expr> iterate_H1 (1,8)
-------------------------------------------------------------------------
Calculating H^1(Gamma,G) for simply connected simple groups of rank 1
compact connected real group with Lie algebra 'su(2)' 2
connected split real group with Lie algebra 'sl(2,R)' 1
-------------------------------------------------------------------------
Calculating H^1(Gamma,G) for adjoint simple groups of rank 1
compact connected real group with Lie algebra 'su(2)' 2
disconnected split real group with Lie algebra 'sl(2,R)' 2
-------------------------------------------------------------------------
Calculating H^1(Gamma,G) for simply connected simple groups of rank 2
compact connected real group with Lie algebra 'su(3)' 2
connected quasisplit real group with Lie algebra 'su(2,1)' 2
connected split real group with Lie algebra 'sl(3,R)' 1
compact connected real group with Lie algebra 'so(5)' 3
connected real group with Lie algebra 'so(4,1)' 3
connected split real group with Lie algebra 'so(3,2)' 1
compact connected real group with Lie algebra 'g2' 2
connected split real group with Lie algebra 'g2(R)' 2
-------------------------------------------------------------------------
Calculating H^1(Gamma,G) for adjoint simple groups of rank 2
compact connected real group with Lie algebra 'su(3)' 2
connected quasisplit real group with Lie algebra 'su(2,1)' 2
connected split real group with Lie algebra 'sl(3,R)' 1
compact connected real group with Lie algebra 'so(5)' 3
disconnected real group with Lie algebra 'so(4,1)' 3
disconnected split real group with Lie algebra 'so(3,2)' 3
compact connected real group with Lie algebra 'g2' 2
connected split real group with Lie algebra 'g2(R)' 2
-------------------------------------------------------------------------
Calculating H^1(Gamma,G) for simply connected simple groups of rank 3
compact connected real group with Lie algebra 'su(4)' 3
connected real group with Lie algebra 'su(3,1)' 2
connected quasisplit real group with Lie algebra 'su(2,2)' 3
connected real group with Lie algebra 'sl(2,H)' 2
connected split real group with Lie algebra 'sl(4,R)' 1
compact connected real group with Lie algebra 'so(7)' 3
connected real group with Lie algebra 'so(6,1)' 2
connected real group with Lie algebra 'so(5,2)' 2
connected split real group with Lie algebra 'so(4,3)' 3
compact connected real group with Lie algebra 'sp(3)' 4
connected real group with Lie algebra 'sp(2,1)' 4
connected split real group with Lie algebra 'sp(6,R)' 1
-------------------------------------------------------------------------
Calculating H^1(Gamma,G) for adjoint simple groups of rank 3
compact connected real group with Lie algebra 'su(4)' 3
connected real group with Lie algebra 'su(3,1)' 3
disconnected quasisplit real group with Lie algebra 'su(2,2)' 3
connected real group with Lie algebra 'sl(2,H)' 2
disconnected split real group with Lie algebra 'sl(4,R)' 2
compact connected real group with Lie algebra 'so(7)' 4
disconnected real group with Lie algebra 'so(6,1)' 4
disconnected real group with Lie algebra 'so(5,2)' 4
disconnected split real group with Lie algebra 'so(4,3)' 4
compact connected real group with Lie algebra 'sp(3)' 3
connected real group with Lie algebra 'sp(2,1)' 3
disconnected split real group with Lie algebra 'sp(6,R)' 3
-------------------------------------------------------------------------
Calculating H^1(Gamma,G) for simply connected simple groups of rank 4
compact connected real group with Lie algebra 'su(5)' 3
connected real group with Lie algebra 'su(4,1)' 3
connected quasisplit real group with Lie algebra 'su(3,2)' 3
connected split real group with Lie algebra 'sl(5,R)' 1
compact connected real group with Lie algebra 'so(9)' 4
connected real group with Lie algebra 'so(8,1)' 4
connected real group with Lie algebra 'so(7,2)' 2
connected real group with Lie algebra 'so(6,3)' 2
connected split real group with Lie algebra 'so(5,4)' 4
compact connected real group with Lie algebra 'sp(4)' 5
connected real group with Lie algebra 'sp(3,1)' 5
connected real group with Lie algebra 'sp(2,2)' 5
