# Inside

> As of Nov 5, 2026, Inside has no recorded sale.

- Page: https://www.gondi.xyz/collections/makersplace-2d9e/2436
- Collection: [MakersPlace](https://www.gondi.xyz/collections/makersplace-2d9e.md)
- Token ID: [2436](https://etherscan.io/nft/0x2d9e5de7d36f3830c010a28b29b3bdf5ca73198e/2436)
- Contract: [0x2d9e5de7d36f3830c010a28b29b3bdf5ca73198e](https://etherscan.io/address/0x2d9e5de7d36f3830c010a28b29b3bdf5ca73198e) (ERC-721)
- Owner: [0xc2126c40b91a45ae82ba3e0a6f915d7f3cd72b6d](https://www.gondi.xyz/0xc2126c40b91a45ae82ba3e0a6f915d7f3cd72b6d)
- Image: https://i2c.seadn.io/ethereum/0x2d9e5de7d36f3830c010a28b29b3bdf5ca73198e/b996fe65c36fd5342b2845fafd7689/38b996fe65c36fd5342b2845fafd7689.gif?w=1000

## Description

The Clifford torus is a torus in the hypersphere which has no curvature. Stereographically projecting down to 3-dimensional space produces something that looks like a standard torus – and in particular, like all tori in 3-space, has curvature. This animation demonstrates the distorting effects of stereographic projection on shapes: up in the hypersphere, all of the little spheres are congruent and uniformly spaced.

1280 x 720 resolution.

Data from GONDI (https://www.gondi.xyz), Nov 5, 2026.