Computing weak packets for 45 dual orbits of disconnected real group with Lie algebra 'e7(e6.u(1))' Initializing CharacterTable for Lie type 'E7' Step 1/6 Step 2/6 Step 3/6 Step 4/6 Step 5/6 Step 6/6 Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 2, 2, 2, 2, 2, 2, 2 ]) Skipping dual orbit (simply connected root datum of Lie type 'E7',(),[ 0, 0, 0, 0, 0, 0, 0 ]) (d(O_check) has no real forms for G) Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 2, 2, 2, 0, 2, 2, 2 ]) Skipping dual orbit (simply connected root datum of Lie type 'E7',(),[ 2, 2, 3, 4, 3, 2, 1 ]) (d(O_check) has no real forms for G) Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 2, 2, 2, 0, 2, 0, 2 ]) Skipping dual orbit (simply connected root datum of Lie type 'E7',(),[ 2, 3, 4, 6, 5, 4, 2 ]) (d(O_check) has no real forms for G) Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 2, 0, 2, 2, 0, 2, 0 ]) Skipping dual orbit (simply connected root datum of Lie type 'E7',(),[ 2, 3, 4, 6, 5, 4, 3 ]) (d(O_check) has no real forms for G) Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 2, 0, 0, 2, 0, 2, 2 ]) Skipping dual orbit (simply connected root datum of Lie type 'E7',(),[ 3, 4, 6, 8, 6, 4, 2 ]) (d(O_check) has no real forms for G) Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 2, 0, 0, 2, 0, 2, 2 ]) Skipping dual orbit (simply connected root datum of Lie type 'E7',(),[ 4, 4, 6, 8, 6, 4, 2 ]) (d(O_check) has no real forms for G) Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 2, 0, 0, 2, 0, 2, 0 ]) Skipping dual orbit (simply connected root datum of Lie type 'E7',(),[ 3, 5, 6, 9, 7, 5, 3 ]) (d(O_check) has no real forms for G) Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 2, 0, 0, 2, 0, 2, 0 ]) Skipping dual orbit (simply connected root datum of Lie type 'E7',(),[ 4, 5, 7, 10, 8, 6, 3 ]) (d(O_check) has no real forms for G) Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 2, 0, 0, 2, 0, 0, 2 ]) Skipping dual orbit (simply connected root datum of Lie type 'E7',(),[ 4, 6, 8, 12, 9, 6, 3 ]) (d(O_check) has no real forms for G) Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 2, 1, 1, 0, 1, 0, 2 ]) Skipping dual orbit (simply connected root datum of Lie type 'E7',(),[ 6, 7, 10, 14, 11, 8, 4 ]) (d(O_check) has no real forms for G) Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 2, 1, 1, 0, 1, 1, 0 ]) Skipping dual orbit (simply connected root datum of Lie type 'E7',(),[ 4, 6, 8, 12, 10, 8, 4 ]) (d(O_check) has no real forms for G) Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 0, 0, 0, 2, 0, 2, 0 ]) Skipping dual orbit (simply connected root datum of Lie type 'E7',(),[ 4, 7, 8, 12, 9, 6, 3 ]) (d(O_check) has no real forms for G) Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 2, 0, 2, 0, 0, 2, 0 ]) Skipping dual orbit (simply connected root datum of Lie type 'E7',(),[ 6, 7, 10, 14, 11, 8, 5 ]) (d(O_check) has no real forms for G) Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 0, 0, 0, 2, 0, 0, 2 ]) Skipping dual orbit (simply connected root datum of Lie type 'E7',(),[ 5, 7, 10, 14, 11, 8, 4 ]) (d(O_check) has no real forms for G) Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 0, 0, 0, 2, 0, 0, 2 ]) Skipping dual orbit (simply connected root datum of Lie type 'E7',(),[ 6, 8, 11, 16, 12, 8, 4 ]) (d(O_check) has no real forms for G) Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 0, 0, 0, 2, 0, 0, 2 ]) Skipping dual orbit (simply connected root datum of Lie type 'E7',(),[ 6, 8, 12, 16, 12, 8, 4 ]) (d(O_check) has no real forms for G) Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 0, 0, 2, 0, 0, 2, 0 ]) Skipping dual orbit (simply connected root datum of Lie type 'E7',(),[ 6, 8, 11, 16, 13, 9, 5 ]) (d(O_check) has no real forms for G) Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 2, 0, 0, 0, 0, 2, 2 ]) Computing weak packet for orbit: simply connected root datum of Lie type 'E7' [ 10, 12, 18, 24, 18, 12, 6 ] dim=96 Computing weak packets for disconnected real group with Lie algebra 'e7(e6.u(1))' gamma:[ 39, 55, 75, 108, 84, 58, 30 ]/1 gamma_final:[ 5, 6, 9, 12, 9, 6, 3 ]/1 Initializing CharacterTable for Lie type 'E7' Step 1/6 Step 2/6 Step 3/6 Step 4/6 Step 5/6 Step 6/6 integral data: st_int rd_int:adjoint root datum of Lie type 'E7' st_int.rd: simply connected root datum of Lie type 'E7' O_check_int:(adjoint root datum of Lie type 'E7',(),[ 2, 0, 2, 0, 0, 0, 0 ]) computing packet for:(adjoint root datum of Lie type 'E7',(),[ 2, 0, 2, 0, 0, 0, 0 ]) computing springer map of[2,0,0,0,0,2,2] O: (adjoint root datum of Lie type 'E7',(),[ 2, 0, 0, 0, 0, 2, 2 ]) survive:final parameter(x=121,lambda=[78,109,150,216,167,116,61]/2,nu=[0,1,0,0,1,0,1]/1) [ 5, 6, 9, 12, 9, 6, 3 ]/1 cell character: 25 springer_O:25 dim: 21 105 survive:final parameter(x=121,lambda=[78,109,150,216,167,116,59]/2,nu=[0,1,0,0,1,0,1]/1) [ 5, 6, 9, 12, 9, 6, 3 ]/1 cell character: 25 springer_O:25 dim: 21 105 Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 0, 0, 2, 0, 0, 2, 0 ]) Skipping dual orbit (simply connected root datum of Lie type 'E7',(),[ 6, 9, 12, 17, 13, 9, 5 ]) (d(O_check) has no real forms for G) Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 2, 0, 0, 0, 2, 0, 0 ]) Skipping dual orbit (simply connected root datum of Lie type 'E7',(),[ 6, 9, 12, 18, 14, 10, 5 ]) (d(O_check) has no real forms for G) Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 2, 0, 0, 1, 0, 1, 0 ]) Skipping dual orbit (simply connected root datum of Lie type 'E7',(),[ 8, 10, 14, 20, 16, 12, 6 ]) (d(O_check) has no real forms for G) Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 0, 0, 0, 2, 0, 0, 0 ]) Skipping dual orbit (simply connected root datum of Lie type 'E7',(),[ 6, 9, 12, 18, 15, 10, 5 ]) (d(O_check) has no real forms for G) Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 2, 0, 0, 0, 0, 2, 0 ]) Computing weak packet for orbit: simply connected root datum of Lie type 'E7' [ 10, 13, 18, 25, 19, 13, 7 ] dim=102 Computing weak packets for disconnected real group with Lie algebra 'e7(e6.u(1))' gamma:[ 78, 111, 150, 217, 169, 117, 61 ]/2 gamma_final:[ 10, 13, 18, 25, 19, 13, 7 ]/2 integral data: st_int rd_int:root datum of Lie type 'D6.A1' st_int.rd: simply connected root datum of Lie type 'D6.A1' O_check_int:(adjoint root datum of Lie type 'D6.A1',(),[ 2, 2, 2, 0, 0, 0, 2 ]) computing packet for:(adjoint root datum of Lie type 'D6.A1',(),[ 2, 2, 2, 0, 0, 0, 2 ]) computing springer map of[2,2,0,0,0,0,0] O: (root datum of Lie type 'D6.A1',(),[ 2, 2, 0, 0, 0, 0, 0 ]) survive:final parameter(x=72,lambda=[78,111,150,216,169,116,61]/2,nu=[0,0,0,1,0,1,0]/1) [ 10, 13, 18, 25, 19, 13, 7 ]/2 survive:final parameter(x=434,lambda=[78,107,150,212,165,112,57]/2,nu=[0,11,0,13,11,13,11]/2) [ 10, 13, 18, 25, 19, 13, 7 ]/2 cell character: 48 springer_O:48 survive:final parameter(x=434,lambda=[78,105,150,210,163,110,55]/2,nu=[0,11,0,13,11,13,11]/2) [ 10, 13, 18, 25, 19, 13, 7 ]/2 cell character: 48 springer_O:48 dim: 5 10 dim: 5 10 dim: 5 10 Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 2, 0, 2, 0, 0, 0, 0 ]) Skipping dual orbit (simply connected root datum of Lie type 'E7',(),[ 10, 13, 18, 26, 21, 16, 9 ]) (d(O_check) has no real forms for G) Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 1, 0, 0, 1, 0, 1, 0 ]) Skipping dual orbit (simply connected root datum of Lie type 'E7',(),[ 8, 11, 15, 22, 17, 12, 6 ]) (d(O_check) has no real forms for G) Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 2, 0, 0, 0, 0, 2, 0 ]) Computing weak packet for orbit: simply connected root datum of Lie type 'E7' [ 10, 13, 18, 26, 20, 14, 7 ] dim=106 Computing weak packets for disconnected real group with Lie algebra 'e7(e6.u(1))' gamma:[ 78, 111, 150, 218, 170, 118, 61 ]/2 gamma_final:[ 10, 13, 18, 26, 20, 14, 7 ]/2 integral data: st_int rd_int:root datum of Lie type 'D6.A1' st_int.rd: simply connected root datum of Lie type 'D6.A1' O_check_int:(adjoint root datum of Lie type 'D6.A1',(),[ 2, 2, 0, 2, 0, 0, 0 ]) computing packet for:(adjoint root datum of Lie type 'D6.A1',(),[ 2, 2, 0, 2, 0, 0, 0 ]) computing springer map of[0,2,0,0,0,0,2] O: (root datum of Lie type 'D6.A1',(),[ 0, 2, 0, 0, 0, 0, 1 ]) dim: 10 24 survive:final parameter(x=528,lambda=[78,107,150,210,161,110,57]/2,nu=[0,9,0,18,20,18,9]/2) [ 10, 13, 18, 26, 20, 14, 7 ]/2 survive:final parameter(x=528,lambda=[78,107,150,212,163,112,59]/2,nu=[0,9,0,18,20,18,9]/2) [ 10, 13, 18, 26, 20, 14, 7 ]/2 cell character: 29 springer_O:29 dim: 5 24 dim: 5 24 dim: 5 24 dim: 6 24 dim: 1 24 dim: 1 24 Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 0, 0, 0, 0, 2, 0, 0 ]) Skipping dual orbit (simply connected root datum of Lie type 'E7',(),[ 8, 12, 16, 24, 18, 12, 6 ]) (d(O_check) has no real forms for G) Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 0, 1, 1, 0, 0, 0, 1 ]) Skipping dual orbit (simply connected root datum of Lie type 'E7',(),[ 10, 14, 19, 28, 22, 16, 8 ]) (d(O_check) has no real forms for G) Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 0, 0, 0, 1, 0, 1, 0 ]) Skipping dual orbit (simply connected root datum of Lie type 'E7',(),[ 10, 13, 18, 26, 21, 14, 7 ]) (d(O_check) has no real forms for G) Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 0, 0, 2, 0, 0, 0, 0 ]) Skipping dual orbit (simply connected root datum of Lie type 'E7',(),[ 10, 14, 19, 28, 22, 16, 9 ]) (d(O_check) has no real forms for G) Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 0, 1, 1, 0, 0, 0, 1 ]) Skipping dual orbit (simply connected root datum of Lie type 'E7',(),[ 10, 14, 20, 28, 22, 16, 8 ]) (d(O_check) has no real forms for G) Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 0, 0, 2, 0, 0, 0, 0 ]) Skipping dual orbit (simply connected root datum of Lie type 'E7',(),[ 10, 15, 20, 29, 23, 16, 9 ]) (d(O_check) has no real forms for G) Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 2, 0, 0, 0, 0, 0, 2 ]) Computing weak packet for orbit: simply connected root datum of Lie type 'E7' [ 14, 18, 26, 36, 28, 20, 10 ] dim=112 Computing weak packets for disconnected real group with Lie algebra 'e7(e6.u(1))' gamma:[ 41, 58, 79, 114, 89, 62, 32 ]/1 gamma_final:[ 7, 9, 13, 18, 14, 10, 5 ]/1 Initializing CharacterTable for Lie type 'E7' Step 1/6 Step 2/6 Step 3/6 Step 4/6 Step 5/6 Step 6/6 integral data: st_int rd_int:adjoint root datum of Lie type 'E7' st_int.rd: simply connected root datum of Lie type 'E7' O_check_int:(adjoint root datum of Lie type 'E7',(),[ 2, 0, 2, 0, 0, 2, 0 ]) computing packet for:(adjoint root datum of Lie type 'E7',(),[ 2, 0, 2, 0, 0, 2, 0 ]) computing springer map of[2,0,0,0,0,0,2] O: (adjoint root datum of Lie type 'E7',(),[ 2, 0, 0, 0, 0, 0, 2 ]) dim: 105 189 survive:final parameter(x=1239,lambda=[58,91,110,180,141,100,53]/2,nu=[22,23,44,44,33,22,11]/1) [ 7, 9, 13, 18, 14, 10, 5 ]/1 cell character: 33 springer_O:33 dim: 21 189 dim: 105 189 survive:final parameter(x=1239,lambda=[56,89,106,176,139,98,51]/2,nu=[22,23,44,44,33,22,11]/1) [ 7, 9, 13, 18, 14, 10, 5 ]/1 cell character: 33 springer_O:33 dim: 21 189 Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 0, 0, 2, 0, 0, 0, 0 ]) Skipping dual orbit (simply connected root datum of Lie type 'E7',(),[ 10, 15, 20, 30, 23, 16, 9 ]) (d(O_check) has no real forms for G) Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 0, 0, 0, 0, 0, 2, 0 ]) Computing weak packet for orbit: simply connected root datum of Lie type 'E7' [ 14, 19, 26, 37, 29, 20, 10 ] dim=114 Computing weak packets for disconnected real group with Lie algebra 'e7(e6.u(1))' gamma:[ 82, 117, 158, 229, 179, 124, 64 ]/2 gamma_final:[ 14, 19, 26, 37, 29, 20, 10 ]/2 integral data: st_int rd_int:root datum of Lie type 'D6.A1' st_int.rd: simply connected root datum of Lie type 'D6.A1' O_check_int:(adjoint root datum of Lie type 'D6.A1',(),[ 2, 2, 2, 2, 0, 0, 2 ]) computing packet for:(adjoint root datum of Lie type 'D6.A1',(),[ 2, 2, 2, 2, 0, 0, 2 ]) computing springer map of[2,0,0,0,0,0,0] O: (root datum of Lie type 'D6.A1',(),[ 2, 0, 0, 0, 0, 0, 0 ]) survive:final parameter(x=71,lambda=[82,117,158,228,179,124,63]/2,nu=[0,0,0,1,0,0,1]/1) [ 14, 19, 26, 37, 29, 20, 10 ]/2 survive:final parameter(x=259,lambda=[82,117,158,226,171,116,59]/2,nu=[0,0,0,7,14,14,7]/2) [ 14, 19, 26, 37, 29, 20, 10 ]/2 survive:final parameter(x=782,lambda=[82,101,142,206,163,108,55]/2,nu=[0,14,14,21,14,14,7]/1) [ 14, 19, 26, 37, 29, 20, 10 ]/2 survive:final parameter(x=922,lambda=[62,97,138,200,159,104,53]/2,nu=[34,34,34,51,34,34,17]/2) [ 14, 19, 26, 37, 29, 20, 10 ]/2 survive:final parameter(x=257,lambda=[82,113,158,224,175,124,63]/2,nu=[0,7,0,9,7,0,2]/2) [ 14, 19, 26, 37, 29, 20, 10 ]/2 survive:final parameter(x=338,lambda=[82,113,158,222,169,118,61]/2,nu=[0,7,0,14,21,14,7]/2) [ 14, 19, 26, 37, 29, 20, 10 ]/2 survive:final parameter(x=848,lambda=[82,99,144,204,161,110,57]/2,nu=[0,35,28,49,35,28,14]/2) [ 14, 19, 26, 37, 29, 20, 10 ]/2 survive:final parameter(x=964,lambda=[64,95,140,198,157,106,55]/2,nu=[34,41,34,58,41,34,17]/2) [ 14, 19, 26, 37, 29, 20, 10 ]/2 survive:final parameter(x=257,lambda=[82,113,158,224,175,124,65]/2,nu=[0,7,0,9,7,0,2]/2) [ 14, 19, 26, 37, 29, 20, 10 ]/2 survive:final parameter(x=338,lambda=[82,113,158,222,167,116,59]/2,nu=[0,7,0,14,21,14,7]/2) [ 14, 19, 26, 37, 29, 20, 10 ]/2 survive:final parameter(x=848,lambda=[82,101,146,206,163,112,59]/2,nu=[0,35,28,49,35,28,14]/2) [ 14, 19, 26, 37, 29, 20, 10 ]/2 survive:final parameter(x=964,lambda=[66,97,142,200,159,108,57]/2,nu=[34,41,34,58,41,34,17]/2) [ 14, 19, 26, 37, 29, 20, 10 ]/2 survive:final parameter(x=1341,lambda=[54,89,102,160,123,96,49]/2,nu=[24,24,48,60,48,24,12]/1) [ 14, 19, 26, 37, 29, 20, 10 ]/2 survive:final parameter(x=1384,lambda=[56,87,106,160,123,98,51]/2,nu=[48,55,96,127,103,48,24]/2) [ 14, 19, 26, 37, 29, 20, 10 ]/2 cell character: 42 springer_O:42 survive:final parameter(x=1384,lambda=[58,89,110,164,127,100,53]/2,nu=[48,55,96,127,103,48,24]/2) [ 14, 19, 26, 37, 29, 20, 10 ]/2 cell character: 42 springer_O:42 Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 0, 2, 0, 0, 0, 0, 0 ]) Skipping dual orbit (simply connected root datum of Lie type 'E7',(),[ 12, 18, 24, 36, 28, 20, 10 ]) (d(O_check) has no real forms for G) Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 2, 0, 0, 0, 0, 1, 0 ]) Computing weak packet for orbit: simply connected root datum of Lie type 'E7' [ 14, 19, 26, 37, 29, 20, 11 ] dim=114 Computing weak packets for disconnected real group with Lie algebra 'e7(e6.u(1))' gamma:[ 82, 117, 158, 229, 179, 124, 65 ]/2 gamma_final:[ 14, 19, 26, 37, 29, 20, 11 ]/2 integral data: st_int rd_int:root datum of Lie type 'D6.A1' st_int.rd: simply connected root datum of Lie type 'D6.A1' O_check_int:(adjoint root datum of Lie type 'D6.A1',(),[ 2, 2, 2, 0, 2, 2, 0 ]) computing packet for:(adjoint root datum of Lie type 'D6.A1',(),[ 2, 2, 2, 0, 2, 2, 0 ]) computing springer map of[0,1,0,0,0,0,2] O: (root datum of Lie type 'D6.A1',(),[ 0, 1, 0, 0, 0, 0, 1 ]) survive:final parameter(x=46,lambda=[82,117,158,228,179,124,65]/2,nu=[0,0,0,1,0,0,0]/1) [ 14, 19, 26, 37, 29, 20, 11 ]/2 survive:final parameter(x=47,lambda=[82,117,158,228,179,124,65]/2,nu=[0,0,0,1,0,0,0]/1) [ 14, 19, 26, 37, 29, 20, 11 ]/2 survive:final parameter(x=196,lambda=[82,117,154,224,175,124,65]/2,nu=[0,0,7,9,7,0,0]/2) [ 14, 19, 26, 37, 29, 20, 11 ]/2 survive:final parameter(x=292,lambda=[76,117,152,222,173,124,65]/2,nu=[5,0,5,6,5,0,0]/1) [ 14, 19, 26, 37, 29, 20, 11 ]/2 survive:final parameter(x=71,lambda=[82,117,158,228,179,124,63]/2,nu=[0,0,0,2,0,0,3]/2) [ 14, 19, 26, 37, 29, 20, 11 ]/2 survive:final parameter(x=202,lambda=[82,113,158,224,175,124,65]/2,nu=[0,7,0,9,7,0,0]/2) [ 14, 19, 26, 37, 29, 20, 11 ]/2 survive:final parameter(x=257,lambda=[82,113,158,224,175,124,65]/2,nu=[0,7,0,9,7,0,3]/2) [ 14, 19, 26, 37, 29, 20, 11 ]/2 survive:final parameter(x=257,lambda=[82,113,158,224,175,124,63]/2,nu=[0,7,0,9,7,0,3]/2) [ 14, 19, 26, 37, 29, 20, 11 ]/2 survive:final parameter(x=366,lambda=[82,109,158,222,171,116,57]/2,nu=[0,6,0,7,6,6,6]/1) [ 14, 19, 26, 37, 29, 20, 11 ]/2 survive:final parameter(x=649,lambda=[82,105,146,206,155,112,53]/2,nu=[0,19,19,40,38,19,19]/2) [ 14, 19, 26, 37, 29, 20, 11 ]/2 survive:final parameter(x=797,lambda=[68,103,144,202,151,110,51]/2,nu=[11,11,11,23,22,11,11]/1) [ 14, 19, 26, 37, 29, 20, 11 ]/2 survive:final parameter(x=948,lambda=[82,105,142,200,151,108,53]/2,nu=[0,19,28,49,47,28,19]/2) [ 14, 19, 26, 37, 29, 20, 11 ]/2 survive:final parameter(x=948,lambda=[82,107,144,204,155,110,55]/2,nu=[0,19,28,49,47,28,19]/2) [ 14, 19, 26, 37, 29, 20, 11 ]/2 survive:final parameter(x=1059,lambda=[62,103,138,194,145,104,51]/2,nu=[17,11,17,29,28,17,11]/1) [ 14, 19, 26, 37, 29, 20, 11 ]/2 survive:final parameter(x=1059,lambda=[64,105,140,198,149,106,53]/2,nu=[17,11,17,29,28,17,11]/1) [ 14, 19, 26, 37, 29, 20, 11 ]/2 dim: 5 6 dim: 5 6 dim: 5 6 survive:final parameter(x=1095,lambda=[64,81,122,176,143,106,47]/2,nu=[29,58,58,89,58,29,29]/2) [ 14, 19, 26, 37, 29, 20, 11 ]/2 cell character: 27 springer_O:27 dim: 1 6 dim: 1 6 Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 0, 0, 0, 1, 0, 0, 0 ]) Skipping dual orbit (simply connected root datum of Lie type 'E7',(),[ 14, 19, 26, 38, 29, 20, 11 ]) (d(O_check) has no real forms for G) Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 1, 0, 0, 0, 0, 1, 0 ]) Computing weak packet for orbit: simply connected root datum of Lie type 'E7' [ 16, 22, 30, 44, 34, 24, 12 ] dim=118 Computing weak packets for disconnected real group with Lie algebra 'e7(e6.u(1))' gamma:[ 42, 60, 81, 118, 92, 64, 33 ]/1 gamma_final:[ 8, 11, 15, 22, 17, 12, 6 ]/1 Initializing CharacterTable for Lie type 'E7' Step 1/6 Step 2/6 Step 3/6 Step 4/6 Step 5/6 Step 6/6 integral data: st_int rd_int:adjoint root datum of Lie type 'E7' st_int.rd: simply connected root datum of Lie type 'E7' O_check_int:(adjoint root datum of Lie type 'E7',(),[ 2, 0, 0, 2, 0, 2, 0 ]) computing packet for:(adjoint root datum of Lie type 'E7',(),[ 2, 0, 0, 2, 0, 2, 0 ]) computing springer map of[1,0,0,0,0,1,0] O: (adjoint root datum of Lie type 'E7',(),[ 1, 0, 0, 0, 0, 1, 0 ]) dim: 105 120 survive:final parameter(x=1160,lambda=[62,97,140,192,151,106,55]/2,nu=[20,21,20,40,30,20,10]/1) [ 8, 11, 15, 22, 17, 12, 6 ]/1 survive:final parameter(x=1242,lambda=[56,89,116,162,141,100,53]/2,nu=[45,52,77,122,70,45,20]/2) [ 8, 11, 15, 22, 17, 12, 6 ]/1 survive:final parameter(x=1460,lambda=[56,85,110,156,121,76,49]/2,nu=[25,31,46,71,56,46,15]/1) [ 