{"metadata": {"version": "5.0", "type": "parametric-cad-project", "generator": "КонтрCAD", "createdAt": "2026-10-06T06:28:05.404000", "author": "Лунев Валерий"}, "name": "Видеоурок №1", "description": "Без описания", "thumbnail": 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", "currentIndex": 27, "branchPoint": 27, "modified": "2026-10-30T11:51:01.162000"}