Closed benwh1 closed 11 months ago
2^12 of those are from center orientation (4^6); do you know why that leaves only a factor of 12 rather than 24?
It's not possible to only rotate one center by 90 degrees
2^12 of those are from center orientation (4^6); do you know why that leaves only a factor of 12 rather than 24?
It's not possible to only rotate one center by 90 degrees
Ah, yes, that would do it! For some reason I was dividing the 48 by 2, but not the 4^6. 🤦
In any case, I'll leave final approval and merging to @rokicki!
Ben, can you make the same change as 4697f79da63feb3c688d73b4d70f76d8b91e3a4d to your toMathematica function in this pull request before we integrate? This way i can test full functionality before approving. Thanks!
The test here would be: PermutationOrder[PermutationProduct[mU, mF, mR]]
This should return 80. With the current code it is returning 84.
Ben, can you make the same change as 4697f79da63feb3c688d73b4d70f76d8b91e3a4d to your toMathematica function in this pull request before we integrate? This way i can test full functionality before approving. Thanks!
Done.
Looking good!
2^12 of those are from center orientation (4^6); do you know why that leaves only a factor of 12 rather than 24?