8, 11, 15, 22, 17, 12, 6 ]/1 dim: 21 120 dim: 105 120 survive:final parameter(x=1160,lambda=[64,99,142,196,153,108,57]/2,nu=[20,21,20,40,30,20,10]/1) [ 8, 11, 15, 22, 17, 12, 6 ]/1 survive:final parameter(x=1242,lambda=[58,91,118,166,143,102,55]/2,nu=[45,52,77,122,70,45,20]/2) [ 8, 11, 15, 22, 17, 12, 6 ]/1 survive:final parameter(x=1460,lambda=[54,83,106,150,117,72,47]/2,nu=[25,31,46,71,56,46,15]/1) [ 8, 11, 15, 22, 17, 12, 6 ]/1 dim: 21 120 ALERT: , empty packet Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 2, 0, 0, 0, 0, 0, 0 ]) Computing weak packet for orbit: simply connected root datum of Lie type 'E7' [ 18, 25, 34, 49, 39, 28, 15 ] dim=118 Computing weak packets for disconnected real group with Lie algebra 'e7(e6.u(1))' gamma:[ 86, 123, 166, 241, 189, 132, 69 ]/2 gamma_final:[ 18, 25, 34, 49, 39, 28, 15 ]/2 integral data: st_int rd_int:root datum of Lie type 'D6.A1' st_int.rd: simply connected root datum of Lie type 'D6.A1' O_check_int:(adjoint root datum of Lie type 'D6.A1',(),[ 2, 2, 2, 2, 2, 2, 0 ]) computing packet for:(adjoint root datum of Lie type 'D6.A1',(),[ 2, 2, 2, 2, 2, 2, 0 ]) computing springer map of[0,0,0,0,0,0,2] O: (root datum of Lie type 'D6.A1',(),[ 0, 0, 0, 0, 0, 0, 1 ]) survive:final parameter(x=46,lambda=[86,123,166,240,189,132,69]/2,nu=[0,0,0,1,0,0,0]/1) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=47,lambda=[86,123,166,240,189,132,69]/2,nu=[0,0,0,1,0,0,0]/1) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=49,lambda=[86,123,166,240,189,132,69]/2,nu=[0,0,0,1,0,0,0]/1) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=50,lambda=[86,123,166,240,189,132,69]/2,nu=[0,0,0,1,0,0,0]/1) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=72,lambda=[86,123,166,240,189,130,69]/2,nu=[0,0,0,2,0,3,0]/2) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=83,lambda=[84,123,166,240,189,132,69]/2,nu=[3,0,0,2,0,0,0]/2) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=196,lambda=[86,123,162,236,185,132,69]/2,nu=[0,0,7,9,7,0,0]/2) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=270,lambda=[86,123,160,234,183,126,69]/2,nu=[0,0,5,6,5,5,0]/1) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=292,lambda=[80,123,160,234,183,132,69]/2,nu=[5,0,5,6,5,0,0]/1) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=386,lambda=[78,123,158,232,181,124,69]/2,nu=[13,0,13,15,13,13,0]/2) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=48,lambda=[86,123,166,240,189,132,69]/2,nu=[0,0,0,1,0,0,0]/1) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=71,lambda=[86,123,166,240,189,132,67]/2,nu=[0,0,0,2,0,0,3]/2) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=202,lambda=[86,119,166,236,185,132,69]/2,nu=[0,7,0,9,7,0,0]/2) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=124,lambda=[86,123,166,240,189,128,65]/2,nu=[0,0,0,1,0,3,3]/1) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=257,lambda=[86,119,166,236,185,132,69]/2,nu=[0,7,0,9,7,0,3]/2) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=257,lambda=[86,119,166,236,185,132,67]/2,nu=[0,7,0,9,7,0,3]/2) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=277,lambda=[86,117,166,234,183,126,69]/2,nu=[0,5,0,6,5,5,0]/1) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=341,lambda=[86,117,166,234,183,124,67]/2,nu=[0,5,0,6,5,8,3]/1) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=341,lambda=[86,117,166,234,183,122,65]/2,nu=[0,5,0,6,5,8,3]/1) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=357,lambda=[86,123,158,232,181,124,61]/2,nu=[0,0,13,15,13,13,13]/2) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=366,lambda=[86,115,166,232,181,124,61]/2,nu=[0,13,0,15,13,13,13]/2) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=542,lambda=[86,113,156,220,169,122,69]/2,nu=[0,17,17,36,34,17,0]/2) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=434,lambda=[86,117,166,234,183,124,63]/2,nu=[0,13,0,15,13,16,13]/2) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=434,lambda=[86,115,166,232,181,122,61]/2,nu=[0,13,0,15,13,16,13]/2) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=481,lambda=[76,123,156,230,179,122,59]/2,nu=[8,0,8,9,8,8,8]/1) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=649,lambda=[86,111,154,216,165,120,57]/2,nu=[0,10,10,21,20,10,10]/1) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=682,lambda=[74,111,154,216,165,120,69]/2,nu=[10,10,10,21,20,10,0]/1) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=843,lambda=[86,113,150,214,163,116,63]/2,nu=[0,17,30,49,47,30,13]/2) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=843,lambda=[86,113,148,212,161,114,61]/2,nu=[0,17,30,49,47,30,13]/2) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=756,lambda=[86,109,152,212,161,104,55]/2,nu=[0,23,23,48,46,46,23]/2) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=797,lambda=[72,109,152,212,161,118,55]/2,nu=[23,23,23,48,46,23,23]/2) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=948,lambda=[86,113,150,214,163,116,59]/2,nu=[0,10,15,26,25,15,10]/1) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=948,lambda=[86,111,148,210,159,114,57]/2,nu=[0,10,15,26,25,15,10]/1) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=958,lambda=[66,111,146,208,157,112,61]/2,nu=[18,10,18,29,28,18,8]/1) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=958,lambda=[64,111,144,206,155,110,59]/2,nu=[18,10,18,29,28,18,8]/1) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=901,lambda=[70,107,150,208,157,100,53]/2,nu=[13,13,13,27,26,26,13]/1) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=1047,lambda=[86,111,150,212,161,108,57]/2,nu=[0,23,30,55,53,46,23]/2) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=1047,lambda=[86,109,148,208,157,104,55]/2,nu=[0,23,30,55,53,46,23]/2) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=1059,lambda=[66,111,146,208,157,112,57]/2,nu=[36,23,36,61,59,36,23]/2) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=1059,lambda=[64,109,144,204,153,110,55]/2,nu=[36,23,36,61,59,36,23]/2) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=1154,lambda=[66,109,146,206,155,104,55]/2,nu=[18,13,18,32,31,26,13]/1) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=1154,lambda=[64,107,144,202,151,100,53]/2,nu=[18,13,18,32,31,26,13]/1) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=1168,lambda=[66,103,126,180,129,92,49]/2,nu=[33,33,66,101,99,66,33]/2) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=51,lambda=[86,123,166,240,189,132,69]/2,nu=[0,0,0,1,0,0,0]/1) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=206,lambda=[86,119,162,236,189,132,69]/2,nu=[0,7,7,9,0,0,0]/2) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=300,lambda=[80,117,160,234,189,132,69]/2,nu=[5,5,5,6,0,0,0]/1) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=560,lambda=[76,113,146,220,179,132,69]/2,nu=[17,17,34,36,17,0,0]/2) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=662,lambda=[74,111,142,216,177,120,69]/2,nu=[10,10,20,21,10,10,0]/1) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=1391,lambda=[58,79,110,168,145,104,57]/2,nu=[50,77,100,129,77,50,23]/2) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=1457,lambda=[58,79,110,168,145,104,53]/2,nu=[25,40,50,66,40,25,15]/1) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=1241,lambda=[66,105,130,186,135,96,51]/2,nu=[36,33,66,101,99,66,33]/2) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=1512,lambda=[58,77,110,166,143,96,51]/2,nu=[50,83,100,135,83,66,33]/2) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=1556,lambda=[58,73,94,146,123,88,47]/2,nu=[25,45,65,86,60,40,20]/1) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=1391,lambda=[56,77,106,164,143,102,55]/2,nu=[50,77,100,129,77,50,23]/2) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=1457,lambda=[56,75,106,162,141,102,51]/2,nu=[25,40,50,66,40,25,15]/1) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=1241,lambda=[64,103,126,180,129,92,49]/2,nu=[36,33,66,101,99,66,33]/2) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=1512,lambda=[56,73,106,160,139,92,49]/2,nu=[50,83,100,135,83,66,33]/2) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=1556,lambda=[56,69,88,138,117,84,45]/2,nu=[25,45,65,86,60,40,20]/1) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=774,lambda=[72,109,138,212,175,118,55]/2,nu=[23,23,46,48,23,23,23]/2) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=996,lambda=[70,91,134,192,157,116,69]/2,nu=[27,54,54,83,54,27,0]/2) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=1095,lambda=[68,87,130,186,153,114,51]/2,nu=[15,30,30,46,30,15,15]/1) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=1190,lambda=[66,83,126,180,149,92,49]/2,nu=[33,66,66,101,66,66,33]/2) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=1411,lambda=[62,75,94,144,117,84,45]/2,nu=[20,40,60,81,60,40,20]/1) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=1492,lambda=[34,71,88,136,111,80,43]/2,nu=[86,86,129,174,129,86,43]/2) [ 18, 25, 34, 49, 39, 28, 15 ]/2 survive:final parameter(x=1595,lambda=[38,71,90,140,117,84,45]/2,nu=[86,93,136,181,129,86,43]/2) [ 18, 25, 34, 49, 39, 28, 15 ]/2 cell character: 41 springer_O:41 survive:final parameter(x=1595,lambda=[34,67,84,132,111,80,43]/2,nu=[86,93,136,181,129,86,43]/2) [ 18, 25, 34, 49, 39, 28, 15 ]/2 cell character: 41 springer_O:41 Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 0, 0, 0, 0, 0, 0, 2 ]) Computing weak packet for orbit: simply connected root datum of Lie type 'E7' [ 22, 30, 42, 60, 46, 32, 16 ] dim=120 Computing weak packets for disconnected real group with Lie algebra 'e7(e6.u(1))' gamma:[ 45, 64, 87, 126, 98, 68, 35 ]/1 gamma_final:[ 11, 15, 21, 30, 23, 16, 8 ]/1 Initializing CharacterTable for Lie type 'E7' Step 1/6 Step 2/6 Step 3/6 Step 4/6 Step 5/6 Step 6/6 integral data: st_int rd_int:adjoint root datum of Lie type 'E7' st_int.rd: simply connected root datum of Lie type 'E7' O_check_int:(adjoint root datum of Lie type 'E7',(),[ 2, 0, 2, 2, 0, 2, 0 ]) computing packet for:(adjoint root datum of Lie type 'E7',(),[ 2, 0, 2, 2, 0, 2, 0 ]) computing springer map of[0,0,0,0,0,0,2] O: (adjoint root datum of Lie type 'E7',(),[ 0, 0, 0, 0, 0, 0, 2 ]) survive:final parameter(x=121,lambda=[90,127,174,252,195,136,69]/2,nu=[0,1,0,0,1,0,1]/1) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=182,lambda=[90,125,174,246,193,136,69]/2,nu=[0,5,0,10,5,0,2]/2) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=183,lambda=[90,127,174,252,193,130,67]/2,nu=[0,2,0,0,5,10,5]/2) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=254,lambda=[90,125,174,244,191,128,67]/2,nu=[0,5,0,13,8,13,5]/2) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=255,lambda=[90,123,164,242,191,136,69]/2,nu=[0,4,8,8,4,0,1]/1) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=340,lambda=[90,123,162,240,189,126,67]/2,nu=[0,8,19,19,11,16,5]/2) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=343,lambda=[76,121,160,238,189,136,69]/2,nu=[22,11,22,22,11,0,2]/2) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=436,lambda=[74,121,158,236,187,124,67]/2,nu=[25,11,25,25,14,19,5]/2) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=528,lambda=[90,123,174,242,185,126,65]/2,nu=[0,5,0,10,11,10,5]/1) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=630,lambda=[90,119,160,224,177,122,65]/2,nu=[0,8,12,25,17,13,5]/1) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=632,lambda=[90,121,160,238,181,122,63]/2,nu=[0,13,26,26,28,26,13]/2) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=739,lambda=[90,119,158,224,177,120,63]/2,nu=[0,16,29,50,34,29,13]/2) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=744,lambda=[72,117,156,218,173,120,65]/2,nu=[30,19,30,59,40,29,10]/2) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=746,lambda=[72,119,156,234,177,118,61]/2,nu=[16,8,16,16,17,16,8]/1) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=845,lambda=[70,115,134,212,169,116,63]/2,nu=[33,22,68,68,46,35,13]/2) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=853,lambda=[70,117,154,218,173,116,61]/2,nu=[35,19,35,59,40,35,16]/2) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=961,lambda=[68,115,134,212,169,114,61]/2,nu=[19,11,34,34,23,19,8]/1) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=1052,lambda=[90,105,152,208,163,114,59]/2,nu=[0,19,18,36,27,18,9]/1) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=1143,lambda=[66,93,122,172,151,108,59]/2,nu=[38,56,83,128,72,45,18]/2) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=1160,lambda=[64,101,148,200,157,110,57]/2,nu=[42,44,42,84,63,42,21]/2) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=1239,lambda=[60,97,114,192,151,106,55]/2,nu=[24,25,48,48,36,24,12]/1) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=1242,lambda=[60,93,122,170,149,106,57]/2,nu=[48,56,83,131,75,48,21]/2) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=1314,lambda=[58,93,110,168,147,104,55]/2,nu=[51,56,102,134,78,51,24]/2) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=1382,lambda=[62,89,116,164,127,78,51]/2,nu=[24,33,49,74,58,49,16]/1) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=1460,lambda=[58,89,116,162,125,78,51]/2,nu=[53,66,98,151,119,98,32]/2) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=1503,lambda=[56,77,106,150,127,102,53]/2,nu=[58,87,116,174,118,58,29]/2) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=1507,lambda=[56,89,106,160,123,78,51]/2,nu=[28,33,56,77,61,49,16]/1) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=1547,lambda=[54,75,102,144,121,78,51]/2,nu=[61,90,122,183,127,98,32]/2) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=1631,lambda=[48,65,90,126,91,52,27]/2,nu=[34,51,68,102,85,68,35]/1) [ 11, 15, 21, 30, 23, 16, 8 ]/1 cell character: 6 springer_O:6 survive:final parameter(x=121,lambda=[90,127,174,252,195,136,71]/2,nu=[0,1,0,0,1,0,1]/1) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=182,lambda=[90,125,174,246,193,136,71]/2,nu=[0,5,0,10,5,0,2]/2) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=183,lambda=[90,127,174,252,193,132,69]/2,nu=[0,2,0,0,5,10,5]/2) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=254,lambda=[90,125,174,244,191,130,69]/2,nu=[0,5,0,13,8,13,5]/2) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=255,lambda=[90,123,164,242,191,136,71]/2,nu=[0,4,8,8,4,0,1]/1) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=340,lambda=[90,123,162,240,189,128,69]/2,nu=[0,8,19,19,11,16,5]/2) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=343,lambda=[76,121,160,238,189,136,71]/2,nu=[22,11,22,22,11,0,2]/2) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=436,lambda=[74,121,158,236,187,126,69]/2,nu=[25,11,25,25,14,19,5]/2) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=528,lambda=[90,123,174,244,187,128,67]/2,nu=[0,5,0,10,11,10,5]/1) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=630,lambda=[90,119,160,222,175,120,63]/2,nu=[0,8,12,25,17,13,5]/1) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=632,lambda=[90,121,162,240,183,124,65]/2,nu=[0,13,26,26,28,26,13]/2) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=739,lambda=[90,119,160,226,179,122,65]/2,nu=[0,16,29,50,34,29,13]/2) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=744,lambda=[72,117,156,216,171,118,63]/2,nu=[30,19,30,59,40,29,10]/2) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=746,lambda=[74,119,158,236,179,120,63]/2,nu=[16,8,16,16,17,16,8]/1) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=845,lambda=[70,115,132,210,167,114,61]/2,nu=[33,22,68,68,46,35,13]/2) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=853,lambda=[72,117,156,220,175,118,63]/2,nu=[35,19,35,59,40,35,16]/2) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=961,lambda=[70,115,136,214,171,116,63]/2,nu=[19,11,34,34,23,19,8]/1) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=1052,lambda=[90,107,154,212,165,116,61]/2,nu=[0,19,18,36,27,18,9]/1) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=1143,lambda=[66,95,124,176,153,110,61]/2,nu=[38,56,83,128,72,45,18]/2) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=1160,lambda=[66,103,150,204,159,112,59]/2,nu=[42,44,42,84,63,42,21]/2) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=1239,lambda=[62,99,118,196,153,108,57]/2,nu=[24,25,48,48,36,24,12]/1) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=1242,lambda=[62,95,124,174,151,108,59]/2,nu=[48,56,83,131,75,48,21]/2) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=1314,lambda=[60,95,114,172,149,106,57]/2,nu=[51,56,102,134,78,51,24]/2) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=1382,lambda=[64,91,120,170,131,82,53]/2,nu=[24,33,49,74,58,49,16]/1) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=1460,lambda=[60,91,120,168,129,82,53]/2,nu=[53,66,98,151,119,98,32]/2) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=1503,lambda=[58,79,110,156,131,104,55]/2,nu=[58,87,116,174,118,58,29]/2) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=1507,lambda=[58,91,110,166,127,82,53]/2,nu=[28,33,56,77,61,49,16]/1) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=1547,lambda=[56,77,106,150,125,82,53]/2,nu=[61,90,122,183,127,98,32]/2) [ 11, 15, 21, 30, 23, 16, 8 ]/1 survive:final parameter(x=1631,lambda=[50,67,94,132,97,56,29]/2,nu=[34,51,68,102,85,68,35]/1) [ 11, 15, 21, 30, 23, 16, 8 ]/1 cell character: 6 springer_O:6 Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 2, 0, 0, 0, 0, 0, 0 ]) Computing weak packet for orbit: simply connected root datum of Lie type 'E7' [ 18, 25, 34, 50, 39, 28, 15 ] dim=120 Computing weak packets for disconnected real group with Lie algebra 'e7(e6.u(1))' gamma:[ 86, 123, 166, 242, 189, 132, 69 ]/2 gamma_final:[ 18, 25, 34, 50, 39, 28, 15 ]/2 Initializing CharacterTable for Lie type 'E7' Step 1/6 Step 2/6 Step 3/6 Step 4/6 Step 5/6 Step 6/6 integral data: st_int rd_int:adjoint root datum of Lie type 'E7' st_int.rd: simply connected root datum of Lie type 'E7' O_check_int:(adjoint root datum of Lie type 'E7',(),[ 2, 0, 0, 2, 0, 2, 2 ]) computing packet for:(adjoint root datum of Lie type 'E7',(),[ 2, 0, 0, 2, 0, 2, 2 ]) computing springer map of[2,0,0,0,0,0,0] O: (adjoint root datum of Lie type 'E7',(),[ 2, 0, 0, 0, 0, 0, 0 ]) survive:final