connected split real group with Lie algebra 'sp(8,R)' 1
compact connected real group with Lie algebra 'so(8)' 5
connected real group with Lie algebra 'so(6,2)' 2
connected real group with Lie algebra 'so*(8)[0,1]' 2
connected real group with Lie algebra 'so*(8)[1,0]' 2
connected split real group with Lie algebra 'so(4,4)' 5
connected real group with Lie algebra 'so(7,1)' 2
connected quasisplit real group with Lie algebra 'so(5,3)' 2
compact connected real group with Lie algebra 'f4' 3
connected real group with Lie algebra 'f4(so(9))' 3
connected split real group with Lie algebra 'f4(R)' 3
-------------------------------------------------------------------------
Calculating H^1(Gamma,G) for adjoint simple groups of rank 4
compact connected real group with Lie algebra 'su(5)' 3
connected real group with Lie algebra 'su(4,1)' 3
connected quasisplit real group with Lie algebra 'su(3,2)' 3
connected split real group with Lie algebra 'sl(5,R)' 1
compact connected real group with Lie algebra 'so(9)' 5
disconnected real group with Lie algebra 'so(8,1)' 5
disconnected real group with Lie algebra 'so(7,2)' 5
disconnected real group with Lie algebra 'so(6,3)' 5
disconnected split real group with Lie algebra 'so(5,4)' 5
compact connected real group with Lie algebra 'sp(4)' 4
connected real group with Lie algebra 'sp(3,1)' 4
disconnected real group with Lie algebra 'sp(2,2)' 4
disconnected split real group with Lie algebra 'sp(8,R)' 4
compact connected real group with Lie algebra 'so(8)' 5
disconnected real group with Lie algebra 'so(6,2)' 5
disconnected real group with Lie algebra 'so*(8)[0,1]' 5
disconnected real group with Lie algebra 'so*(8)[1,0]' 5
disconnected split real group with Lie algebra 'so(4,4)' 5
connected real group with Lie algebra 'so(7,1)' 2
connected quasisplit real group with Lie algebra 'so(5,3)' 2
compact connected real group with Lie algebra 'f4' 3
connected real group with Lie algebra 'f4(so(9))' 3
connected split real group with Lie algebra 'f4(R)' 3
-------------------------------------------------------------------------
Calculating H^1(Gamma,G) for simply connected simple groups of rank 5
compact connected real group with Lie algebra 'su(6)' 4
connected real group with Lie algebra 'su(5,1)' 3
connected real group with Lie algebra 'su(4,2)' 4
connected quasisplit real group with Lie algebra 'su(3,3)' 3
connected real group with Lie algebra 'sl(3,H)' 2
connected split real group with Lie algebra 'sl(6,R)' 1
compact connected real group with Lie algebra 'so(11)' 4
connected real group with Lie algebra 'so(10,1)' 3
connected real group with Lie algebra 'so(9,2)' 3
connected real group with Lie algebra 'so(8,3)' 4
connected real group with Lie algebra 'so(7,4)' 4
connected split real group with Lie algebra 'so(6,5)' 3
compact connected real group with Lie algebra 'sp(5)' 6
connected real group with Lie algebra 'sp(4,1)' 6
connected real group with Lie algebra 'sp(3,2)' 6
connected split real group with Lie algebra 'sp(10,R)' 1
compact connected real group with Lie algebra 'so(10)' 4
connected real group with Lie algebra 'so(8,2)' 4
connected real group with Lie algebra 'so*(10)' 2
connected quasisplit real group with Lie algebra 'so(6,4)' 4
connected real group with Lie algebra 'so(9,1)' 3
connected real group with Lie algebra 'so(7,3)' 2
connected split real group with Lie algebra 'so(5,5)' 3
-------------------------------------------------------------------------
Calculating H^1(Gamma,G) for adjoint simple groups of rank 5
compact connected real group with Lie algebra 'su(6)' 4
connected real group with Lie algebra 'su(5,1)' 4
connected real group with Lie algebra 'su(4,2)' 4
disconnected quasisplit real group with Lie algebra 'su(3,3)' 4
connected real group with Lie algebra 'sl(3,H)' 2
disconnected split real group with Lie algebra 'sl(6,R)' 2
compact connected real group with Lie algebra 'so(11)' 6
disconnected real group with Lie algebra 'so(10,1)' 6
disconnected real group with Lie algebra 'so(9,2)' 6
disconnected real group with Lie algebra 'so(8,3)' 6
