Based on the stack trace, I can see that Altair only accepts the following projections -
['albers', 'albersUsa', 'azimuthalEqualArea', 'azimuthalEquidistant', 'conicConformal', 'conicEqualArea', 'conicEquidistant', 'equalEarth', 'equirectangular', 'gnomonic', 'identity', 'mercator', 'naturalEarth1', 'orthographic', 'stereographic', 'transverseMercator']
However, I really wanted to have a polyhedral based projection, Cahill-Keyes specifically. After a bit of searching I found this page where I can see all the Vega-Lite projections - https://observablehq.com/@vega/vega-lite-cartographic-projections and it does have a few polyhedral projections.
However quite a lot of them do not seem to be supported in Altair. I am of the opinion that generally whatever is available in Vega-Lite can be done using Altair, so I am wondering why has Altair limited the number of projections?