parameter(x=46,lambda=[86,123,166,240,189,132,69]/2,nu=[0,0,0,3,0,0,0]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=47,lambda=[86,123,166,240,189,132,69]/2,nu=[0,0,0,3,0,0,0]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=49,lambda=[86,123,166,240,189,132,69]/2,nu=[0,0,0,3,0,0,0]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=50,lambda=[86,123,166,240,189,132,69]/2,nu=[0,0,0,3,0,0,0]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=72,lambda=[86,123,166,240,189,130,69]/2,nu=[0,0,0,3,0,3,0]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=83,lambda=[84,123,166,240,189,132,69]/2,nu=[3,0,0,3,0,0,0]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=127,lambda=[86,123,164,236,185,132,69]/2,nu=[0,0,5,10,5,0,0]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=154,lambda=[86,123,166,238,185,128,69]/2,nu=[0,0,0,4,4,4,0]/1) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=179,lambda=[82,123,162,238,189,132,69]/2,nu=[4,0,4,4,0,0,0]/1) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=190,lambda=[86,123,164,234,183,126,69]/2,nu=[0,0,5,13,8,8,0]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=210,lambda=[82,123,162,234,185,132,69]/2,nu=[8,0,8,13,5,0,0]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=288,lambda=[82,123,162,232,183,126,69]/2,nu=[4,0,4,8,4,4,0]/1) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=386,lambda=[78,123,158,232,181,124,69]/2,nu=[13,0,13,16,13,13,0]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=48,lambda=[86,123,166,240,189,132,69]/2,nu=[0,0,0,3,0,0,0]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=71,lambda=[86,123,166,240,189,132,67]/2,nu=[0,0,0,3,0,0,3]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=124,lambda=[86,123,166,240,189,128,65]/2,nu=[0,0,0,3,0,6,6]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=126,lambda=[86,121,166,236,185,132,69]/2,nu=[0,5,0,10,5,0,0]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=152,lambda=[86,123,166,238,185,128,69]/2,nu=[0,0,0,4,4,4,0]/1) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=182,lambda=[86,121,166,236,185,132,71]/2,nu=[0,5,0,10,5,0,3]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=182,lambda=[86,121,166,236,185,132,69]/2,nu=[0,5,0,10,5,0,3]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=187,lambda=[86,123,166,238,185,124,65]/2,nu=[0,0,0,4,4,7,3]/1) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=189,lambda=[86,121,166,234,183,126,69]/2,nu=[0,5,0,13,8,8,0]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=218,lambda=[86,123,166,236,183,126,63]/2,nu=[0,0,0,11,11,11,11]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=220,lambda=[86,123,166,236,183,126,63]/2,nu=[0,0,0,11,11,11,11]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=254,lambda=[86,121,166,234,183,126,69]/2,nu=[0,5,0,13,8,14,6]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=254,lambda=[86,121,166,234,183,124,67]/2,nu=[0,5,0,13,8,14,6]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=260,lambda=[86,123,166,234,181,124,61]/2,nu=[0,0,0,11,11,14,11]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=262,lambda=[86,121,166,232,181,124,61]/2,nu=[0,5,0,16,11,11,11]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=264,lambda=[86,123,164,232,181,124,61]/2,nu=[0,0,5,16,11,11,11]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=339,lambda=[86,121,166,236,185,126,65]/2,nu=[0,5,0,16,11,14,11]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=339,lambda=[86,121,166,234,183,124,63]/2,nu=[0,5,0,16,11,14,11]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=438,lambda=[86,119,166,230,177,120,61]/2,nu=[0,10,0,21,21,21,11]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=444,lambda=[86,113,156,220,177,122,69]/2,nu=[0,15,15,35,20,15,0]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=481,lambda=[76,123,156,230,179,122,59]/2,nu=[16,0,16,19,16,16,16]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=518,lambda=[76,113,156,222,179,122,69]/2,nu=[9,9,9,18,9,9,0]/1) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=543,lambda=[86,115,158,218,173,116,61]/2,nu=[0,15,15,41,26,26,11]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=547,lambda=[86,111,154,216,175,120,57]/2,nu=[0,18,18,41,23,18,18]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=581,lambda=[74,111,154,216,175,120,69]/2,nu=[18,18,18,41,23,18,0]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=626,lambda=[74,111,154,218,177,120,57]/2,nu=[21,21,21,42,21,21,21]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=630,lambda=[86,115,154,214,169,116,61]/2,nu=[0,15,22,48,33,26,11]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=630,lambda=[86,115,154,216,171,118,63]/2,nu=[0,15,22,48,33,26,11]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=651,lambda=[86,111,154,214,173,116,57]/2,nu=[0,9,9,22,13,13,9]/1) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=687,lambda=[72,109,152,212,173,118,55]/2,nu=[21,21,21,47,26,21,21]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=694,lambda=[70,111,150,214,173,120,69]/2,nu=[14,9,14,23,14,9,0]/1) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=737,lambda=[86,111,150,210,169,116,57]/2,nu=[0,18,25,51,33,26,18]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=737,lambda=[86,113,152,214,171,118,59]/2,nu=[0,18,25,51,33,26,18]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=744,lambda=[70,113,150,208,165,114,61]/2,nu=[28,18,28,57,39,29,11]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=744,lambda=[70,113,150,210,167,116,63]/2,nu=[28,18,28,57,39,29,11]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=756,lambda=[86,109,152,212,161,104,55]/2,nu=[0,23,23,49,46,46,23]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=803,lambda=[66,113,146,212,169,112,59]/2,nu=[17,9,17,26,17,17,8]/1) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=804,lambda=[68,109,148,210,171,118,55]/2,nu=[31,21,31,52,31,21,21]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=851,lambda=[66,109,146,204,165,114,55]/2,nu=[31,21,31,60,39,29,21]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=851,lambda=[68,111,148,208,167,116,57]/2,nu=[31,21,31,60,39,29,21]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=853,lambda=[70,113,150,212,169,116,63]/2,nu=[34,18,34,57,39,34,16]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=853,lambda=[68,113,148,210,167,114,61]/2,nu=[34,18,34,57,39,34,16]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=901,lambda=[70,107,150,208,157,100,53]/2,nu=[26,26,26,55,52,52,26]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=909,lambda=[66,109,146,208,169,112,55]/2,nu=[34,21,34,55,34,34,21]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=946,lambda=[86,113,154,216,165,112,59]/2,nu=[0,23,28,56,51,46,23]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=946,lambda=[86,111,152,212,161,108,57]/2,nu=[0,23,28,56,51,46,23]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=1015,lambda=[66,107,146,206,157,100,53]/2,nu=[17,13,17,30,26,26,13]/1) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=1034,lambda=[68,105,130,188,153,96,51]/2,nu=[31,31,62,93,62,62,31]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=1056,lambda=[70,111,150,210,161,108,57]/2,nu=[34,26,34,65,57,52,26]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=1056,lambda=[68,109,148,206,157,104,55]/2,nu=[34,26,34,65,57,52,26]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=381,lambda=[82,123,162,230,181,124,61]/2,nu=[8,0,8,19,11,11,11]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=683,lambda=[76,113,156,214,171,114,61]/2,nu=[18,18,18,47,29,29,11]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=799,lambda=[72,109,152,210,171,114,55]/2,nu=[21,21,21,50,29,29,21]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=1072,lambda=[66,103,126,180,147,92,49]/2,nu=[31,31,62,98,67,62,31]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=1108,lambda=[66,103,126,182,149,92,49]/2,nu=[34,31,62,93,62,62,31]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=1109,lambda=[62,99,142,194,155,108,55]/2,nu=[41,41,41,82,61,41,21]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=1204,lambda=[58,95,124,172,147,104,55]/2,nu=[46,46,71,117,71,46,21]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=1284,lambda=[58,95,120,168,143,104,51]/2,nu=[23,23,37,60,37,23,14]/1) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=1287,lambda=[62,103,122,178,145,92,49]/2,nu=[41,31,72,103,72,62,31]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=51,lambda=[86,123,166,240,189,132,69]/2,nu=[0,0,0,3,0,0,0]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=128,lambda=[86,119,164,236,189,132,69]/2,nu=[0,5,5,10,0,0,0]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=180,lambda=[82,123,162,238,189,132,69]/2,nu=[4,0,4,4,0,0,0]/1) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=211,lambda=[82,119,162,234,189,132,69]/2,nu=[8,5,8,13,0,0,0]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=475,lambda=[76,113,154,220,179,132,69]/2,nu=[15,15,20,35,15,0,0]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=519,lambda=[76,113,156,222,179,122,69]/2,nu=[9,9,9,18,9,9,0]/1) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=582,lambda=[74,111,152,216,177,120,69]/2,nu=[18,18,23,41,18,18,0]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=684,lambda=[74,111,150,214,173,116,69]/2,nu=[9,9,14,23,14,14,0]/1) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=798,lambda=[72,109,146,208,169,112,49]/2,nu=[21,21,34,55,34,34,34]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 dim: 21 56 survive:final parameter(x=627,lambda=[74,111,154,218,177,120,57]/2,nu=[21,21,21,42,21,21,21]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=688,lambda=[72,109,150,212,175,118,55]/2,nu=[21,21,26,47,21,21,21]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=867,lambda=[70,105,134,192,157,116,69]/2,nu=[25,30,50,80,50,25,0]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=973,lambda=[68,103,130,186,153,114,51]/2,nu=[28,33,56,89,56,28,28]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=1036,lambda=[68,105,130,188,153,96,51]/2,nu=[31,31,62,93,62,62,31]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=1074,lambda=[66,101,126,180,149,92,49]/2,nu=[31,36,62,98,62,62,31]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=1171,lambda=[66,99,126,178,145,88,49]/2,nu=[31,41,62,103,72,72,31]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=1336,lambda=[62,75,116,144,117,84,45]/2,nu=[38,76,81,157,114,76,38]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=1492,lambda=[34,71,88,136,111,80,43]/2,nu=[86,86,129,175,129,86,43]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=959,lambda=[68,113,148,212,169,114,59]/2,nu=[34,21,34,60,39,34,21]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=1153,lambda=[64,103,126,180,147,92,49]/2,nu=[34,31,62,98,67,62,31]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=1242,lambda=[62,95,124,176,151,108,59]/2,nu=[46,53,78,124,71,46,21]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=1321,lambda=[58,91,116,164,143,104,51]/2,nu=[46,53,81,127,74,46,28]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=1394,lambda=[58,91,114,162,141,92,49]/2,nu=[46,53,84,130,77,62,31]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=1448,lambda=[62,79,118,154,129,92,49]/2,nu=[46,83,91,167,114,76,38]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=1460,lambda=[56,87,112,158,123,78,51]/2,nu=[51,63,94,145,114,94,31]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=1514,lambda=[54,83,108,152,117,74,29]/2,nu=[54,69,100,154,123,100,69]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=959,lambda=[66,111,146,208,167,112,57]/2,nu=[34,21,34,60,39,34,21]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=1153,lambda=[66,105,130,186,151,96,51]/2,nu=[34,31,62,98,67,62,31]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=1242,lambda=[60,93,122,172,149,106,57]/2,nu=[46,53,78,124,71,46,21]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=1321,lambda=[60,93,120,170,147,106,53]/2,nu=[46,53,81,127,74,46,28]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=1394,lambda=[60,93,118,168,145,96,51]/2,nu=[46,53,84,130,77,62,31]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=1448,lambda=[60,75,114,146,123,88,47]/2,nu=[46,83,91,167,114,76,38]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=1460,lambda=[58,89,116,164,127,82,53]/2,nu=[51,63,94,145,114,94,31]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=1514,lambda=[56,85,112,158,121,78,31]/2,nu=[54,69,100,154,123,100,69]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=1256,lambda=[66,97,126,176,143,86,43]/2,nu=[31,44,62,106,75,75,44]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=1359,lambda=[58,95,118,166,141,92,49]/2,nu=[46,46,77,123,77,62,31]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=1428,lambda=[56,93,116,162,129,82,49]/2,nu=[51,51,82,133,102,82,31]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=1429,lambda=[58,75,114,142,117,84,45]/2,nu=[23,38,42,80,57,38,19]/1) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=1487,lambda=[54,91,114,158,125,80,37]/2,nu=[54,54,85,139,108,85,54]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 dim: 21 56 dim: 27 56 survive:final parameter(x=1558,lambda=[42,75,98,148,123,88,47]/2,nu=[86,91,134,182,129,86,43]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 survive:final parameter(x=1558,lambda=[38,71,92,140,117,84,45]/2,nu=[86,91,134,182,129,86,43]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 cell character: 16 springer_O:16 dim: 27 56 dim: 27 56 dim: 7 56 dim: 1 56 dim: 1 56 Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 0, 0, 0, 0, 0, 1, 0 ]) Computing weak packet for orbit: simply connected root datum of Lie type 'E7' [ 22, 31, 42, 60, 47, 32, 17 ] dim=122 Computing weak packets for disconnected real group with Lie algebra 'e7(e6.u(1))' gamma:[ 90, 129, 174, 252, 197, 136, 71 ]/2 gamma_final:[ 22, 31, 42, 60, 47, 32, 17 ]/2 Initializing CharacterTable for Lie type 'E7' Step 1/6 Step 2/6 Step 3/6 Step 4/6 Step 5/6 Step 6/6 integral data: st_int rd_int:adjoint root datum of Lie type 'E7' st_int.rd: simply connected root datum of Lie type 'E7' O_check_int:(adjoint root datum of Lie type 'E7',(),[ 2, 2, 2, 0, 2, 0, 2 ]) computing packet for:(adjoint root datum of Lie type 'E7',(),[ 2, 2, 2, 0, 2, 0, 2 ]) computing springer map of[0,0,0,0,0,1,0] O: (adjoint root datum of Lie type 'E7',(),[ 0, 0, 0, 0, 0, 1, 0 ]) survive:final parameter(x=0,lambda=[90,129,174,252,197,136,71]/2,nu=[0,0,0,0,0,0,0]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=2,lambda=[90,129,174,252,197,136,71]/2,nu=[0,0,0,0,0,0,0]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=4,lambda=[90,129,174,252,197,136,71]/2,nu=[0,0,0,0,0,0,0]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=8,lambda=[90,129,174,252,197,136,71]/2,nu=[0,0,0,0,0,0,0]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=42,lambda=[90,129,174,252,195,136,71]/2,nu=[0,0,0,0,3,0,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=43,lambda=[90,129,174,252,195,136,71]/2,nu=[0,0,0,0,3,0,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=44,lambda=[90,129,174,252,195,136,71]/2,nu=[0,0,0,0,3,0,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=52,lambda=[90,129,172,252,197,136,71]/2,nu=[0,0,3,0,0,0,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=53,lambda=[90,129,172,252,197,136,71]/2,nu=[0,0,3,0,0,0,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=75,lambda=[90,129,172,252,195,136,71]/2,nu=[0,0,3,0,3,0,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=82,lambda=[88,129,174,252,195,136,71]/2,nu=[3,0,0,0,3,0,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=115,lambda=[86,129,170,252,197,136,71]/2,nu=[3,0,3,0,0,0,0]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=116,lambda=[86,129,170,252,197,136,71]/2,nu=[3,0,3,0,0,0,0]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=123,lambda=[90,129,174,250,191,132,71]/2,nu=[0,0,0,5,10,5,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=143,lambda=[86,129,170,252,195,136,71]/2,nu=[6,0,6,0,3,0,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=160,lambda=[90,129,170,248,193,136,71]/2,nu=[0,0,4,4,4,0,0]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=161,lambda=[90,129,170,248,193,136,71]/2,nu=[0,0,4,4,4,0,0]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=192,lambda=[90,129,170,248,189,132,71]/2,nu=[0,0,8,8,13,5,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=197,lambda=[88,129,166,246,191,136,71]/2,nu=[3,0,7,4,4,0,0]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=244,lambda=[84,129,168,246,191,136,71]/2,nu=[11,0,11,11,11,0,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=245,lambda=[84,129,168,246,191,136,71]/2,nu=[11,0,11,11,11,0,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=283,lambda=[90,119,166,242,189,136,71]/2,nu=[0,16,11,16,11,0,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=289,lambda=[84,129,168,246,187,132,71]/2,nu=[11,0,11,11,16,5,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=369,lambda=[90,117,168,240,185,130,71]/2,nu=[0,21,11,21,21,10,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=378,lambda=[84,115,160,238,189,136,71]/2,nu=[11,22,22,22,11,0,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=395,lambda=[80,117,164,240,187,136,71]/2,nu=[14,19,14,19,14,0,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=486,lambda=[82,115,166,238,183,130,71]/2,nu=[7,12,7,12,12,5,0]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=573,lambda=[82,113,158,236,181,128,71]/2,nu=[14,27,27,27,27,13,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=28,lambda=[90,129,174,252,197,136,69]/2,nu=[0,0,0,0,0,0,3]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=30,lambda=[90,129,174,252,197,136,69]/2,nu=[0,0,0,0,0,0,3]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=40,lambda=[90,129,174,252,195,136,71]/2,nu=[0,0,0,0,3,0,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=41,lambda=[90,129,174,252,195,136,71]/2,nu=[0,0,0,0,3,0,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=58,lambda=[90,127,174,252,197,136,71]/2,nu=[0,3,0,0,0,0,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=60,lambda=[90,127,174,252,197,136,71]/2,nu=[0,3,0,0,0,0,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=70,lambda=[90,129,174,252,195,136,69]/2,nu=[0,0,0,0,3,0,3]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=73,lambda=[90,129,172,252,197,136,69]/2,nu=[0,0,3,0,0,0,3]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=76,lambda=[90,127,174,252,197,136,69]/2,nu=[0,3,0,0,0,0,3]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=78,lambda=[90,127,174,252,195,136,71]/2,nu=[0,3,0,0,3,0,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