disconnected real group with Lie algebra 'so(7,4)' 6
disconnected split real group with Lie algebra 'so(6,5)' 6
compact connected real group with Lie algebra 'sp(5)' 4
connected real group with Lie algebra 'sp(4,1)' 4
connected real group with Lie algebra 'sp(3,2)' 4
disconnected split real group with Lie algebra 'sp(10,R)' 4
compact connected real group with Lie algebra 'so(10)' 4
disconnected real group with Lie algebra 'so(8,2)' 4
connected real group with Lie algebra 'so*(10)' 4
disconnected quasisplit real group with Lie algebra 'so(6,4)' 4
connected real group with Lie algebra 'so(9,1)' 3
connected real group with Lie algebra 'so(7,3)' 3
disconnected split real group with Lie algebra 'so(5,5)' 3
-------------------------------------------------------------------------
Calculating H^1(Gamma,G) for simply connected simple groups of rank 6
compact connected real group with Lie algebra 'su(7)' 4
connected real group with Lie algebra 'su(6,1)' 4
connected real group with Lie algebra 'su(5,2)' 4
connected quasisplit real group with Lie algebra 'su(4,3)' 4
connected split real group with Lie algebra 'sl(7,R)' 1
compact connected real group with Lie algebra 'so(13)' 5
connected real group with Lie algebra 'so(12,1)' 5
connected real group with Lie algebra 'so(11,2)' 3
connected real group with Lie algebra 'so(10,3)' 3
connected real group with Lie algebra 'so(9,4)' 5
connected real group with Lie algebra 'so(8,5)' 5
connected split real group with Lie algebra 'so(7,6)' 3
compact connected real group with Lie algebra 'sp(6)' 7
connected real group with Lie algebra 'sp(5,1)' 7
connected real group with Lie algebra 'sp(4,2)' 7
connected real group with Lie algebra 'sp(3,3)' 7
connected split real group with Lie algebra 'sp(12,R)' 1
compact connected real group with Lie algebra 'so(12)' 6
connected real group with Lie algebra 'so(10,2)' 3
connected real group with Lie algebra 'so*(12)[1,0]' 2
connected real group with Lie algebra 'so*(12)[0,1]' 2
connected real group with Lie algebra 'so(8,4)' 6
connected split real group with Lie algebra 'so(6,6)' 3
connected real group with Lie algebra 'so(11,1)' 3
connected real group with Lie algebra 'so(9,3)' 3
connected quasisplit real group with Lie algebra 'so(7,5)' 3
compact connected real group with Lie algebra 'e6' 3
connected real group with Lie algebra 'e6(so(10).u(1))' 3
connected quasisplit real group with Lie algebra 'e6(su(6).su(2))' 3
connected real group with Lie algebra 'e6(f4)' 2
connected split real group with Lie algebra 'e6(R)' 2
-------------------------------------------------------------------------
Calculating H^1(Gamma,G) for adjoint simple groups of rank 6
compact connected real group with Lie algebra 'su(7)' 4
connected real group with Lie algebra 'su(6,1)' 4
connected real group with Lie algebra 'su(5,2)' 4
connected quasisplit real group with Lie algebra 'su(4,3)' 4
connected split real group with Lie algebra 'sl(7,R)' 1
compact connected real group with Lie algebra 'so(13)' 7
disconnected real group with Lie algebra 'so(12,1)' 7
disconnected real group with Lie algebra 'so(11,2)' 7
disconnected real group with Lie algebra 'so(10,3)' 7
disconnected real group with Lie algebra 'so(9,4)' 7
disconnected real group with Lie algebra 'so(8,5)' 7
disconnected split real group with Lie algebra 'so(7,6)' 7
compact connected real group with Lie algebra 'sp(6)' 5
connected real group with Lie algebra 'sp(5,1)' 5
connected real group with Lie algebra 'sp(4,2)' 5
disconnected real group with Lie algebra 'sp(3,3)' 5
disconnected split real group with Lie algebra 'sp(12,R)' 5
compact connected real group with Lie algebra 'so(12)' 6
disconnected real group with Lie algebra 'so(10,2)' 6
disconnected real group with Lie algebra 'so*(12)[1,0]' 6
disconnected real group with Lie algebra 'so*(12)[0,1]' 6
disconnected real group with Lie algebra 'so(8,4)' 6
disconnected split real group with Lie algebra 'so(6,6)' 6
connected real group with Lie algebra 'so(11,1)' 3
connected real group with Lie algebra 'so(9,3)' 3
connected quasisplit real group with Lie algebra 'so(7,5)' 3
