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{"embedding_dim": 1024, "data": [{"__id__": "chunk-5fd997bf730fefbe622c9cec52b1d3db", "__created_at__": 1752104734, "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![](./Images/8612cb0424824085a08c1d3a74583afc/media/image1.png)", "full_doc_id": "doc-5fd997bf730fefbe622c9cec52b1d3db", "file_path": "unknown_source"}], "matrix": "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