=121,lambda=[90,127,174,252,195,136,71]/2,nu=[0,3,0,0,3,0,3]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=121,lambda=[90,127,174,252,195,136,69]/2,nu=[0,3,0,0,3,0,3]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=146,lambda=[90,129,174,252,193,132,67]/2,nu=[0,0,0,0,4,4,4]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=147,lambda=[90,129,174,252,193,132,67]/2,nu=[0,0,0,0,4,4,4]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=164,lambda=[90,125,174,248,193,136,71]/2,nu=[0,4,0,4,4,0,0]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=165,lambda=[90,125,174,248,193,136,71]/2,nu=[0,4,0,4,4,0,0]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=185,lambda=[90,129,174,250,189,130,65]/2,nu=[0,0,0,5,13,8,8]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=198,lambda=[90,129,174,252,191,130,65]/2,nu=[0,3,0,0,8,8,8]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=199,lambda=[90,125,174,248,189,132,71]/2,nu=[0,8,0,8,13,5,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=200,lambda=[90,125,174,248,193,136,69]/2,nu=[0,8,0,8,8,0,3]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=236,lambda=[90,123,168,246,191,136,71]/2,nu=[0,11,11,11,11,0,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=237,lambda=[90,123,168,246,191,136,71]/2,nu=[0,11,11,11,11,0,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=238,lambda=[90,123,168,246,191,136,71]/2,nu=[0,11,11,11,11,0,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=266,lambda=[90,129,170,248,187,130,65]/2,nu=[0,0,4,4,8,4,4]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=274,lambda=[90,125,174,248,187,130,65]/2,nu=[0,4,0,4,8,4,4]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=279,lambda=[90,123,168,246,187,132,71]/2,nu=[0,11,11,11,16,5,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=281,lambda=[90,123,168,246,191,136,69]/2,nu=[0,11,11,11,11,0,3]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=282,lambda=[90,121,164,242,189,136,71]/2,nu=[0,11,16,16,11,0,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=314,lambda=[90,121,174,244,189,128,63]/2,nu=[0,13,0,13,13,13,13]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=315,lambda=[90,121,174,244,189,128,63]/2,nu=[0,13,0,13,13,13,13]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=332,lambda=[82,121,166,244,189,136,71]/2,nu=[7,7,7,7,7,0,0]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=334,lambda=[82,121,166,244,189,136,71]/2,nu=[7,7,7,7,7,0,0]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=338,lambda=[90,125,174,244,185,128,67]/2,nu=[0,8,0,15,23,15,8]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=338,lambda=[90,125,174,244,187,130,69]/2,nu=[0,8,0,15,23,15,8]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=342,lambda=[90,121,164,242,189,136,73]/2,nu=[0,11,16,16,11,0,3]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=342,lambda=[90,121,164,242,189,136,71]/2,nu=[0,11,16,16,11,0,3]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=354,lambda=[90,129,166,244,187,128,63]/2,nu=[0,0,13,13,16,13,13]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=356,lambda=[90,123,162,240,185,130,71]/2,nu=[0,11,21,21,21,10,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=365,lambda=[90,121,174,244,187,128,63]/2,nu=[0,13,0,13,16,13,13]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=372,lambda=[90,123,168,246,185,130,65]/2,nu=[0,11,11,11,19,8,8]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=391,lambda=[82,121,166,244,185,132,71]/2,nu=[14,14,14,14,19,5,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=394,lambda=[76,119,160,238,187,136,71]/2,nu=[11,7,11,11,7,0,0]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=405,lambda=[90,119,164,242,187,126,61]/2,nu=[0,8,8,8,8,8,8]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=406,lambda=[90,119,164,242,187,126,61]/2,nu=[0,8,8,8,8,8,8]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=430,lambda=[90,123,162,240,181,126,67]/2,nu=[0,11,21,21,29,18,8]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=430,lambda=[90,123,162,240,183,128,69]/2,nu=[0,11,21,21,29,18,8]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=437,lambda=[76,119,160,238,187,136,73]/2,nu=[22,14,22,22,14,0,3]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=437,lambda=[76,119,160,238,187,136,71]/2,nu=[22,14,22,22,14,0,3]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=447,lambda=[90,123,160,238,183,128,63]/2,nu=[0,11,24,24,24,13,13]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=456,lambda=[90,115,168,238,183,128,63]/2,nu=[0,24,11,24,24,13,13]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=463,lambda=[90,119,164,242,185,126,61]/2,nu=[0,16,16,16,19,16,16]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=464,lambda=[90,119,162,240,187,126,61]/2,nu=[0,16,21,21,16,16,16]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=478,lambda=[80,129,164,242,185,126,61]/2,nu=[16,0,16,16,19,16,16]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=480,lambda=[74,121,158,236,181,128,71]/2,nu=[27,14,27,27,27,13,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=522,lambda=[78,117,162,240,185,124,59]/2,nu=[19,19,19,19,19,19,19]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=530,lambda=[90,123,162,240,181,126,65]/2,nu=[0,11,24,24,29,18,13]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=530,lambda=[90,123,164,242,183,128,67]/2,nu=[0,11,24,24,29,18,13]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=532,lambda=[90,123,174,244,185,126,65]/2,nu=[0,13,0,18,23,18,13]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=532,lambda=[90,125,174,246,187,128,67]/2,nu=[0,13,0,18,23,18,13]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=535,lambda=[74,121,158,236,177,124,67]/2,nu=[27,14,27,27,35,21,8]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=535,lambda=[74,121,158,236,179,126,69]/2,nu=[27,14,27,27,35,21,8]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=570,lambda=[90,119,160,238,183,126,61]/2,nu=[0,8,12,12,12,8,8]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=571,lambda=[90,115,164,238,183,126,61]/2,nu=[0,12,8,12,12,8,8]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=572,lambda=[90,113,158,228,181,128,71]/2,nu=[0,26,26,39,26,13,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=584,lambda=[72,121,156,234,179,126,61]/2,nu=[15,7,15,15,15,8,8]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=598,lambda=[78,117,162,240,183,124,59]/2,nu=[19,19,19,19,22,19,19]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=599,lambda=[74,117,158,236,185,124,59]/2,nu=[27,19,27,27,19,19,19]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=606,lambda=[90,117,162,228,173,124,59]/2,nu=[0,21,21,42,42,21,21]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=608,lambda=[90,117,162,228,173,124,59]/2,nu=[0,21,21,42,42,21,21]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=636,lambda=[90,105,158,220,173,120,63]/2,nu=[0,39,26,52,39,26,13]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=636,lambda=[90,107,158,222,175,122,65]/2,nu=[0,39,26,52,39,26,13]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=637,lambda=[90,121,162,240,181,124,63]/2,nu=[0,16,24,24,29,21,16]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=637,lambda=[90,123,164,242,183,126,65]/2,nu=[0,16,24,24,29,21,16]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=639,lambda=[74,121,158,236,177,124,63]/2,nu=[30,14,30,30,35,21,16]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=639,lambda=[76,121,160,238,179,126,65]/2,nu=[30,14,30,30,35,21,16]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=646,lambda=[90,115,160,224,167,120,57]/2,nu=[0,21,21,42,47,26,21]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=653,lambda=[90,115,160,224,169,122,57]/2,nu=[0,21,24,42,42,21,21]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=673,lambda=[90,111,156,226,179,126,61]/2,nu=[0,29,29,42,29,16,16]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=676,lambda=[78,109,142,220,177,128,71]/2,nu=[19,32,51,51,32,13,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=706,lambda=[72,117,156,234,179,124,59]/2,nu=[30,19,30,30,30,19,19]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=707,lambda=[78,113,162,236,181,124,59]/2,nu=[19,27,19,27,27,19,19]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=708,lambda=[70,109,154,222,177,126,71]/2,nu=[16,16,16,24,16,8,0]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=730,lambda=[76,115,160,224,169,122,57]/2,nu=[12,12,12,24,24,12,12]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=732,lambda=[76,115,160,224,169,122,57]/2,nu=[12,12,12,24,24,12,12]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=738,lambda=[90,117,160,228,171,122,59]/2,nu=[0,21,24,42,47,26,21]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=738,lambda=[90,115,158,224,167,120,57]/2,nu=[0,21,24,42,47,26,21]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=743,lambda=[90,105,156,220,173,120,61]/2,nu=[0,39,29,52,39,26,16]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=743,lambda=[90,107,158,222,175,122,63]/2,nu=[0,39,29,52,39,26,16]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=750,lambda=[70,101,154,214,169,118,63]/2,nu=[32,45,32,61,45,29,13]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=750,lambda=[70,103,154,216,171,120,65]/2,nu=[32,45,32,61,45,29,13]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=751,lambda=[74,119,158,236,177,122,61]/2,nu=[30,19,30,30,35,24,19]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=751,lambda=[76,121,160,238,179,124,63]/2,nu=[30,19,30,30,35,24,19]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=801,lambda=[72,113,156,220,165,120,55]/2,nu=[15,12,15,24,24,12,12]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=819,lambda=[68,107,152,220,175,124,59]/2,nu=[35,35,35,51,35,19,19]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=822,lambda=[68,107,140,218,175,126,71]/2,nu=[35,35,54,54,35,16,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=829,lambda=[74,113,142,220,165,120,55]/2,nu=[27,27,54,54,54,27,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=849,lambda=[68,97,130,208,165,116,61]/2,nu=[35,51,70,70,51,32,16]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=849,lambda=[68,99,132,210,167,118,63]/2,nu=[35,51,70,70,51,32,16]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=852,lambda=[72,115,156,224,167,120,57]/2,nu=[30,24,30,48,53,29,24]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=852,lambda=[70,113,154,220,163,118,55]/2,nu=[30,24,30,48,53,29,24]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=859,lambda=[68,101,152,214,169,118,59]/2,nu=[35,45,35,61,45,29,19]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=859,lambda=[70,103,154,216,171,120,61]/2,nu=[35,45,35,61,45,29,19]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=869,lambda=[90,115,156,220,165,118,57]/2,nu=[0,21,31,52,52,31,21]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=879,lambda=[72,111,136,214,161,118,53]/2,nu=[27,27,59,59,54,27,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=894,lambda=[74,107,136,214,175,120,55]/2,nu=[24,35,59,59,35,24,24]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1013,lambda=[68,113,152,214,159,114,55]/2,nu=[37,24,37,61,61,37,24]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1019,lambda=[68,111,134,212,161,118,53]/2,nu=[35,27,62,62,54,27,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1033,lambda=[66,105,134,212,173,120,55]/2,nu=[19,19,31,31,19,12,12]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1049,lambda=[72,115,136,214,163,116,57]/2,nu=[35,27,72,72,64,37,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1049,lambda=[70,113,132,210,159,114,55]/2,nu=[35,27,72,72,64,37,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1055,lambda=[70,101,134,212,169,116,59]/2,nu=[38,51,75,75,51,37,24]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1055,lambda=[68,99,130,208,167,114,57]/2,nu=[38,51,75,75,51,37,24]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=141,lambda=[86,129,170,252,197,136,69]/2,nu=[6,0,6,0,0,0,3]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=333,lambda=[82,121,166,244,189,136,71]/2,nu=[7,7,7,7,7,0,0]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=382,lambda=[84,129,168,246,185,130,65]/2,nu=[11,0,11,11,19,8,8]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=393,lambda=[82,121,166,244,189,136,69]/2,nu=[14,14,14,14,14,0,3]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=490,lambda=[82,121,166,244,183,130,65]/2,nu=[7,7,7,7,11,4,4]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=523,lambda=[78,117,162,240,185,124,59]/2,nu=[19,19,19,19,19,19,19]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=591,lambda=[82,113,166,236,181,128,63]/2,nu=[14,27,14,27,27,13,13]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=675,lambda=[82,111,156,234,179,126,61]/2,nu=[7,15,15,15,15,8,8]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=787,lambda=[78,107,140,218,175,126,61]/2,nu=[19,35,54,54,35,16,16]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=794,lambda=[74,113,158,220,163,118,55]/2,nu=[24,24,24,48,53,29,24]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=830,lambda=[74,113,142,220,165,120,55]/2,nu=[27,27,54,54,54,27,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=876,lambda=[72,111,138,216,159,116,53]/2,nu=[27,27,54,54,59,32,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=911,lambda=[72,111,138,216,161,118,53]/2,nu=[30,27,54,54,54,27,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=926,lambda=[66,105,138,216,173,124,59]/2,nu=[38,38,57,57,38,19,19]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=988,lambda=[72,111,134,212,157,114,53]/2,nu=[27,27,64,64,64,37,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=997,lambda=[90,109,154,218,163,116,57]/2,nu=[0,34,34,55,55,34,21]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1079,lambda=[76,101,132,196,141,108,57]/2,nu=[24,45,69,90,90,45,21]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1103,lambda=[72,105,132,210,155,112,53]/2,nu=[27,40,67,67,67,40,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1116,lambda=[66,111,132,210,155,112,53]/2,nu=[40,27,67,67,67,40,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1124,lambda=[66,105,150,212,157,112,55]/2,nu=[20,20,20,32,32,20,12]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1195,lambda=[70,81,126,184,149,108,51]/2,nu=[32,77,77,109,77,45,32]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1205,lambda=[60,99,130,192,137,106,55]/2,nu=[24,24,36,48,48,24,12]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1220,lambda=[64,103,130,208,153,110,53]/2,nu=[43,43,70,70,70,43,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1265,lambda=[60,99,114,192,149,106,53]/2,nu=[48,48,96,96,75,48,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1297,lambda=[60,79,124,182,147,106,51]/2,nu=[24,40,40,56,40,24,16]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1341,lambda=[58,97,110,174,133,104,53]/2,nu=[53,53,106,132,106,53,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1424,lambda=[56,79,106,168,129,102,53]/2,nu=[56,85,112,141,112,56,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1425,lambda=[58,77,110,168,145,104,51]/2,nu=[53,85,106,138,85,53,32]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=45,lambda=[90,129,174,252,195,136,71]/2,nu=[0,0,0,0,3,0,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=239,lambda=[90,123,168,246,191,136,71]/2,nu=[0,11,11,11,11,0,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=240,lambda=[90,123,168,246,191,136,71]/2,nu=[0,11,11,11,11,0,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=241,lambda=[90,123,168,246,191,136,71]/2,nu=[0,11,11,11,11,0,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=280,lambda=[90,121,166,242,187,136,71]/2,nu=[0,11,11,16,16,0,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=285,lambda=[88,121,164,244,189,136,71]/2,nu=[6,11,17,11,11,0,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=295,lambda=[82,129,166,244,189,136,71]/2,nu=[11,0,14,11,11,0,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=335,lambda=[82,121,166,244,189,136,71]/2,nu=[7,7,7,7,7,0,0]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=336,lambda=[82,121,166,244,189,136,71]/2,nu=[7,7,7,7,7,0,0]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=337,lambda=[82,121,166,244,189,136,71]/2,nu=[7,7,7,7,7,0,0]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=360,lambda=[84,121,160,238,183,136,71]/2,nu=[11,11,22,22,22,0,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=392,lambda=[80,119,164,240,185,136,71]/2,nu=[14,14,14,19,19,0,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=397,lambda=[80,119,164,242,187,136,71]/2,nu=[14,14,17,14,14,0,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=495,lambda=[80,119,160,238,183,136,71]/2,nu=[7,7,11,11,11,0,0]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=497,lambda=[80,115,160,238,187,136,71]/2,nu=[7,11,11,11,7,0,0]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=513,lambda=[78,117,150,228,185,136,71]/2,nu=[19,19,38,38,19,0,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=514,lambda=[78,117,150,228,185,136,71]/2,nu=[19,19,38,38,19,0,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=559,lambda=[78,117,150,228,183,136,71]/2,nu=[19,19,38,38,22,0,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=565,lambda=[82,113,158,228,181,136,71]/2,nu=[14,27,27,40,27,0,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=665,lambda=[82,109,154,220,165,124,71]/2,nu=[7,16,16,25,25,9,0]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=722,lambda=[76,115,146,224,169,122,71]/2,nu=[12,12,24,24,24,12,0]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=723,lambda=[76,115,146,224,169,122,71]/2,nu=[12,12,24,24,24,12,0]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=767,lambda=[74,113,142,218,163,120,71]/2,nu=[24,24,48,53,53,24,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=811,lambda=[76,109,154,218,163,122,71]/2,nu=[21,32,32,53,53,21,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=875,lambda=[72,111,138,216,161,116,51]/2,nu=[27,27,54,54,54,32,32]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=884,lambda=[80,105,150,214,159,112,47]/2,nu=[19,40,40,61,61,40,40]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=986,lambda=[72,111,138,212,157,114,49]/2,nu=[27,27,54,64,64,37,37]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1024,lambda=[74,105,150,212,157,112,47]/2,nu=[12,20,20,32,32,20,20]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 