compact connected real group with Lie algebra 'e6' 3
connected real group with Lie algebra 'e6(so(10).u(1))' 3
connected quasisplit real group with Lie algebra 'e6(su(6).su(2))' 3
connected real group with Lie algebra 'e6(f4)' 2
connected split real group with Lie algebra 'e6(R)' 2
-------------------------------------------------------------------------
Calculating H^1(Gamma,G) for simply connected simple groups of rank 7
compact connected real group with Lie algebra 'su(8)' 5
connected real group with Lie algebra 'su(7,1)' 4
connected real group with Lie algebra 'su(6,2)' 5
connected real group with Lie algebra 'su(5,3)' 4
connected quasisplit real group with Lie algebra 'su(4,4)' 5
connected real group with Lie algebra 'sl(4,H)' 2
connected split real group with Lie algebra 'sl(8,R)' 1
compact connected real group with Lie algebra 'so(15)' 5
connected real group with Lie algebra 'so(14,1)' 4
connected real group with Lie algebra 'so(13,2)' 4
connected real group with Lie algebra 'so(12,3)' 5
connected real group with Lie algebra 'so(11,4)' 5
connected real group with Lie algebra 'so(10,5)' 4
connected real group with Lie algebra 'so(9,6)' 4
connected split real group with Lie algebra 'so(8,7)' 5
compact connected real group with Lie algebra 'sp(7)' 8
connected real group with Lie algebra 'sp(6,1)' 8
connected real group with Lie algebra 'sp(5,2)' 8
connected real group with Lie algebra 'sp(4,3)' 8
connected split real group with Lie algebra 'sp(14,R)' 1
compact connected real group with Lie algebra 'so(14)' 5
connected real group with Lie algebra 'so(12,2)' 5
connected real group with Lie algebra 'so*(14)' 2
connected real group with Lie algebra 'so(10,4)' 5
connected quasisplit real group with Lie algebra 'so(8,6)' 5
connected real group with Lie algebra 'so(13,1)' 4
connected real group with Lie algebra 'so(11,3)' 3
connected real group with Lie algebra 'so(9,5)' 4
connected split real group with Lie algebra 'so(7,7)' 3
compact connected real group with Lie algebra 'e7' 4
connected real group with Lie algebra 'e7(e6.u(1))' 2
connected real group with Lie algebra 'e7(so(12).su(2))' 4
connected split real group with Lie algebra 'e7(R)' 2
-------------------------------------------------------------------------
Calculating H^1(Gamma,G) for adjoint simple groups of rank 7
compact connected real group with Lie algebra 'su(8)' 5
connected real group with Lie algebra 'su(7,1)' 5
connected real group with Lie algebra 'su(6,2)' 5
connected real group with Lie algebra 'su(5,3)' 5
disconnected quasisplit real group with Lie algebra 'su(4,4)' 5
connected real group with Lie algebra 'sl(4,H)' 2
disconnected split real group with Lie algebra 'sl(8,R)' 2
compact connected real group with Lie algebra 'so(15)' 8
disconnected real group with Lie algebra 'so(14,1)' 8
disconnected real group with Lie algebra 'so(13,2)' 8
disconnected real group with Lie algebra 'so(12,3)' 8
disconnected real group with Lie algebra 'so(11,4)' 8
disconnected real group with Lie algebra 'so(10,5)' 8
disconnected real group with Lie algebra 'so(9,6)' 8
disconnected split real group with Lie algebra 'so(8,7)' 8
compact connected real group with Lie algebra 'sp(7)' 5
connected real group with Lie algebra 'sp(6,1)' 5
connected real group with Lie algebra 'sp(5,2)' 5
connected real group with Lie algebra 'sp(4,3)' 5
disconnected split real group with Lie algebra 'sp(14,R)' 5
compact connected real group with Lie algebra 'so(14)' 5
disconnected real group with Lie algebra 'so(12,2)' 5
connected real group with Lie algebra 'so*(14)' 5
disconnected real group with Lie algebra 'so(10,4)' 5
disconnected quasisplit real group with Lie algebra 'so(8,6)' 5
connected real group with Lie algebra 'so(13,1)' 4
connected real group with Lie algebra 'so(11,3)' 4
connected real group with Lie algebra 'so(9,5)' 4
disconnected split real group with Lie algebra 'so(7,7)' 4
compact connected real group with Lie algebra 'e7' 4
disconnected real group with Lie algebra 'e7(e6.u(1))' 4
connected real group with Lie algebra 'e7(so(12).su(2))' 4
