  How can we visualize all the surfaces that can be made from the faces of the
tesseract? In recent work, Aveni, Govc, and Rold\'an showed that the torus and
the sphere are the only closed surfaces that can be realized by a subset of
two-dimensional faces of the tesseract. They also gave an exhaustive list of
all the isomorphic types of embeddings of these two surfaces. Here, we generate
3D models of all these surfaces. We also exhibit, with the help of some
hyper-ants, the minimum realization of the M\"obius strip on the tesseract.
