Regular {6,6,3}pic.twitter.com/ofGUZElSvi
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I’m not aware of functions that directly calculate (say, the limit set of) hyperideal honeycombs like this one. I wondered... are you wanting to draw 2D tilings or 3D honeycombs?
I’m trying to make 3d hyperbolic tilings, in full “depth”. As a euclidean example, you can make a checker board pattern by the equation sin(x)*sin(y)>0. You can a version of this on the sphere, using the angles. I haven’t found a hyperbolic analogue.