disconnected split real group with Lie algebra 'e7(R)' 4
-------------------------------------------------------------------------
Calculating H^1(Gamma,G) for simply connected simple groups of rank 8
compact connected real group with Lie algebra 'su(9)' 5
connected real group with Lie algebra 'su(8,1)' 5
connected real group with Lie algebra 'su(7,2)' 5
connected real group with Lie algebra 'su(6,3)' 5
connected quasisplit real group with Lie algebra 'su(5,4)' 5
connected split real group with Lie algebra 'sl(9,R)' 1
compact connected real group with Lie algebra 'so(17)' 6
connected real group with Lie algebra 'so(16,1)' 6
connected real group with Lie algebra 'so(15,2)' 4
connected real group with Lie algebra 'so(14,3)' 4
connected real group with Lie algebra 'so(13,4)' 6
connected real group with Lie algebra 'so(12,5)' 6
connected real group with Lie algebra 'so(11,6)' 4
connected real group with Lie algebra 'so(10,7)' 4
connected split real group with Lie algebra 'so(9,8)' 6
compact connected real group with Lie algebra 'sp(8)' 9
connected real group with Lie algebra 'sp(7,1)' 9
connected real group with Lie algebra 'sp(6,2)' 9
connected real group with Lie algebra 'sp(5,3)' 9
connected real group with Lie algebra 'sp(4,4)' 9
connected split real group with Lie algebra 'sp(16,R)' 1
compact connected real group with Lie algebra 'so(16)' 7
connected real group with Lie algebra 'so(14,2)' 4
connected real group with Lie algebra 'so(12,4)' 7
connected real group with Lie algebra 'so*(16)[0,1]' 2
connected real group with Lie algebra 'so*(16)[1,0]' 2
connected real group with Lie algebra 'so(10,6)' 4
connected split real group with Lie algebra 'so(8,8)' 7
connected real group with Lie algebra 'so(15,1)' 4
connected real group with Lie algebra 'so(13,3)' 4
connected real group with Lie algebra 'so(11,5)' 4
connected quasisplit real group with Lie algebra 'so(9,7)' 4
compact connected real group with Lie algebra 'e8' 3
connected real group with Lie algebra 'e8(e7.su(2))' 3
connected split real group with Lie algebra 'e8(R)' 3
-------------------------------------------------------------------------
Calculating H^1(Gamma,G) for adjoint simple groups of rank 8
compact connected real group with Lie algebra 'su(9)' 5
connected real group with Lie algebra 'su(8,1)' 5
connected real group with Lie algebra 'su(7,2)' 5
connected real group with Lie algebra 'su(6,3)' 5
connected quasisplit real group with Lie algebra 'su(5,4)' 5
connected split real group with Lie algebra 'sl(9,R)' 1
compact connected real group with Lie algebra 'so(17)' 9
disconnected real group with Lie algebra 'so(16,1)' 9
disconnected real group with Lie algebra 'so(15,2)' 9
disconnected real group with Lie algebra 'so(14,3)' 9
disconnected real group with Lie algebra 'so(13,4)' 9
disconnected real group with Lie algebra 'so(12,5)' 9
disconnected real group with Lie algebra 'so(11,6)' 9
disconnected real group with Lie algebra 'so(10,7)' 9
disconnected split real group with Lie algebra 'so(9,8)' 9
compact connected real group with Lie algebra 'sp(8)' 6
connected real group with Lie algebra 'sp(7,1)' 6
connected real group with Lie algebra 'sp(6,2)' 6
connected real group with Lie algebra 'sp(5,3)' 6
disconnected real group with Lie algebra 'sp(4,4)' 6
disconnected split real group with Lie algebra 'sp(16,R)' 6
compact connected real group with Lie algebra 'so(16)' 7
disconnected real group with Lie algebra 'so(14,2)' 7
disconnected real group with Lie algebra 'so(12,4)' 7
disconnected real group with Lie algebra 'so*(16)[0,1]' 7
disconnected real group with Lie algebra 'so*(16)[1,0]' 7
disconnected real group with Lie algebra 'so(10,6)' 7
disconnected split real group with Lie algebra 'so(8,8)' 7
connected real group with Lie algebra 'so(15,1)' 4
connected real group with Lie algebra 'so(13,3)' 4
connected real group with Lie algebra 'so(11,5)' 4
connected quasisplit real group with Lie algebra 'so(9,7)' 4
compact connected real group with Lie algebra 'e8' 3
connected real group with Lie algebra 'e8(e7.su(2))' 3
connected split real group with Lie algebra 'e8(R)' 3