This page is a collection of fun math related websites. Some of them are interactive! 

Cohomology Fractals are these beautiful objects which show up in the cohomology of hyperbolic manifolds. You can explore passing through them in the following website: https://henryseg.github.io/cohomology_fractals/ and for more information for where they come from check out https://arxiv.org/pdf/2002.00239.pdf.

Some of us might be familiar with tilings of the plane. You can take squares and lay them out edge to edge and cover all the plane. But what if you were in hyperbolic space? http://www.malinc.se/m/ImageTiling.php 

KNOT THEORY! The theory of knots and links is a vast and deep field of low dimensional topology. The basic object of the field is a knot (or link) which is a smooth embedding of a circle (or multiple circles) into 3 dimensional flat space (or the 3-sphere). We want to be able to continuously deform our knot without having our strands pass through themselves. People have been studying how many of these exist and have tabulated them for low crossing number. See this website for a large table of knots (and links!)! http://katlas.org/wiki/The_Rolfsen_Knot_Table 

L-Functions

"L-functions are a general class of complex-valued functions represented as products or sums in their regions of absolute convergence. Some famous examples are the Riemann zeta-function, Hasse-Weil L-functions, and Dirichlet L-functions." - Will (former president)

For more information ask William Frendreiss about L-Functions.