dim: 21 27 survive:final parameter(x=575,lambda=[78,115,150,228,185,136,71]/2,nu=[19,22,38,38,19,0,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=664,lambda=[90,115,160,224,169,122,57]/2,nu=[0,24,21,42,42,21,21]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=777,lambda=[82,107,152,216,161,122,57]/2,nu=[14,35,35,56,56,21,21]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=810,lambda=[74,113,158,220,165,120,55]/2,nu=[24,27,24,48,48,24,24]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=821,lambda=[78,111,156,234,179,124,59]/2,nu=[19,30,30,30,30,19,19]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=831,lambda=[74,113,142,220,165,120,55]/2,nu=[27,27,54,54,54,27,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=832,lambda=[74,113,142,220,165,120,55]/2,nu=[27,27,54,54,54,27,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=833,lambda=[74,113,142,220,165,120,55]/2,nu=[27,27,54,54,54,27,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=877,lambda=[72,111,138,214,159,118,53]/2,nu=[27,27,54,59,59,27,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=890,lambda=[72,111,138,216,161,118,53]/2,nu=[27,30,54,54,54,27,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=891,lambda=[74,109,142,216,161,120,71]/2,nu=[12,16,24,28,28,12,0]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=917,lambda=[74,107,152,214,159,120,55]/2,nu=[24,35,35,59,59,24,24]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=989,lambda=[74,107,136,208,159,120,71]/2,nu=[24,37,61,74,61,24,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=995,lambda=[72,93,138,198,159,118,71]/2,nu=[29,58,58,87,61,29,0]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1002,lambda=[72,107,138,212,157,118,53]/2,nu=[27,35,54,62,62,27,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1004,lambda=[72,107,134,212,161,118,53]/2,nu=[27,35,62,62,54,27,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1042,lambda=[70,89,134,192,157,116,51]/2,nu=[16,32,32,48,32,16,16]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1043,lambda=[70,89,134,192,157,116,51]/2,nu=[16,32,32,48,32,16,16]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1089,lambda=[72,105,132,204,155,118,53]/2,nu=[27,40,67,80,67,27,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1093,lambda=[70,89,134,192,155,116,51]/2,nu=[32,64,64,96,67,32,32]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1099,lambda=[70,89,132,192,157,116,51]/2,nu=[32,64,67,96,64,32,32]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1226,lambda=[68,85,130,186,131,92,49]/2,nu=[37,74,74,111,111,74,37]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1227,lambda=[68,85,130,186,131,92,49]/2,nu=[37,74,74,111,111,74,37]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1259,lambda=[68,101,124,180,125,92,49]/2,nu=[34,45,79,113,113,68,34]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1269,lambda=[66,81,126,178,123,88,47]/2,nu=[37,74,74,116,116,74,37]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1351,lambda=[66,81,122,176,121,88,47]/2,nu=[37,74,82,119,119,74,37]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1410,lambda=[64,77,96,148,117,84,45]/2,nu=[42,84,126,168,129,84,42]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1491,lambda=[34,73,90,140,111,80,43]/2,nu=[90,90,135,180,138,90,45]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=960,lambda=[72,113,142,220,163,118,55]/2,nu=[30,27,54,54,59,32,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=965,lambda=[66,97,130,208,165,116,59]/2,nu=[38,51,70,70,51,32,19]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1053,lambda=[90,109,156,222,169,118,61]/2,nu=[0,39,34,60,55,34,21]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1144,lambda=[66,93,124,180,135,110,59]/2,nu=[40,61,85,122,106,45,21]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1150,lambda=[70,101,132,210,161,114,57]/2,nu=[38,51,78,78,67,40,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1156,lambda=[68,115,136,214,161,114,57]/2,nu=[40,27,72,72,67,40,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1161,lambda=[68,105,152,216,163,114,59]/2,nu=[40,45,40,69,64,40,24]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1233,lambda=[64,93,122,180,135,110,55]/2,nu=[43,61,88,122,106,45,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1238,lambda=[66,81,122,184,149,108,51]/2,nu=[38,77,83,109,77,45,32]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1243,lambda=[62,93,124,180,133,108,57]/2,nu=[48,61,85,122,109,48,24]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1250,lambda=[66,101,132,210,159,112,57]/2,nu=[43,51,78,78,70,43,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1311,lambda=[60,89,116,172,129,86,31]/2,nu=[48,71,98,142,121,94,71]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1318,lambda=[60,97,114,192,149,106,53]/2,nu=[48,51,96,96,75,48,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1323,lambda=[62,93,122,180,133,108,55]/2,nu=[48,61,88,122,109,48,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1329,lambda=[60,79,122,182,147,106,51]/2,nu=[48,80,83,112,80,48,32]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1380,lambda=[62,93,118,168,121,96,51]/2,nu=[48,61,95,142,129,68,34]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1384,lambda=[58,93,110,168,129,104,55]/2,nu=[53,61,106,140,114,53,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1395,lambda=[62,89,118,172,129,84,31]/2,nu=[53,71,98,142,124,97,71]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1452,lambda=[62,77,116,164,117,92,49]/2,nu=[48,87,98,148,135,74,37]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1456,lambda=[56,77,106,164,127,102,55]/2,nu=[56,85,112,146,117,56,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1505,lambda=[54,85,102,154,117,74,27]/2,nu=[58,71,116,158,129,100,71]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1511,lambda=[56,77,106,164,127,102,53]/2,nu=[56,88,112,149,117,56,32]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1515,lambda=[58,75,116,162,117,92,49]/2,nu=[53,90,98,151,135,74,37]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1553,lambda=[52,71,98,150,115,74,27]/2,nu=[61,93,122,164,132,100,71]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=960,lambda=[70,111,138,216,159,116,53]/2,nu=[30,27,54,54,59,32,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=965,lambda=[68,99,132,210,167,118,61]/2,nu=[38,51,70,70,51,32,19]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1053,lambda=[90,107,154,218,165,116,59]/2,nu=[0,39,34,60,55,34,21]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1144,lambda=[66,91,122,176,131,108,57]/2,nu=[40,61,85,122,106,45,21]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1150,lambda=[68,99,128,206,157,112,55]/2,nu=[38,51,78,78,67,40,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1156,lambda=[66,113,132,210,157,112,55]/2,nu=[40,27,72,72,67,40,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1161,lambda=[66,103,150,212,159,112,57]/2,nu=[40,45,40,69,64,40,24]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1233,lambda=[62,91,118,176,131,108,53]/2,nu=[43,61,88,122,106,45,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1238,lambda=[68,85,126,190,153,110,53]/2,nu=[38,77,83,109,77,45,32]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1243,lambda=[64,95,126,184,137,110,59]/2,nu=[48,61,85,122,109,48,24]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1250,lambda=[64,99,128,206,155,110,55]/2,nu=[43,51,78,78,70,43,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1311,lambda=[60,87,114,168,125,82,29]/2,nu=[48,71,98,142,121,94,71]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1318,lambda=[62,99,118,196,153,108,55]/2,nu=[48,51,96,96,75,48,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1323,lambda=[60,91,118,176,129,106,53]/2,nu=[48,61,88,122,109,48,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1329,lambda=[62,83,126,188,151,108,53]/2,nu=[48,80,83,112,80,48,32]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1380,lambda=[64,95,122,174,127,100,53]/2,nu=[48,61,95,142,129,68,34]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1384,lambda=[56,91,106,164,125,102,53]/2,nu=[53,61,106,140,114,53,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1395,lambda=[60,87,116,168,125,80,29]/2,nu=[53,71,98,142,124,97,71]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1452,lambda=[64,81,120,170,123,96,51]/2,nu=[48,87,98,148,135,74,37]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1456,lambda=[54,75,102,160,123,100,53]/2,nu=[56,85,112,146,117,56,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1505,lambda=[56,87,106,158,121,78,29]/2,nu=[58,71,116,158,129,100,71]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1511,lambda=[58,81,110,170,131,104,55]/2,nu=[56,88,112,149,117,56,32]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1515,lambda=[60,79,120,168,123,96,51]/2,nu=[53,90,98,151,135,74,37]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1553,lambda=[54,73,102,154,119,78,29]/2,nu=[61,93,122,164,132,100,71]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1102,lambda=[72,105,138,210,155,112,47]/2,nu=[27,40,54,67,67,40,40]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1117,lambda=[66,105,134,204,157,120,71]/2,nu=[20,20,32,40,32,12,0]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1127,lambda=[66,105,132,210,161,118,53]/2,nu=[38,38,65,65,54,27,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1182,lambda=[72,101,128,196,141,108,53]/2,nu=[27,45,72,90,90,45,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1184,lambda=[72,101,128,196,151,108,43]/2,nu=[27,45,72,90,72,45,45]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1189,lambda=[70,89,134,192,153,112,47]/2,nu=[16,32,32,48,36,20,20]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1213,lambda=[64,103,130,200,153,118,53]/2,nu=[43,43,70,86,70,27,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1222,lambda=[66,89,130,192,157,116,51]/2,nu=[19,32,35,48,32,16,16]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1258,lambda=[74,99,128,192,137,92,41]/2,nu=[27,50,77,100,100,73,50]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1292,lambda=[60,99,126,192,137,106,53]/2,nu=[48,48,75,96,96,48,27]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1294,lambda=[60,99,126,192,149,106,41]/2,nu=[48,48,75,96,75,48,48]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1360,lambda=[58,97,126,188,133,88,39]/2,nu=[53,53,80,106,106,79,53]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1361,lambda=[60,99,122,178,123,92,49]/2,nu=[24,24,41,58,58,34,17]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1418,lambda=[66,75,120,168,119,88,47]/2,nu=[37,87,87,137,124,74,37]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1436,lambda=[60,81,120,174,119,88,47]/2,nu=[48,74,85,122,122,74,37]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1473,lambda=[54,93,102,162,125,82,35]/2,nu=[58,58,116,145,116,87,58]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1483,lambda=[56,75,106,164,129,102,51]/2,nu=[28,44,56,72,56,28,16]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1495,lambda=[58,73,118,164,117,88,47]/2,nu=[53,90,90,143,127,74,37]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1531,lambda=[52,71,98,156,121,80,33]/2,nu=[61,93,122,154,122,90,61]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1532,lambda=[56,71,106,160,115,88,47]/2,nu=[56,93,112,149,130,74,37]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1572,lambda=[56,69,88,140,111,84,45]/2,nu=[28,49,70,91,70,42,21]/1) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1600,lambda=[52,67,98,138,97,74,47]/2,nu=[63,100,126,189,163,100,37]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 dim: 21 27 survive:final parameter(x=1267,lambda=[66,81,126,180,125,88,47]/2,nu=[37,74,74,111,111,74,40]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 cell character: 10 springer_O:10 survive:final parameter(x=1554,lambda=[56,73,106,160,117,92,49]/2,nu=[56,93,112,154,135,74,37]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1554,lambda=[58,77,110,166,123,96,51]/2,nu=[56,93,112,154,135,74,37]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1589,lambda=[56,71,92,144,113,88,47]/2,nu=[56,98,140,187,145,84,42]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1589,lambda=[58,75,98,152,119,92,49]/2,nu=[56,98,140,187,145,84,42]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1609,lambda=[34,67,84,134,107,80,43]/2,nu=[90,101,146,191,146,90,45]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1620,lambda=[38,69,88,138,109,84,45]/2,nu=[90,101,146,196,151,90,45]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1620,lambda=[42,73,94,146,115,88,47]/2,nu=[90,101,146,196,151,90,45]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 survive:final parameter(x=1635,lambda=[52,71,98,138,101,76,31]/2,nu=[66,103,132,198,169,108,71]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 cell character: 10 springer_O:10 survive:final parameter(x=1635,lambda=[50,67,94,132,95,72,29]/2,nu=[66,103,132,198,169,108,71]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 cell character: 10 springer_O:10 dim: 7 27 dim: 1 27 dim: 1 27 Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 1, 0, 0, 0, 0, 0, 0 ]) Computing weak packet for orbit: simply connected root datum of Lie type 'E7' [ 26, 37, 50, 72, 57, 40, 21 ] dim=124 Computing weak packets for disconnected real group with Lie algebra 'e7(e6.u(1))' gamma:[ 94, 135, 182, 264, 207, 144, 75 ]/2 gamma_final:[ 26, 37, 50, 72, 57, 40, 21 ]/2 Initializing CharacterTable for Lie type 'E7' Step 1/6 Step 2/6 Step 3/6 Step 4/6 Step 5/6 Step 6/6 integral data: st_int rd_int:adjoint root datum of Lie type 'E7' st_int.rd: simply connected root datum of Lie type 'E7' O_check_int:(adjoint root datum of Lie type 'E7',(),[ 2, 2, 2, 0, 2, 2, 2 ]) computing packet for:(adjoint root datum of Lie type 'E7',(),[ 2, 2, 2, 0, 2, 2, 2 ]) computing springer map of[1,0,0,0,0,0,0] O: (adjoint root datum of Lie type 'E7',(),[ 1, 0, 0, 0, 0, 0, 0 ]) survive:final parameter(x=0,lambda=[94,135,182,264,207,144,75]/2,nu=[0,0,0,0,0,0,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=2,lambda=[94,135,182,264,207,144,75]/2,nu=[0,0,0,0,0,0,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=4,lambda=[94,135,182,264,207,144,75]/2,nu=[0,0,0,0,0,0,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=8,lambda=[94,135,182,264,207,144,75]/2,nu=[0,0,0,0,0,0,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=16,lambda=[94,135,182,264,207,144,75]/2,nu=[0,0,0,0,0,0,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=17,lambda=[94,135,182,264,207,144,75]/2,nu=[0,0,0,0,0,0,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=18,lambda=[94,135,182,264,207,144,75]/2,nu=[0,0,0,0,0,0,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=19,lambda=[94,135,182,264,207,144,75]/2,nu=[0,0,0,0,0,0,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=34,lambda=[94,135,182,264,207,142,75]/2,nu=[0,0,0,0,0,3,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=36,lambda=[94,135,182,264,207,142,75]/2,nu=[0,0,0,0,0,3,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=42,lambda=[94,135,182,264,205,144,75]/2,nu=[0,0,0,0,3,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=43,lambda=[94,135,182,264,205,144,75]/2,nu=[0,0,0,0,3,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=44,lambda=[94,135,182,264,205,144,75]/2,nu=[0,0,0,0,3,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=52,lambda=[94,135,180,264,207,144,75]/2,nu=[0,0,3,0,0,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=53,lambda=[94,135,180,264,207,144,75]/2,nu=[0,0,3,0,0,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=55,lambda=[94,135,180,264,207,144,75]/2,nu=[0,0,3,0,0,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=67,lambda=[92,135,182,264,207,144,75]/2,nu=[3,0,0,0,0,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=68,lambda=[92,135,182,264,207,144,75]/2,nu=[3,0,0,0,0,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=74,lambda=[94,135,180,264,207,142,75]/2,nu=[0,0,3,0,0,3,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=75,lambda=[94,135,180,264,205,144,75]/2,nu=[0,0,3,0,3,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=82,lambda=[92,135,182,264,205,144,75]/2,nu=[3,0,0,0,3,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=93,lambda=[94,135,182,264,203,140,75]/2,nu=[0,0,0,0,3,3,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=94,lambda=[94,135,182,264,203,140,75]/2,nu=[0,0,0,0,3,3,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=95,lambda=[94,135,182,264,203,140,75]/2,nu=[0,0,0,0,3,3,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=115,lambda=[90,135,178,264,207,144,75]/2,nu=[3,0,3,0,0,0,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=116,lambda=[90,135,178,264,207,144,75]/2,nu=[3,0,3,0,0,0,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=118,lambda=[90,135,178,264,207,144,75]/2,nu=[3,0,3,0,0,0,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=123,lambda=[94,135,182,262,201,140,75]/2,nu=[0,0,0,5,11,6,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=130,lambda=[94,135,180,264,203,140,75]/2,nu=[0,0,3,0,6,6,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=133,lambda=[92,135,176,260,207,144,75]/2,nu=[6,0,11,5,0,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=139,lambda=[92,135,182,264,203,140,75]/2,nu=[3,0,0,0,6,6,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=142,lambda=[90,135,178,264,207,142,75]/2,nu=[6,0,6,0,0,3,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=143,lambda=[90,135,178,264,205,144,75]/2,nu=[6,0,6,0,3,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=160,lambda=[94,135,178,260,203,144,75]/2,nu=[0,0,4,4,4,0,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=161,lambda=[94,135,178,260,203,144,75]/2,nu=[0,0,4,4,4,0,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=192,lambda=[94,135,178,260,199,140,75]/2,nu=[0,0,4,4,7,3,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=197,lambda=[92,135,174,258,201,144,75]/2,nu=[3,0,7,4,4,0,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=215,lambda=[90,135,178,264,203,140,75]/2,nu=[3,0,3,0,3,3,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=226,lambda=[94,135,176,258,