[ <14, 1, G | Alternating(8) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Alternating(8) * | Cyclic(2) * | Cyclic(3) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) 1>, <14, 2, G | Cyclic(2) * | Alternating(8) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Alternating(8) * | Alternating(8) 1>, <14, 3, G | A(1, 7) = L(2, 7) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Alternating(8) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Alternating(8) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) 1>, <14, 4, G | Cyclic(2) * | Alternating(8) * | Alternating(8) * | A(1, 7) = L(2, 7) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) 1>, <14, 5, G | Alternating(8) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | A(1, 7) = L(2, 7) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | A(1, 7) = L(2, 7) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) 1>, <14, 6, G | Cyclic(2) * | Cyclic(3) * | A(1, 7) = L(2, 7) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | A(1, 7) = L(2, 7) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | A(1, 7) = L(2, 7) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) * | Cyclic(2) 1> ]