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{"embedding_dim": 1024, "data": [{"__id__": "chunk-e4dee9f72e6c899fd70a04b77c38d8d0", "__created_at__": 1752193998, "content": "硝酸光照分解的方程式\n$$4HNO_{3}overset{overset{}{{Delta}}}{=}4NO_{2} uparrow + O_{2} uparrow + 2HO_{2}$$\n氧化铁与硝酸的加热反应方程式\n$$FeO + 4HNO_{3}overset{overset{}{{Delta}}}{=}Fe(NO_{3})_{3} + 2H_{2} uparrow + NO_{2} uparrow$$\n氢气与氧气燃烧的现象如下图所示:\n$$2H_{2} + O_{2}overset{overset{}{text{燃烧}}}{=}2H_{2}O$$\n", "full_doc_id": "doc-e4dee9f72e6c899fd70a04b77c38d8d0", "file_path": "unknown_source"}], "matrix": "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