201,138,75]/2,nu=[0,0,11,11,11,11,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=227,lambda=[94,135,176,258,201,138,75]/2,nu=[0,0,11,11,11,11,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=244,lambda=[88,135,176,258,201,144,75]/2,nu=[11,0,11,11,11,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=245,lambda=[88,135,176,258,201,144,75]/2,nu=[11,0,11,11,11,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=271,lambda=[92,135,172,256,199,136,75]/2,nu=[6,0,17,11,11,11,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=283,lambda=[94,125,174,254,199,144,75]/2,nu=[0,16,11,16,11,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=289,lambda=[88,135,176,258,197,140,75]/2,nu=[11,0,11,11,17,6,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=328,lambda=[86,135,174,256,199,136,75]/2,nu=[7,0,7,7,7,7,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=329,lambda=[86,135,174,256,199,136,75]/2,nu=[7,0,7,7,7,7,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=369,lambda=[94,121,176,250,193,136,75]/2,nu=[0,22,11,22,22,11,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=376,lambda=[94,123,172,252,197,134,75]/2,nu=[0,19,14,19,14,14,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=378,lambda=[88,121,168,250,199,144,75]/2,nu=[11,22,22,22,11,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=395,lambda=[84,123,172,252,197,144,75]/2,nu=[14,19,14,19,14,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=469,lambda=[88,119,166,248,197,134,75]/2,nu=[11,25,25,25,14,14,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=486,lambda=[86,119,174,248,191,136,75]/2,nu=[14,25,14,25,25,11,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=494,lambda=[82,121,170,250,195,132,75]/2,nu=[17,22,17,22,17,17,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=573,lambda=[86,117,164,246,189,134,75]/2,nu=[7,14,14,14,14,7,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=5,lambda=[94,135,182,264,207,144,75]/2,nu=[0,0,0,0,0,0,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=9,lambda=[94,135,182,264,207,144,75]/2,nu=[0,0,0,0,0,0,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=28,lambda=[94,135,182,264,207,144,73]/2,nu=[0,0,0,0,0,0,3]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=30,lambda=[94,135,182,264,207,144,73]/2,nu=[0,0,0,0,0,0,3]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=40,lambda=[94,135,182,264,205,144,75]/2,nu=[0,0,0,0,3,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=41,lambda=[94,135,182,264,205,144,75]/2,nu=[0,0,0,0,3,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=54,lambda=[94,135,180,264,207,144,75]/2,nu=[0,0,3,0,0,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=58,lambda=[94,133,182,264,207,144,75]/2,nu=[0,3,0,0,0,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=59,lambda=[94,133,182,264,207,144,75]/2,nu=[0,3,0,0,0,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=60,lambda=[94,133,182,264,207,144,75]/2,nu=[0,3,0,0,0,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=70,lambda=[94,135,182,264,205,144,73]/2,nu=[0,0,0,0,3,0,3]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=73,lambda=[94,135,180,264,207,144,73]/2,nu=[0,0,3,0,0,0,3]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=76,lambda=[94,133,182,264,207,144,73]/2,nu=[0,3,0,0,0,0,3]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=77,lambda=[94,133,182,264,207,142,75]/2,nu=[0,3,0,0,0,3,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=78,lambda=[94,133,182,264,205,144,75]/2,nu=[0,3,0,0,3,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=85,lambda=[94,135,182,264,207,140,71]/2,nu=[0,0,0,0,0,3,3]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=87,lambda=[94,135,182,264,207,140,71]/2,nu=[0,0,0,0,0,3,3]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=91,lambda=[94,135,182,264,203,140,75]/2,nu=[0,0,0,0,3,3,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=92,lambda=[94,135,182,264,203,140,75]/2,nu=[0,0,0,0,3,3,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=121,lambda=[94,133,182,264,205,144,75]/2,nu=[0,3,0,0,3,0,3]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=121,lambda=[94,133,182,264,205,144,73]/2,nu=[0,3,0,0,3,0,3]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=122,lambda=[94,135,182,264,203,136,71]/2,nu=[0,0,0,0,3,6,3]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=129,lambda=[94,135,180,264,207,140,71]/2,nu=[0,0,3,0,0,6,6]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=134,lambda=[94,133,182,264,207,140,71]/2,nu=[0,3,0,0,0,6,6]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=135,lambda=[94,133,182,264,203,140,75]/2,nu=[0,3,0,0,6,6,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=146,lambda=[94,135,182,264,201,138,69]/2,nu=[0,0,0,0,9,9,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=147,lambda=[94,135,182,264,201,138,69]/2,nu=[0,0,0,0,9,9,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=148,lambda=[94,135,182,264,201,138,69]/2,nu=[0,0,0,0,9,9,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=149,lambda=[94,135,182,264,201,138,69]/2,nu=[0,0,0,0,9,9,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=164,lambda=[94,131,182,260,203,144,75]/2,nu=[0,4,0,4,4,0,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=165,lambda=[94,131,182,260,203,144,75]/2,nu=[0,4,0,4,4,0,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=183,lambda=[94,133,182,264,203,138,73]/2,nu=[0,3,0,0,6,12,6]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=183,lambda=[94,133,182,264,203,136,71]/2,nu=[0,3,0,0,6,12,6]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=184,lambda=[94,135,182,264,201,136,69]/2,nu=[0,0,0,0,9,12,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=185,lambda=[94,135,182,262,199,138,69]/2,nu=[0,0,0,5,14,9,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=191,lambda=[94,135,180,264,201,138,69]/2,nu=[0,0,3,0,9,9,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=198,lambda=[94,133,182,264,201,138,69]/2,nu=[0,3,0,0,9,9,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=199,lambda=[94,131,182,260,199,140,75]/2,nu=[0,4,0,4,7,3,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=200,lambda=[94,131,182,260,203,144,73]/2,nu=[0,8,0,8,8,0,3]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=230,lambda=[94,129,182,258,201,138,75]/2,nu=[0,11,0,11,11,11,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=231,lambda=[94,129,182,258,201,138,75]/2,nu=[0,11,0,11,11,11,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=236,lambda=[94,129,176,258,201,144,75]/2,nu=[0,11,11,11,11,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=237,lambda=[94,129,176,258,201,144,75]/2,nu=[0,11,11,11,11,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=238,lambda=[94,129,176,258,201,144,75]/2,nu=[0,11,11,11,11,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=256,lambda=[94,133,182,264,203,138,71]/2,nu=[0,3,0,0,9,12,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=256,lambda=[94,133,182,264,201,136,69]/2,nu=[0,3,0,0,9,12,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=259,lambda=[94,135,182,260,197,134,69]/2,nu=[0,0,0,8,17,17,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=266,lambda=[94,135,178,260,197,138,69]/2,nu=[0,0,8,8,17,9,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=268,lambda=[94,135,174,256,199,136,75]/2,nu=[0,0,11,11,14,11,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=274,lambda=[94,131,182,260,197,138,69]/2,nu=[0,8,0,8,17,9,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=275,lambda=[94,129,182,258,201,134,71]/2,nu=[0,11,0,11,11,17,6]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=276,lambda=[94,127,182,256,199,136,75]/2,nu=[0,11,0,11,14,11,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=279,lambda=[94,129,176,258,197,140,75]/2,nu=[0,11,11,11,17,6,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=281,lambda=[94,129,176,258,201,144,73]/2,nu=[0,11,11,11,11,0,3]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=282,lambda=[94,127,172,254,199,144,75]/2,nu=[0,11,16,16,11,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=310,lambda=[94,135,174,256,199,136,67]/2,nu=[0,0,7,7,7,7,7]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=311,lambda=[94,135,174,256,199,136,67]/2,nu=[0,0,7,7,7,7,7]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=314,lambda=[94,127,182,256,199,136,67]/2,nu=[0,7,0,7,7,7,7]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=315,lambda=[94,127,182,256,199,136,67]/2,nu=[0,7,0,7,7,7,7]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=320,lambda=[94,127,174,256,199,136,75]/2,nu=[0,7,7,7,7,7,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=321,lambda=[94,127,174,256,199,136,75]/2,nu=[0,7,7,7,7,7,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=322,lambda=[94,127,174,256,199,136,75]/2,nu=[0,7,7,7,7,7,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=332,lambda=[86,127,174,256,199,144,75]/2,nu=[7,7,7,7,7,0,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=334,lambda=[86,127,174,256,199,144,75]/2,nu=[7,7,7,7,7,0,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=338,lambda=[94,131,182,254,195,136,73]/2,nu=[0,8,0,16,25,17,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=338,lambda=[94,131,182,254,193,134,71]/2,nu=[0,8,0,16,25,17,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=342,lambda=[94,127,172,254,199,144,77]/2,nu=[0,11,16,16,11,0,3]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=342,lambda=[94,127,172,254,199,144,75]/2,nu=[0,11,16,16,11,0,3]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=352,lambda=[94,135,176,258,195,132,69]/2,nu=[0,0,11,11,20,20,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=354,lambda=[94,135,172,254,197,134,65]/2,nu=[0,0,14,14,17,14,14]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=356,lambda=[94,129,168,250,193,136,75]/2,nu=[0,11,22,22,22,11,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=363,lambda=[94,129,182,258,195,132,69]/2,nu=[0,11,0,11,20,20,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=364,lambda=[94,125,182,254,197,134,65]/2,nu=[0,14,0,14,14,17,14]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=365,lambda=[94,125,182,254,197,134,65]/2,nu=[0,14,0,14,17,14,14]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=372,lambda=[94,129,176,258,195,138,69]/2,nu=[0,11,11,11,20,9,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=373,lambda=[94,127,174,256,199,132,71]/2,nu=[0,7,7,7,7,10,3]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=374,lambda=[94,125,172,254,197,134,75]/2,nu=[0,14,14,14,17,14,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=375,lambda=[94,125,170,252,197,134,75]/2,nu=[0,14,19,19,14,14,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=384,lambda=[84,135,172,254,197,134,75]/2,nu=[14,0,14,14,17,14,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=391,lambda=[86,127,174,256,195,140,75]/2,nu=[7,7,7,7,10,3,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=394,lambda=[80,125,168,250,197,144,75]/2,nu=[11,7,11,11,7,0,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=405,lambda=[94,125,172,254,197,134,65]/2,nu=[0,17,17,17,17,17,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=406,lambda=[94,125,172,254,197,134,65]/2,nu=[0,17,17,17,17,17,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=407,lambda=[94,125,172,254,197,134,65]/2,nu=[0,17,17,17,17,17,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=419,lambda=[84,135,172,254,197,134,65]/2,nu=[17,0,17,17,17,17,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=420,lambda=[84,135,172,254,197,134,65]/2,nu=[17,0,17,17,17,17,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=423,lambda=[84,125,172,254,197,134,75]/2,nu=[17,17,17,17,17,17,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=425,lambda=[84,125,172,254,197,134,75]/2,nu=[17,17,17,17,17,17,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=430,lambda=[94,129,168,250,191,134,73]/2,nu=[0,11,22,22,31,20,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=430,lambda=[94,129,168,250,189,132,71]/2,nu=[0,11,22,22,31,20,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=433,lambda=[94,127,182,254,195,134,73]/2,nu=[0,11,0,16,25,20,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=433,lambda=[94,127,182,254,193,132,71]/2,nu=[0,11,0,16,25,20,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=435,lambda=[94,125,170,252,197,134,75]/2,nu=[0,14,19,19,14,20,6]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=435,lambda=[94,125,170,252,197,132,73]/2,nu=[0,14,19,19,14,20,6]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=437,lambda=[80,125,168,250,197,144,77]/2,nu=[22,14,22,22,14,0,3]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=437,lambda=[80,125,168,250,197,144,75]/2,nu=[22,14,22,22,14,0,3]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=446,lambda=[94,135,172,254,195,132,65]/2,nu=[0,0,7,7,10,10,7]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=447,lambda=[94,129,166,248,191,134,65]/2,nu=[0,11,25,25,25,14,14]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=454,lambda=[94,125,182,254,195,132,65]/2,nu=[0,7,0,7,10,10,7]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=456,lambda=[94,119,176,248,191,134,65]/2,nu=[0,25,11,25,25,14,14]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=461,lambda=[94,127,174,256,193,130,69]/2,nu=[0,14,14,14,23,23,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=462,lambda=[94,123,170,252,195,132,63]/2,nu=[0,17,17,17,17,20,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=463,lambda=[94,123,170,252,195,132,63]/2,nu=[0,17,17,17,20,17,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=464,lambda=[94,123,168,250,195,132,63]/2,nu=[0,17,22,22,17,17,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=465,lambda=[94,125,168,250,193,134,75]/2,nu=[0,7,11,11,11,7,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=466,lambda=[94,121,170,250,195,132,63]/2,nu=[0,22,17,22,17,17,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=467,lambda=[94,121,172,250,193,134,75]/2,nu=[0,11,7,11,11,7,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=478,lambda=[82,135,170,252,195,132,63]/2,nu=[17,0,17,17,20,17,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=480,lambda=[76,127,164,246,189,134,75]/2,nu=[14,7,14,14,14,7,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=492,lambda=[82,123,170,252,195,132,75]/2,nu=[17,17,17,17,20,17,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=493,lambda=[78,123,166,248,195,132,75]/2,nu=[25,17,25,25,17,17,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=498,lambda=[94,123,170,240,183,132,75]/2,nu=[0,19,19,38,38,19,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=500,lambda=[94,123,170,240,183,132,75]/2,nu=[0,19,19,38,38,19,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=522,lambda=[82,123,170,252,195,132,63]/2,nu=[10,10,10,10,10,10,10]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=524,lambda=[82,123,170,252,195,132,63]/2,nu=[10,10,10,10,10,10,10]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=530,lambda=[94,129,170,252,191,134,69]/2,nu=[0,11,25,25,31,20,14]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=530,lambda=[94,129,168,250,189,132,67]/2,nu=[0,11,25,25,31,20,14]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=532,lambda=[94,129,182,256,195,134,69]/2,nu=[0,14,0,19,25,20,14]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=532,lambda=[94,127,182,254,193,132,67]/2,nu=[0,14,0,19,25,20,14]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=533,lambda=[94,125,168,250,191,132,73]/2,nu=[0,14,22,22,31,23,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=533,lambda=[94,125,168,250,189,130,71]/2,nu=[0,14,22,22,31,23,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=534,lambda=[94,127,172,254,199,134,67]/2,nu=[0,17,22,22,17,20,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=534,lambda=[94,125,170,252,197,132,65]/2,nu=[0,17,22,22,17,20,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=535,lambda=[76,127,164,246,187,132,73]/2,nu=[28,14,28,28,37,23,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=535,lambda=[76,127,164,246,185,130,71]/2,nu=[28,14,28,28,37,23,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=538,lambda=[78,123,166,248,195,132,75]/2,nu=[25,17,25,25,17,23,6]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=538,lambda=[78,123,166,248,195,130,73]/2,nu=[25,17,25,25,17,23,6]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=539,lambda=[94,123,170,240,177,126,69]/2,nu=[0,19,19,38,47,28,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=549,lambda=[94,123,168,240,183,132,75]/2,nu=[0,19,22,38,38,19,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=550,lambda=[94,127,164,246,189,126,65]/2,nu=[0,7,14,14,14,14,7]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=563,lambda=[94,117,174,246,189,126,65]/2,nu=[0,14,7,14,14,14,7]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=569,lambda=[94,123,170,252,193,130,63]/2,nu=[0,17,17,17,23,23,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=570,lambda=[94,123,166,248,191,132,63]/2,nu=[0,17,25,25,25,17,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=571,lambda=[94,119,170,248,191,132,63]/2,nu=[0,25,17,25,25,17,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=572,lambda=[94,119,166,242,191,134,75]/2,nu=[0,27,27,40,27,14,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=584,lambda=[74,127,162,244,187,132,63]/2,nu=[31,14,31,31,31,17,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=598,lambda=[80,121,168,250,193,130,61]/2,nu=[20,20,20,20,23,20,20]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=599,lambda=[76,121,164,246,193,130,61]/2,nu=[14,10,14,14,10,10,10]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=600,lambda=[76,123,164,246,189,132,75]/2,nu=[28,17,28,28,28,17,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=601,lambda=[80,119,168,248,193,130,61]/2,nu=[20,25,20,25,20,20,20]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=602,lambda=[82,119,170,248,191,132,75]/2,nu=[17,25,17,25,25,17,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=606,lambda=[94,121,168,236,179,130,61]/2,nu=[0,11,11,22,22,11,11]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=608,lambda=[94,121,168,236,179,130,61]/2,nu=[0,11,11,22,22,11,11]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=618,lambda=[80,121,168,236,179,130,75]/2,nu=[11,11,11,22,22,11,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