{"_id": {"$oid": "69d4eb12b877594bc5718bf8"}, "test_id": "T0270", "benchmark": "library_cards", "date": "2026-01-25", "tags": {"document-type": ["index-card"], "writing": ["typed", "printed", "handwritten"], "century": [20, 19], "language": ["de", "fr", "en", "la", "el", "fi", "sv", "pl"], "layout": ["index"], "entry-type": ["bibliographic"], "task": ["information-extraction"]}, "contributors": ["gabriel_muller", "maximilian_hindermann"], "hidden": false, "config": {"provider": "openrouter", "model": "x-ai/grok-4", "dataclass": "Document", "temperature": 0.0, "role_description": "You are a historian with keyword knowledge", "prompt_file": "prompt.txt", "legacy_test": false}, "prompt": "Extract the bibliographic information about a historical dissertation from this index card and return it as a structured JSON object with the following exact format:\n\n```json\n{\n  \"type\": {\n    \"type\": \"Dissertation or thesis\" OR \"Reference\"\n  },\n  \"author\": {\n    \"last_name\": \"string\",\n    \"first_name\": \"string\"\n  },\n  \"publication\": {\n    \"title\": \"string\",\n    \"year\": integer,\n    \"place\": \"string or empty string\",\n    \"pages\": \"string or empty string\",\n    \"publisher\": \"string or empty string\",\n    \"format\": \"string or empty string\"\n  },\n  \"library_reference\": {\n    \"shelfmark\": \"string or empty string\",\n    \"subjects\": \"string or empty string\"\n  }\n}\n```\n\nEXTRACTION RULES:\n1. **Card Type**: If a card contains the note \"s.\" on a separate line, it is a \"Reference\". Otherwise, it is a \"Dissertation or thesis\".\n\n2. **Author**: Extract last_name and first_name. If only one name is given, put it in last_name and leave first_name empty.\n\n3. **Publication**:\n   - title: The main title of the work\n   - year: Publication year as integer\n   - place: Publication place\n   - pages: Page count (remove \" S.\" suffix if present)\n   - publisher: Publishing house/institution\n   - format: Usually \"8\u00b0\", \"8'\", or \"4\u00b0\" - single value only\n\n4. **Library Reference**:\n   - shelfmark: Often begins with \"Diss.\" or \"AT\", may be marked with \"Standort:\"\n   - subjects: Subject classifications or keywords\n\n5. **Missing Information**: Use empty string \"\" for missing text fields, omit year fields entirely if not present.\n\n6. **Ignore**: Disregard any information that doesn't fit into these categories.\n\nReturn ONLY the JSON object, no additional text or explanation.", "results": {"text": "{\"type\":{\"type\":\"Dissertation or thesis\"},\"author\":{\"last_name\":\"de Senarclens\",\"first_name\":\"Victor\"},\"publication\":{\"title\":\"\u00c9pith\u00e9liome malin du Chorion et de ses rapports avec la m\u00f4le hydatique\",\"year\":\"1902\",\"place\":\"Lausanne\",\"pages\":\"52\",\"publisher\":null,\"format\":\"8\u00b0\",\"editor\":null},\"library_reference\":{\"shelfmark\":null,\"subjects\":null}}", "model": "x-ai/grok-4", "provider": "openrouter", "finish_reason": "stop", "usage": {"input_tokens": 1974, "output_tokens": 4583, "total_tokens": 6557, "cached_tokens": 1713}, "duration": 92.85106372833252, "timestamp": "2026-01-25T17:08:58.450888", "parsed": {"type": {"type": "Dissertation or thesis"}, "author": {"last_name": "de Senarclens", "first_name": "Victor"}, "publication": {"title": "\u00c9pith\u00e9liome malin du Chorion et de ses rapports avec la m\u00f4le hydatique", "year": "1902", "place": "Lausanne", "pages": "52", "publisher": null, "format": "8\u00b0", "editor": null}, "library_reference": {"shelfmark": null, "subjects": null}}, "conversation_id": "eb8b80f4-f266-44c2-87e3-2065c26bbd3f", "score": {"f1_score": 0.62, "precision": 0.625, "recall": 0.625, "true_positives": 5, "false_positives": 3, "false_negatives": 3, "field_scores": {"publication.title": {"response": "\u00c9pith\u00e9liome malin du Chorion et de ses rapports avec la m\u00f4le hydatique", "ground_truth": "Contribution \u00e0 l'\u00e9tude de l'\u00e9pith\u00e9liome malin du Chorion et de ses rapports avec la m\u00f4le hydatique", "score": 0.8214285714285714}, "library_reference.subjects": {"response": null, "ground_truth": null, "score": 1.0}, "type.type": {"response": "Dissertation or thesis", "ground_truth": "Dissertation or thesis", "score": 1.0}, "library_reference.shelfmark": {"response": null, "ground_truth": null, "score": 1.0}, "author.last_name": {"response": "de Senarclens", "ground_truth": "Senarclens", "score": 0.8695652173913043}, "author.first_name": {"response": "Victor", "ground_truth": "Victor de", "score": 0.8}, "publication.pages": {"response": "52", "ground_truth": "52", "score": 1.0}, "publication.editor": {"response": null, "ground_truth": null, "score": 1.0}, "publication.year": {"response": "1902", "ground_truth": 1902, "score": 1.0}, "publication.publisher": {"response": null, "ground_truth": null, "score": 1.0}, "publication.place": {"response": "Lausanne", "ground_truth": "Lausanne", "score": 1.0}, "publication.format": {"response": "8\u00b0", "ground_truth": "8\u00b0", "score": 1.0}}, "total_fields": 12}, "raw_response": "{\"id\":\"gen-1769357245-q53S0tprx2IxOWsrWnw0\",\"choices\":[{\"finish_reason\":\"stop\",\"index\":0,\"logprobs\":null,\"message\":{\"content\":\" {\\\"type\\\":{\\\"type\\\":\\\"Dissertation or thesis\\\"},\\\"author\\\":{\\\"last_name\\\":\\\"de Senarclens\\\",\\\"first_name\\\":\\\"Victor\\\"},\\\"publication\\\":{\\\"title\\\":\\\"\u00c9pith\u00e9liome malin du Chorion et de ses rapports avec la m\u00f4le 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\"}]},\"native_finish_reason\":\"completed\"}],\"created\":1769357245,\"model\":\"x-ai/grok-4\",\"object\":\"chat.completion\",\"service_tier\":null,\"system_fingerprint\":null,\"usage\":{\"completion_tokens\":4583,\"prompt_tokens\":1974,\"total_tokens\":6557,\"completion_tokens_details\":{\"accepted_prediction_tokens\":null,\"audio_tokens\":null,\"reasoning_tokens\":4492,\"rejected_prediction_tokens\":null,\"image_tokens\":0},\"prompt_tokens_details\":{\"audio_tokens\":0,\"cached_tokens\":1713,\"video_tokens\":0},\"cost\":0.07081275,\"is_byok\":false,\"cost_details\":{\"upstream_inference_cost\":null,\"upstream_inference_prompt_cost\":0.00206775,\"upstream_inference_completions_cost\":0.068745}},\"provider\":\"xAI\"}"}, 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