{"metadata": {"version": "5.0", "type": "parametric-cad-project", "generator": "КонтрCAD", "createdAt": "2026-10-22T07:18:30.391577", "author": "Лунев Валерий"}, "name": "Инструмент толщина", "description": "Демонстрация возможностей инструмента \"Толщина\" - создаёт оболочку с толщиной стенки, расширение или сужение для выделенного объекта", "thumbnail": 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