p2 Frame: Symmetry and Parametric Curves in Dynamic Tiling

This example demonstrates a dynamic tiling framework built on symmetry transformations and parametric curves, where geometric operations like mirroring, midpoints, and vectors generate periodic arrangements of shapes. The core mathematical concepts include symmetry, hypergeometric distribution (as a tag reference), secant lines, means, correlation, and parametric curves, though the actual construction focuses on geometric transformations and sequence generation. The construction uses GeoGebra commands such as Point, Midpoint, Vector, Segment, Mirror, and Sequence, creating multiple points, vectors, segments, and mirrored objects, then generating cells (cell1, cell2) and tiles (tile, tiling) via sequences to form a complete tiling pattern. Suitable for high school and above, this example is ideal for exploring symmetry transformations, parametric equations, and geometric sequences, and can be used in math visualization or geometric art design.