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Serves as a visual aid for the accompanying text about triangular area applications.", "source_id": "chunk-d1aaab53663fdf2b726baaa1c24479c5", "file_path": "带图片的测试.docx"}, {"__id__": "ent-da35e7564c0c558a756b1f964fd902b5", "__created_at__": 1751887509, "entity_name": "Triangle Area Calculations", "content": "Triangle Area Calculations\nTriangle area calculations refer to the mathematical process of determining the area of a triangle using formulas like Area = ½ × base × height, often applied in practical contexts such as architecture or land measurement.", "source_id": "chunk-d1aaab53663fdf2b726baaa1c24479c5", "file_path": "带图片的测试.docx"}, {"__id__": "ent-c583aebfce72a431ebfada1c785c9f01", "__created_at__": 1751887509, "entity_name": "Geometric Triangles", "content": "Geometric Triangles\nGeometric triangles are abstract or practical shapes used in mathematical diagrams, often labeled with dimensions like base and height for educational or technical purposes.", "source_id": "chunk-d1aaab53663fdf2b726baaa1c24479c5", "file_path": "带图片的测试.docx"}, {"__id__": "ent-8a3616da7c37e4c5201ce0c7471bfc71", "__created_at__": 1751887509, "entity_name": "Mathematical Formulas", "content": "Mathematical Formulas\nMathematical formulas, such as those for triangle area, are presented in the diagram with clear typography and annotations to illustrate their application.", "source_id": "chunk-d1aaab53663fdf2b726baaa1c24479c5", "file_path": "带图片的测试.docx"}, {"__id__": "ent-b839205f36abaf6fb3e230e61846a08b", "__created_at__": 1751887509, "entity_name": "Technical Diagram", "content": "Technical Diagram\nThe technical diagram is an educational tool featuring clean lines, neutral colors, and labeled elements to explain triangle area calculations.", "source_id": "chunk-d1aaab53663fdf2b726baaa1c24479c5", "file_path": "带图片的测试.docx"}, {"__id__": "ent-095a1b43effec73955e31e790438de49", "__created_at__": 1751887509, "entity_name": "Base", "content": "Base\nBase refers to one of the fundamental dimensions (typically the bottom side) used in triangle area calculations, often labeled in geometric diagrams.", "source_id": "chunk-d1aaab53663fdf2b726baaa1c24479c5", "file_path": "带图片的测试.docx"}, {"__id__": "ent-eec6c4bdbd339edf8cbea68becb85244", "__created_at__": 1751887509, "entity_name": "Height", "content": "Height\nHeight is the perpendicular dimension from the base to the opposite vertex, crucial for triangle area formulas.", "source_id": "chunk-d1aaab53663fdf2b726baaa1c24479c5", "file_path": "带图片的测试.docx"}, {"__id__": "ent-a87b94a74f612829a60e0baf4bce9b2f", "__created_at__": 1751887509, "entity_name": "Area Formula (½ × base × height)", "content": "Area Formula (½ × base × height)\nThe mathematical formula for calculating triangle area, prominently displayed in technical diagrams.", "source_id": "chunk-d1aaab53663fdf2b726baaa1c24479c5", "file_path": "带图片的测试.docx"}, {"__id__": "ent-f7e3cc3ace0d9a8cc629b94bcc87601a", "__created_at__": 1751887509, "entity_name": "Architectural Structures", "content": "Architectural Structures\nPractical applications of triangle area calculations in building design and construction contexts.", "source_id": "chunk-d1aaab53663fdf2b726baaa1c24479c5", "file_path": "带图片的测试.docx"}, {"__id__": "ent-0de0247ec256cf131920ddfedbbf56ff", "__created_at__": 1751887509, "entity_name": "Land Measurement", "content": "Land Measurement\nReal-world use of triangle area calculations in surveying or mapping land parcels.", "source_id": "chunk-d1aaab53663fdf2b726baaa1c24479c5", "file_path": "带图片的测试.docx"}, {"__id__": "ent-08bd6eae8dbf8287557279ba4fc55401", "__created_at__": 1751887509, "entity_name": "Annotations/Arrows", "content": "Annotations/Arrows\nVisual elements connecting geometric figures to their corresponding formulas in educational diagrams.", "source_id": "chunk-d1aaab53663fdf2b726baaa1c24479c5", "file_path": "带图片的测试.docx"}, {"__id__": "ent-94e6cdc141816227c088acabd0c46322", "__created_at__": 1751887509, "entity_name": "Color-Coding", "content": "Color-Coding\nDesign technique used in diagrams to differentiate geometric components or formula parts.", "source_id": "chunk-d1aaab53663fdf2b726baaa1c24479c5", "file_path": "带图片的测试.docx"}], "matrix": 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"}