Dome 1: A Solid Geometry Example with Rotated Surfaces and Sequences

This example demonstrates a 3D solid figure named 'Dome 1', constructed by rotating a spline curve and generating a sequence of surfaces to form a dome-like or arched structure. The core mathematical concepts involve solid geometry, surfaces of revolution, parametric curves (splines), and the combination of sequences and transformations (rotation). Key construction steps include: using Plane to define a reference plane, Point and PointIn to set key points, Spline to create a smooth curve, Rotate to revolve the curve, Surface to generate the rotated surface, and Sequence to produce multiple rotated copies, along with buttons (botón1, botón3, botón5) for interactive control. This is suitable for high school or university students learning solid geometry, parametric surfaces, and dynamic geometry software, and can be used for mathematical visualization or exploring the generation of solids of revolution.