=620,lambda=[80,121,168,236,179,130,75]/2,nu=[11,11,11,22,22,11,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=631,lambda=[94,123,168,240,177,126,69]/2,nu=[0,19,22,38,47,28,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=631,lambda=[94,123,168,240,179,128,71]/2,nu=[0,19,22,38,47,28,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=632,lambda=[94,127,168,250,191,130,69]/2,nu=[0,14,28,28,31,28,14]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=632,lambda=[94,127,166,248,189,128,67]/2,nu=[0,14,28,28,31,28,14]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=636,lambda=[94,111,166,232,183,128,67]/2,nu=[0,41,27,54,41,28,14]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=636,lambda=[94,109,166,230,181,126,65]/2,nu=[0,41,27,54,41,28,14]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=637,lambda=[94,127,170,252,191,132,67]/2,nu=[0,17,25,25,31,23,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=637,lambda=[94,125,168,250,189,130,65]/2,nu=[0,17,25,25,31,23,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=639,lambda=[78,127,166,248,187,132,67]/2,nu=[31,14,31,31,37,23,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=639,lambda=[76,127,164,246,185,130,65]/2,nu=[31,14,31,31,37,23,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=642,lambda=[76,123,164,246,187,130,73]/2,nu=[28,17,28,28,37,26,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=642,lambda=[76,123,164,246,185,128,71]/2,nu=[28,17,28,28,37,26,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=643,lambda=[80,125,168,250,197,132,65]/2,nu=[28,20,28,28,20,23,20]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=643,lambda=[78,123,166,248,195,130,63]/2,nu=[28,20,28,28,20,23,20]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=646,lambda=[94,121,168,236,175,126,61]/2,nu=[0,11,11,22,25,14,11]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=653,lambda=[94,121,166,236,179,130,61]/2,nu=[0,22,25,44,44,22,22]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=671,lambda=[94,123,164,246,189,126,63]/2,nu=[0,17,28,28,28,28,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=673,lambda=[94,117,164,240,189,132,63]/2,nu=[0,30,30,43,30,17,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=676,lambda=[84,115,152,234,187,134,75]/2,nu=[19,33,52,52,33,14,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=689,lambda=[76,121,164,236,179,130,75]/2,nu=[14,11,14,22,22,11,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=690,lambda=[72,125,160,242,185,122,63]/2,nu=[34,17,34,34,34,34,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=706,lambda=[74,121,162,244,187,130,61]/2,nu=[31,20,31,31,31,20,20]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=707,lambda=[80,117,168,246,189,130,61]/2,nu=[10,14,10,14,14,10,10]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=708,lambda=[74,115,162,236,187,132,75]/2,nu=[33,33,33,49,33,17,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=712,lambda=[94,119,166,232,175,112,59]/2,nu=[0,25,25,50,50,50,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=714,lambda=[94,119,166,232,175,112,59]/2,nu=[0,25,25,50,50,50,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=718,lambda=[78,119,150,232,175,128,75]/2,nu=[25,25,50,50,50,25,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=730,lambda=[78,119,166,232,175,128,59]/2,nu=[25,25,25,50,50,25,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=732,lambda=[78,119,166,232,175,128,59]/2,nu=[25,25,25,50,50,25,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=738,lambda=[94,121,166,236,175,126,61]/2,nu=[0,22,25,44,50,28,22]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=738,lambda=[94,123,168,240,179,128,63]/2,nu=[0,22,25,44,50,28,22]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=743,lambda=[94,111,164,232,183,128,65]/2,nu=[0,41,30,54,41,28,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=743,lambda=[94,109,162,230,181,126,63]/2,nu=[0,41,30,54,41,28,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=745,lambda=[76,121,164,236,173,124,69]/2,nu=[28,22,28,44,53,31,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=745,lambda=[76,121,164,236,175,126,71]/2,nu=[28,22,28,44,53,31,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=746,lambda=[76,125,164,246,187,126,67]/2,nu=[34,17,34,34,37,34,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=746,lambda=[74,125,162,244,185,124,65]/2,nu=[34,17,34,34,37,34,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=750,lambda=[74,107,162,226,179,126,67]/2,nu=[33,47,33,63,47,31,14]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=750,lambda=[74,105,162,224,177,124,65]/2,nu=[33,47,33,63,47,31,14]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=751,lambda=[78,125,166,248,187,130,65]/2,nu=[31,20,31,31,37,26,20]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=751,lambda=[76,123,164,246,185,128,63]/2,nu=[31,20,31,31,37,26,20]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=754,lambda=[94,119,166,232,173,112,59]/2,nu=[0,25,25,50,53,50,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=760,lambda=[94,119,164,232,175,112,59]/2,nu=[0,25,28,50,50,50,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=761,lambda=[94,125,162,234,177,124,65]/2,nu=[0,19,33,52,52,33,14]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=768,lambda=[78,119,148,230,175,128,75]/2,nu=[25,25,55,55,50,25,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=782,lambda=[94,115,162,236,187,124,63]/2,nu=[0,33,33,49,33,33,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=789,lambda=[80,115,148,230,187,130,75]/2,nu=[22,33,55,55,33,22,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=801,lambda=[74,119,162,232,175,128,59]/2,nu=[31,25,31,50,50,25,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=817,lambda=[72,121,160,242,185,122,61]/2,nu=[17,10,17,17,17,17,10]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=819,lambda=[72,113,160,234,185,130,61]/2,nu=[18,18,18,26,18,10,10]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=822,lambda=[72,113,150,232,185,132,75]/2,nu=[36,36,55,55,36,17,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=829,lambda=[76,117,146,228,171,126,57]/2,nu=[14,14,28,28,28,14,14]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=835,lambda=[76,117,164,228,171,108,57]/2,nu=[14,14,14,28,28,28,14]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=837,lambda=[76,117,164,228,171,108,57]/2,nu=[14,14,14,28,28,28,14]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=842,lambda=[94,119,164,232,173,112,59]/2,nu=[0,25,28,50,53,50,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=842,lambda=[94,121,166,236,177,116,61]/2,nu=[0,25,28,50,53,50,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=848,lambda=[94,111,162,230,183,124,65]/2,nu=[0,41,33,57,41,33,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=848,lambda=[94,109,160,228,181,122,63]/2,nu=[0,41,33,57,41,33,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=849,lambda=[72,103,138,220,175,124,65]/2,nu=[36,53,72,72,53,34,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=849,lambda=[72,101,136,218,173,122,63]/2,nu=[36,53,72,72,53,34,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=852,lambda=[74,119,162,232,171,124,59]/2,nu=[31,25,31,50,56,31,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=852,lambda=[76,121,164,236,175,126,61]/2,nu=[31,25,31,50,56,31,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=859,lambda=[72,107,160,226,179,126,63]/2,nu=[36,47,36,63,47,31,20]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=859,lambda=[70,105,158,224,177,124,61]/2,nu=[36,47,36,63,47,31,20]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=869,lambda=[94,121,162,230,173,124,61]/2,nu=[0,22,33,55,55,33,22]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=879,lambda=[76,117,144,226,171,126,57]/2,nu=[28,28,61,61,56,28,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=894,lambda=[78,113,144,226,185,128,59]/2,nu=[25,36,61,61,36,25,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=906,lambda=[72,117,160,228,171,108,57]/2,nu=[17,14,17,28,28,28,14]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=907,lambda=[70,123,158,228,171,120,63]/2,nu=[39,22,39,61,61,39,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=912,lambda=[74,119,146,228,175,128,75]/2,nu=[33,25,58,58,50,25,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=922,lambda=[70,111,158,230,183,120,61]/2,nu=[39,39,39,58,39,39,20]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=927,lambda=[72,113,146,228,185,130,75]/2,nu=[18,18,29,29,18,11,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=934,lambda=[74,115,142,224,167,104,55]/2,nu=[31,31,62,62,62,62,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=949,lambda=[74,119,138,220,167,120,67]/2,nu=[33,25,72,72,64,39,14]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=949,lambda=[74,119,140,222,169,122,69]/2,nu=[33,25,72,72,64,39,14]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=954,lambda=[72,103,136,218,175,120,65]/2,nu=[36,53,75,75,53,39,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=954,lambda=[72,105,138,220,177,122,67]/2,nu=[36,53,75,75,53,39,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=957,lambda=[72,117,160,228,169,108,57]/2,nu=[34,28,34,56,59,56,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=957,lambda=[74,119,162,232,173,112,59]/2,nu=[34,28,34,56,59,56,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=964,lambda=[70,107,158,224,179,120,63]/2,nu=[39,47,39,66,47,39,20]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=964,lambda=[68,105,156,222,177,118,61]/2,nu=[39,47,39,66,47,39,20]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=976,lambda=[94,119,162,228,171,112,59]/2,nu=[0,25,33,58,58,50,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=987,lambda=[74,115,140,222,167,104,55]/2,nu=[31,31,67,67,62,62,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1013,lambda=[70,119,158,224,167,120,59]/2,nu=[39,25,39,64,64,39,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1019,lambda=[72,117,142,224,171,126,57]/2,nu=[18,14,32,32,28,14,14]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1033,lambda=[70,111,142,224,183,128,59]/2,nu=[39,39,64,64,39,25,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1049,lambda=[74,119,138,220,167,120,59]/2,nu=[36,28,75,75,67,39,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1049,lambda=[76,121,142,224,171,122,61]/2,nu=[36,28,75,75,67,39,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1055,lambda=[72,103,136,218,175,120,61]/2,nu=[39,53,78,78,53,39,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1055,lambda=[74,105,140,222,177,122,63]/2,nu=[39,53,78,78,53,39,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1110,lambda=[70,117,158,222,165,108,57]/2,nu=[39,28,39,67,67,56,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1118,lambda=[70,115,138,220,167,104,55]/2,nu=[39,31,70,70,62,62,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1130,lambda=[72,113,138,198,141,100,53]/2,nu=[18,18,36,54,54,36,18]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1145,lambda=[72,117,136,218,165,108,57]/2,nu=[39,31,78,78,70,62,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1145,lambda=[74,119,140,222,169,112,59]/2,nu=[39,31,78,78,70,62,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=117,lambda=[90,135,178,264,207,144,75]/2,nu=[3,0,3,0,0,0,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=141,lambda=[90,135,178,264,207,144,73]/2,nu=[6,0,6,0,0,0,3]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=150,lambda=[94,135,182,264,201,138,69]/2,nu=[0,0,0,0,9,9,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=208,lambda=[92,135,182,264,201,138,69]/2,nu=[3,0,0,0,9,9,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=214,lambda=[90,135,178,264,207,140,71]/2,nu=[3,0,3,0,0,3,3]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=294,lambda=[90,135,178,264,201,138,69]/2,nu=[6,0,6,0,9,9,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=333,lambda=[86,127,174,256,199,144,75]/2,nu=[7,7,7,7,7,0,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=361,lambda=[92,135,170,254,197,134,65]/2,nu=[3,0,10,7,7,7,7]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=382,lambda=[88,135,176,258,195,138,69]/2,nu=[11,0,11,11,20,9,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=393,lambda=[86,127,174,256,199,144,73]/2,nu=[14,14,14,14,14,0,3]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=424,lambda=[84,125,172,254,197,134,75]/2,nu=[17,17,17,17,17,17,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=476,lambda=[86,135,174,256,193,130,69]/2,nu=[14,0,14,14,23,23,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=490,lambda=[86,127,174,256,193,138,69]/2,nu=[14,14,14,14,23,9,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=491,lambda=[84,125,172,254,197,130,71]/2,nu=[17,17,17,17,17,23,6]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=523,lambda=[82,123,170,252,195,132,63]/2,nu=[10,10,10,10,10,10,10]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=574,lambda=[88,117,164,246,195,132,63]/2,nu=[11,28,28,28,17,17,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=583,lambda=[82,135,170,252,193,130,63]/2,nu=[17,0,17,17,23,23,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=591,lambda=[86,117,174,246,189,134,65]/2,nu=[7,14,7,14,14,7,7]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=596,lambda=[84,125,172,254,191,128,69]/2,nu=[17,17,17,17,26,26,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=597,lambda=[80,121,168,250,193,130,61]/2,nu=[20,20,20,20,20,23,20]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=672,lambda=[94,117,170,246,189,126,63]/2,nu=[0,28,17,28,28,28,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=675,lambda=[86,115,162,244,187,132,63]/2,nu=[14,31,31,31,31,17,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=679,lambda=[80,121,168,236,173,124,69]/2,nu=[22,22,22,44,53,31,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=699,lambda=[84,115,172,244,187,124,65]/2,nu=[17,31,17,31,31,31,14]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=705,lambda=[80,121,168,250,191,128,61]/2,nu=[10,10,10,10,13,13,10]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=719,lambda=[78,119,150,232,175,128,75]/2,nu=[25,25,50,50,50,25,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=765,lambda=[78,119,150,232,169,122,69]/2,nu=[25,25,50,50,59,34,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=786,lambda=[84,113,160,242,185,122,63]/2,nu=[17,34,34,34,34,34,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=787,lambda=[84,113,150,232,185,132,63]/2,nu=[19,36,55,55,36,17,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=794,lambda=[78,119,166,232,171,124,59]/2,nu=[25,25,25,50,56,31,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=805,lambda=[76,119,150,232,175,128,75]/2,nu=[28,25,50,50,50,25,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=818,lambda=[80,115,168,244,187,124,61]/2,nu=[20,31,20,31,31,31,20]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=830,lambda=[76,117,146,228,171,126,57]/2,nu=[14,14,28,28,28,14,14]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=876,lambda=[76,117,146,228,167,122,57]/2,nu=[14,14,28,28,31,17,14]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=878,lambda=[80,121,144,226,169,120,65]/2,nu=[25,25,64,64,64,39,14]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=887,lambda=[94,113,160,232,175,122,63]/2,nu=[0,36,36,55,55,36,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=893,lambda=[82,111,146,228,183,120,63]/2,nu=[22,39,61,61,39,39,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=899,lambda=[76,117,164,228,169,108,57]/2,nu=[28,28,28,56,59,56,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=911,lambda=[74,117,146,228,171,126,57]/2,nu=[31,28,56,56,56,28,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=926,lambda=[70,111,148,230,183,130,61]/2,nu=[39,39,58,58,39,20,20]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=935,lambda=[74,115,142,224,167,104,55]/2,nu=[31,31,62,62,62,62,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=985,lambda=[74,115,142,224,165,104,55]/2,nu=[31,31,62,62,65,62,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=988,lambda=[76,117,140,222,165,120,57]/2,nu=[28,28,67,67,67,39,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=997,lambda=[94,113,160,228,171,122,61]/2,nu=[0,18,18,29,29,18,11]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1003,lambda=[80,109,142,224,167,118,63]/2,nu=[25,42,67,67,67,42,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1005,lambda=[78,111,142,224,183,120,59]/2,nu=[25,39,64,64,39,39,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1017,lambda=[72,115,142,224,167,104,55]/2,nu=[34,31,62,62,62,62,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1018,lambda=[68,121,142,224,167,118,63]/2,nu=[42,25,67,67,67,42,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1028,lambda=[68,109,156,226,169,118,61]/2,nu=[21,21,21,32,32,21,10]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1031,lambda=[68,109,144,226,181,118,61]/2,nu=[21,21,32,32,21,21,10]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1079,lambda=[78,105,136,204,147,114,61]/2,nu=[25,47,72,94,94,47,22]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1087,lambda=[74,115,138,220,163,104,55]/2,nu=[31,31,70,70,70,62,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1098,lambda=[76,87,134,198,159,114,63]/2,nu=[30,77,77,107,77,47,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1103,lambda=[76,109,138,220,163,118,57]/2,nu=[14,21,35,35,35,21,14]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1116,lambda=[68,117,138,220,163,118,57]/2,nu=[21,14,35,35,35,21,14]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1124,lambda=[68,109,156,222,165,118,59]/2,nu=[42,42,42,67,67,42,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1126,lambda=[66,107,140,222,165,116,61]/2,nu=[45,45,70,70,70,45,20]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1129,lambda=[68,109,140,222,181,118,59]/2,nu=[42,42,67,67,42,42,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1131,lambda=[72,113,138,198,141,100,53]/2,nu=[18,18,36,54,54,36,18]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1185,lambda=[62,103,118,200,159,112,59]/2,nu=[50,50,100,100,75,50,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1195,lambda=[72,83,130,190,155,114,53]/2,nu=[33,80,80,113,80,47,33]