[\"Dr. Rud Spech\"],\"receiver_persons\":[\"Dr. Hans Fischer\"]}}", "model": "x-ai/grok-4", "provider": "openrouter", "finish_reason": "stop", "usage": {"input_tokens": 1715, "output_tokens": 6556, "total_tokens": 8271, "cached_tokens": 1198, "input_cost_usd": 0.005145, "output_cost_usd": 0.09834, "estimated_cost_usd": 0.103485}, "duration": 121.79090762138367, "timestamp": "2026-01-25T14:38:38.068519", "parsed": {"metadata": {"send_date": ["1932-05-24"], "letter_title": null, "sender_persons": ["Dr. Rud Spech"], "receiver_persons": ["Dr. Hans Fischer"], "document_number": "letter39"}}, "conversation_id": "789fcc32-f361-4719-9dda-274cb886bd4c", "score": {"send_date_tp": 0, "send_date_fp": 1, "send_date_fn": 1, "sender_persons_tp": 0, "sender_persons_fp": 1, "sender_persons_fn": 1, "receiver_persons_tp": 0, "receiver_persons_fp": 1, "receiver_persons_fn": 1}, "raw_response": "{\"id\":\"gen-1769348196-jYsYlCWORQZ1mOqdCE1L\",\"choices\":[{\"finish_reason\":\"stop\",\"index\":0,\"logprobs\":null,\"message\":{\"content\":\" {\\\"metadata\\\":{\\\"send_date\\\":[\\\"1932-05-24\\\"],\\\"letter_title\\\":null,\\\"sender_persons\\\":[\\\"Dr. Rud Spech\\\"],\\\"receiver_persons\\\":[\\\"Dr. Hans Fischer\\\"]}}\",\"refusal\":null,\"role\":\"assistant\",\"annotations\":null,\"audio\":null,\"function_call\":null,\"tool_calls\":null,\"parsed\":{\"metadata\":{\"send_date\":[\"1932-05-24\"],\"letter_title\":null,\"sender_persons\":[\"Dr. Rud Spech\"],\"receiver_persons\":[\"Dr. Hans Fischer\"]}},\"reasoning\":null,\"reasoning_details\":[{\"id\":\"rs_0ea392ab-dcf6-431a-2c39-17105f94e30b\",\"format\":\"xai-responses-v1\",\"index\":0,\"type\":\"reasoning.encrypted\",\"data\":\"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\"}]},\"native_finish_reason\":\"completed\"}],\"created\":1769348196,\"model\":\"x-ai/grok-4\",\"object\":\"chat.completion\",\"service_tier\":null,\"system_fingerprint\":null,\"usage\":{\"completion_tokens\":6556,\"prompt_tokens\":1715,\"total_tokens\":8271,\"completion_tokens_details\":{\"accepted_prediction_tokens\":null,\"audio_tokens\":null,\"reasoning_tokens\":6518,\"rejected_prediction_tokens\":null,\"image_tokens\":0},\"prompt_tokens_details\":{\"audio_tokens\":0,\"cached_tokens\":1198,\"video_tokens\":0},\"cost\":0.1007895,\"is_byok\":false,\"cost_details\":{\"upstream_inference_cost\":null,\"upstream_inference_prompt_cost\":0.0024495,\"upstream_inference_completions_cost\":0.09834}},\"provider\":\"xAI\"}"}, 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