Unipotent representations for G=G = E6 adjoint, compact inner class, quasisplit (quaternionic, K=A5xA1) G^v=G^v = E6 simply connected, split real form Atlas version 0.3./Build date: Nov 19 2007 at 06:09:46. Unipotent representations computed from file orbitsAndCells_E6_sc_c_2_1 at Thu Dec 4 16:21:32 2008 O^v diagram(O^v) O cell Unipotent representations 0 000000 E6 0 18* A2 020000 E6(a3) 5 705,1441* 11 317,1667* 2A2 200002 D4 2 523 9 1649* D4(a1) 000200 D4(a1) 10 1080,1583 15 509,1396,1830* 16 1183,1805* A4 220002 A3 19 1708 21 1827* D4 020200 2A2 23 1832* E6(a3) 200202 A2 20 845,1397 26 1786,1873* 27 1816,1866* D5 220202 2A1 28 1851 29 1875* E6(a1) 222022 A1 30 1877* E6 222222 0 31 1878* Number of orbits: 17 Number of even orbits: 10 Number of cells: 18 Number of unipotent representations: 27