In this talk, I'll demonstrate how Blender can transform complex mathematical concepts and scientific data into engaging 3D visualizations and art. Starting with a project to create rich 3D representations of mathematical surfaces, I'll explain the shift from custom Blender addons to Geometry Nodes, which allowed for more dynamic animations of hyperbolae and conic intersections.

I'll then showcase how these techniques extend beyond pure mathematics, concluding with a project that turns NASA's lunar topography data into a 3D-printed sculpture. This presentation will illustrate how Blender serves as a powerful tool for making abstract ideas tangible and visually engaging.