Summary

The Schlegel diagram of the 24-cell (a four-dimensional regular polytope constructed from 24 octahedra) formed by projecting the 24-cell into three-dimensional space from a point "above" the polytope in four-dimensional space, thus making a perspective "drawing" of the polytope, with the outermost octahedron representing the closest cell, and the innermost octahedron the farthest cell.

Print Settings

Printer:

NWA3D A31

                                            <p class="detail-setting rafts"><strong>Rafts: </strong>                     <div><p>No</p></div></p>                                                                                <p class="detail-setting supports"><strong>Supports: </strong>                     <div><p>Yes</p></div></p>                                                                                <p class="detail-setting infill"><strong>Infill: </strong>                     <div><p>100%</p></div></p>                                                        <br>                        <p class="detail-setting notes"><strong>Notes: </strong>                    </p><div><p>Getting the support just right took a few tries because of the intricate inner parts. I used a 10% grid support with separation slightly greater than the recommended amount.</p></div>

24-Cell Schlegel Diagram