Resolved Design No 1 Group Size 27648 6D2064B9 71BF728C
Group generators
Treatments are numbered first (invariants LAST therein), then blocks, then sub-blocks, if applicable, then replicates, if applicable
[[11,22]],
[[10,23]],
[[9,21],[33,37]],
[[15,27],[16,29],[17,28],[35,39]],
[[12,24],[13,26],[14,25],[34,38]],
[[18,30],[19,32],[20,31],[36,40]],
[[2,3],[4,7],[5,8],[9,17],[10,16],[11,15],[18,19],[21,28],[22,27],[23,29],[30,32],[33,35],[37,39]],
[[2,4,5],[3,8,7],[9,17,13],[10,16,12],[11,15,14],[21,28,26],[22,27,25],[23,29,24],[33,35,34],[37,39,38]],
[[1,2],[3,6],[4,8],[12,19],[13,20],[14,18],[15,16],[24,32],[25,30],[26,31],[27,29],[34,36],[38,40]],
[[0,1],[3,7],[4,5],[9,12],[10,13],[11,14],[16,17],[21,24],[22,25],[23,26],[28,29],[33,34],[37,38]]
Block Intersection Formula 
{(0)^4 (1)^18 (3)^2 }^24 
Initial Blocks, modulo 8:
1000 0 4 
1 2 7 
3 5 6