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1201,lambda=[70,111,134,192,135,96,51]/2,nu=[39,36,72,108,108,72,36]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1205,lambda=[62,103,134,200,143,112,59]/2,nu=[50,50,75,100,100,50,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1211,lambda=[68,115,136,218,161,104,55]/2,nu=[42,31,73,73,73,62,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1218,lambda=[62,85,132,196,157,112,61]/2,nu=[25,40,40,55,40,25,10]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1220,lambda=[66,107,136,218,161,116,57]/2,nu=[45,45,73,73,73,45,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1265,lambda=[62,103,118,200,157,112,57]/2,nu=[25,25,50,50,39,25,14]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1270,lambda=[68,81,130,184,129,92,49]/2,nu=[39,83,78,122,117,78,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1277,lambda=[70,81,128,186,153,96,51]/2,nu=[36,83,83,119,83,72,36]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1297,lambda=[62,81,128,188,153,112,53]/2,nu=[50,83,83,116,83,50,33]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1341,lambda=[60,101,114,180,139,110,57]/2,nu=[55,55,110,137,110,55,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1355,lambda=[60,83,114,178,155,110,59]/2,nu=[55,85,110,140,85,55,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1369,lambda=[62,79,126,184,151,96,51]/2,nu=[25,43,43,61,43,36,18]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1424,lambda=[58,81,110,174,135,108,57]/2,nu=[29,44,58,73,58,29,14]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1425,lambda=[60,79,114,174,151,110,53]/2,nu=[55,88,110,143,88,55,33]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=23,lambda=[94,135,182,264,207,144,75]/2,nu=[0,0,0,0,0,0,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=24,lambda=[94,135,182,264,207,144,75]/2,nu=[0,0,0,0,0,0,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=45,lambda=[94,135,182,264,205,144,75]/2,nu=[0,0,0,0,3,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=56,lambda=[94,135,180,264,207,144,75]/2,nu=[0,0,3,0,0,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=57,lambda=[94,135,180,264,207,144,75]/2,nu=[0,0,3,0,0,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=61,lambda=[94,133,182,264,207,144,75]/2,nu=[0,3,0,0,0,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=62,lambda=[94,133,182,264,207,144,75]/2,nu=[0,3,0,0,0,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=63,lambda=[94,133,182,264,207,144,75]/2,nu=[0,3,0,0,0,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=79,lambda=[94,133,180,264,207,144,75]/2,nu=[0,3,3,0,0,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=84,lambda=[92,133,182,264,207,144,75]/2,nu=[3,3,0,0,0,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=96,lambda=[94,135,182,264,203,140,75]/2,nu=[0,0,0,0,3,3,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=119,lambda=[90,135,178,264,207,144,75]/2,nu=[3,0,3,0,0,0,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=120,lambda=[90,135,178,264,207,144,75]/2,nu=[3,0,3,0,0,0,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=145,lambda=[90,133,178,264,207,144,75]/2,nu=[6,3,6,0,0,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=174,lambda=[94,131,178,260,207,144,75]/2,nu=[0,4,4,4,0,0,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=175,lambda=[94,131,178,260,207,144,75]/2,nu=[0,4,4,4,0,0,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=207,lambda=[92,129,174,258,207,144,75]/2,nu=[3,4,7,4,0,0,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=239,lambda=[94,129,176,258,201,144,75]/2,nu=[0,11,11,11,11,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=240,lambda=[94,129,176,258,201,144,75]/2,nu=[0,11,11,11,11,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=241,lambda=[94,129,176,258,201,144,75]/2,nu=[0,11,11,11,11,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=252,lambda=[88,129,176,258,207,144,75]/2,nu=[11,11,11,11,0,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=253,lambda=[88,129,176,258,207,144,75]/2,nu=[11,11,11,11,0,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=280,lambda=[94,127,174,254,197,144,75]/2,nu=[0,11,11,16,16,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=285,lambda=[92,127,172,256,199,144,75]/2,nu=[6,11,17,11,11,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=295,lambda=[86,135,174,256,199,144,75]/2,nu=[11,0,14,11,11,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=301,lambda=[86,127,174,256,207,144,75]/2,nu=[11,11,14,11,0,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=323,lambda=[94,127,174,256,199,136,75]/2,nu=[0,7,7,7,7,7,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=324,lambda=[94,127,174,256,199,136,75]/2,nu=[0,7,7,7,7,7,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=325,lambda=[94,127,174,256,199,136,75]/2,nu=[0,7,7,7,7,7,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=335,lambda=[86,127,174,256,199,144,75]/2,nu=[7,7,7,7,7,0,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=336,lambda=[86,127,174,256,199,144,75]/2,nu=[7,7,7,7,7,0,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=337,lambda=[86,127,174,256,199,144,75]/2,nu=[7,7,7,7,7,0,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=360,lambda=[88,127,168,250,193,144,75]/2,nu=[11,11,22,22,22,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=371,lambda=[94,125,172,250,193,130,75]/2,nu=[0,7,7,11,11,11,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=377,lambda=[92,125,170,254,197,134,75]/2,nu=[3,7,10,7,7,7,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=387,lambda=[84,135,172,254,197,134,75]/2,nu=[14,0,17,14,14,14,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=392,lambda=[84,125,172,252,195,144,75]/2,nu=[14,14,14,19,19,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=397,lambda=[84,125,172,254,197,144,75]/2,nu=[14,14,17,14,14,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=426,lambda=[84,125,172,254,197,134,75]/2,nu=[17,17,17,17,17,17,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=427,lambda=[84,125,172,254,197,134,75]/2,nu=[17,17,17,17,17,17,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=428,lambda=[84,125,172,254,197,134,75]/2,nu=[17,17,17,17,17,17,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=451,lambda=[86,125,164,246,189,126,75]/2,nu=[7,7,14,14,14,14,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=460,lambda=[94,123,170,246,189,126,57]/2,nu=[0,17,17,28,28,28,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=489,lambda=[82,123,170,248,191,128,75]/2,nu=[17,17,17,25,25,25,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=495,lambda=[84,125,168,250,193,144,75]/2,nu=[7,7,11,11,11,0,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=496,lambda=[82,123,170,252,195,132,75]/2,nu=[17,17,20,17,17,17,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=497,lambda=[84,121,168,250,197,144,75]/2,nu=[7,11,11,11,7,0,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=513,lambda=[82,123,158,240,195,144,75]/2,nu=[19,19,38,38,19,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=514,lambda=[82,123,158,240,195,144,75]/2,nu=[19,19,38,38,19,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=555,lambda=[84,123,160,242,185,122,53]/2,nu=[17,17,34,34,34,34,34]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=559,lambda=[82,123,158,240,193,144,75]/2,nu=[19,19,38,38,22,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=565,lambda=[86,119,166,240,191,144,75]/2,nu=[14,27,27,40,27,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=595,lambda=[80,121,168,244,187,124,55]/2,nu=[20,20,20,31,31,31,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=603,lambda=[82,123,164,246,189,126,75]/2,nu=[17,17,28,28,28,28,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=605,lambda=[82,119,166,248,195,132,75]/2,nu=[17,25,25,25,17,17,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=615,lambda=[80,121,154,236,193,130,75]/2,nu=[11,11,22,22,11,11,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=616,lambda=[80,121,154,236,193,130,75]/2,nu=[11,11,22,22,11,11,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=660,lambda=[80,121,154,236,189,126,75]/2,nu=[11,11,22,22,14,14,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=665,lambda=[86,115,162,232,175,132,75]/2,nu=[14,33,33,52,52,19,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=668,lambda=[84,115,162,234,187,124,75]/2,nu=[17,33,33,49,33,33,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=709,lambda=[80,121,160,242,185,122,53]/2,nu=[10,10,17,17,17,17,17]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=722,lambda=[78,119,150,232,175,128,75]/2,nu=[25,25,50,50,50,25,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=723,lambda=[78,119,150,232,175,128,75]/2,nu=[25,25,50,50,50,25,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=766,lambda=[78,119,150,232,175,126,75]/2,nu=[25,25,50,50,50,28,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=767,lambda=[78,119,150,230,173,128,75]/2,nu=[25,25,50,55,55,25,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=770,lambda=[78,119,150,232,185,122,53]/2,nu=[25,25,50,50,34,34,34]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=776,lambda=[84,113,160,230,173,122,75]/2,nu=[17,36,36,55,55,36,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=780,lambda=[82,111,158,228,183,120,51]/2,nu=[20,39,39,58,39,39,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=811,lambda=[80,115,162,230,173,130,75]/2,nu=[22,33,33,55,55,22,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=874,lambda=[78,119,150,228,171,124,75]/2,nu=[25,25,50,58,58,33,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=875,lambda=[76,117,146,228,171,122,53]/2,nu=[14,14,28,28,28,17,17]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=884,lambda=[82,109,156,224,167,118,49]/2,nu=[10,21,21,32,32,21,21]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=916,lambda=[80,113,160,228,171,122,75]/2,nu=[11,18,18,29,29,18,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=986,lambda=[76,117,146,222,165,120,51]/2,nu=[28,28,56,67,67,39,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1024,lambda=[78,109,156,222,165,118,49]/2,nu=[25,42,42,67,67,42,42]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=151,lambda=[94,135,182,264,201,138,69]/2,nu=[0,0,0,0,9,9,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=410,lambda=[94,125,172,254,197,134,65]/2,nu=[0,17,17,17,17,17,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=527,lambda=[82,123,170,252,195,132,63]/2,nu=[10,10,10,10,10,10,10]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=834,lambda=[76,117,146,228,171,126,57]/2,nu=[14,14,28,28,28,14,14]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=939,lambda=[74,115,142,224,167,104,55]/2,nu=[31,31,62,62,62,62,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=408,lambda=[94,125,172,254,197,134,65]/2,nu=[0,17,17,17,17,17,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=409,lambda=[94,125,172,254,197,134,65]/2,nu=[0,17,17,17,17,17,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=468,lambda=[92,123,168,252,195,132,63]/2,nu=[6,17,23,17,17,17,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=484,lambda=[82,135,170,252,195,132,63]/2,nu=[17,0,20,17,17,17,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=525,lambda=[82,123,170,252,195,132,63]/2,nu=[10,10,10,10,10,10,10]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=526,lambda=[82,123,170,252,195,132,63]/2,nu=[10,10,10,10,10,10,10]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=561,lambda=[94,121,170,240,183,132,75]/2,nu=[0,22,19,38,38,19,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=575,lambda=[82,121,158,240,195,144,75]/2,nu=[19,22,38,38,19,0,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=604,lambda=[80,121,168,250,193,130,61]/2,nu=[20,20,23,20,20,20,20]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=664,lambda=[94,119,168,236,179,130,61]/2,nu=[0,25,22,44,44,22,22]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=677,lambda=[80,119,154,236,193,130,75]/2,nu=[22,25,44,44,22,22,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=698,lambda=[80,119,168,236,179,130,75]/2,nu=[22,25,22,44,44,22,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=710,lambda=[82,117,164,246,189,132,75]/2,nu=[17,28,28,28,28,17,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=711,lambda=[80,117,164,246,193,130,61]/2,nu=[10,14,14,14,10,10,10]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=720,lambda=[78,119,150,232,175,128,75]/2,nu=[25,25,50,50,50,25,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=721,lambda=[78,119,150,232,175,128,75]/2,nu=[25,25,50,50,50,25,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=727,lambda=[78,119,150,232,191,128,59]/2,nu=[25,25,50,50,25,25,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=728,lambda=[78,119,150,232,191,128,59]/2,nu=[25,25,50,50,25,25,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=775,lambda=[94,117,166,232,175,112,59]/2,nu=[0,28,25,50,50,50,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=777,lambda=[86,113,160,228,171,130,61]/2,nu=[7,18,18,29,29,11,11]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=785,lambda=[78,117,150,232,175,128,75]/2,nu=[25,28,50,50,50,25,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=788,lambda=[78,117,150,232,191,128,59]/2,nu=[25,28,50,50,25,25,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=810,lambda=[78,117,166,232,175,128,59]/2,nu=[25,28,25,50,50,25,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=821,lambda=[80,115,162,244,187,130,61]/2,nu=[20,31,31,31,31,20,20]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=831,lambda=[76,117,146,228,171,126,57]/2,nu=[14,14,28,28,28,14,14]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=832,lambda=[76,117,146,228,171,126,57]/2,nu=[14,14,28,28,28,14,14]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=833,lambda=[76,117,146,228,171,126,57]/2,nu=[14,14,28,28,28,14,14]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=877,lambda=[76,117,146,226,169,126,57]/2,nu=[28,28,56,61,61,28,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=883,lambda=[84,109,156,222,165,102,59]/2,nu=[17,42,42,67,67,67,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=890,lambda=[76,115,146,228,171,126,57]/2,nu=[28,31,56,56,56,28,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=891,lambda=[78,115,150,228,171,128,75]/2,nu=[25,33,50,58,58,25,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=892,lambda=[78,115,146,228,175,128,75]/2,nu=[25,33,58,58,50,25,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=915,lambda=[76,115,164,228,171,108,57]/2,nu=[28,31,28,56,56,56,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=917,lambda=[78,113,160,226,169,128,59]/2,nu=[25,36,36,61,61,25,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=936,lambda=[74,115,142,224,167,104,55]/2,nu=[31,31,62,62,62,62,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=937,lambda=[74,115,142,224,167,104,55]/2,nu=[31,31,62,62,62,62,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=938,lambda=[74,115,142,224,167,104,55]/2,nu=[31,31,62,62,62,62,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=942,lambda=[76,99,146,210,171,126,75]/2,nu=[15,30,30,45,30,15,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=943,lambda=[76,99,146,210,171,126,75]/2,nu=[15,30,30,45,30,15,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=984,lambda=[74,115,142,220,163,100,55]/2,nu=[31,31,62,70,70,70,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=989,lambda=[78,111,142,216,167,128,75]/2,nu=[25,38,63,76,63,25,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=995,lambda=[74,95,142,204,167,124,75]/2,nu=[30,60,60,90,63,30,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=999,lambda=[74,95,142,204,167,124,75]/2,nu=[30,60,63,90,60,30,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1000,lambda=[74,113,142,224,167,104,55]/2,nu=[31,34,62,62,62,62,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1002,lambda=[76,113,146,224,167,126,57]/2,nu=[14,18,28,32,32,14,14]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1004,lambda=[76,113,142,224,171,126,57]/2,nu=[14,18,32,32,28,14,14]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1023,lambda=[76,109,156,220,163,100,57]/2,nu=[14,21,21,35,35,35,14]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1042,lambda=[74,95,142,204,167,124,55]/2,nu=[33,66,66,99,66,33,33]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1043,lambda=[74,95,142,204,167,124,55]/2,nu=[33,66,66,99,66,33,33]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1089,lambda=[76,109,138,212,163,126,57]/2,nu=[28,41,69,82,69,28,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1093,lambda=[72,91,138,198,163,122,53]/2,nu=[33,66,66,99,69,33,33]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1099,lambda=[72,91,138,198,163,122,53]/2,nu=[33,66,69,99,66,33,33]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1101,lambda=[74,109,142,218,161,98,55]/2,nu=[31,42,62,73,73,73,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1104,lambda=[74,111,138,220,167,104,55]/2,nu=[31,39,70,70,62,62,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1138,lambda=[72,91,138,198,163,100,53]/2,nu=[18,36,36,54,36,36,18]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1139,lambda=[72,91,138,198,163,100,53]/2,nu=[18,36,36,54,36,36,18]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1176,lambda=[70,111,134,192,135,96,51]/2,nu=[36,36,75,108,108,72,36]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1183,lambda=[74,105,132,204,157,94,55]/2,nu=[31,47,78,94,78,78,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1187,lambda=[70,87,134,192,157,94,51]/2,nu=[18,36,36,54,39,39,18]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1194,lambda=[70,87,134,192,159,96,51]/2,nu=[36,72,75,108,72,72,36]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1223,lambda=[70,87,134,192,135,96,51]/2,nu=[39,78,78,117,117,78,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1225,lambda=[70,87,134,192,135,96,51]/2,nu=[39,78,78,117,117,78,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1226,lambda=[70,87,134,192,135,96,51]/2,nu=[39,78,78,117,117,78,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1227,lambda=[70,87,134,192,135,96,51]/2,nu=[39,78,78,117,117,78,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1259,lambda=[70,105,128,186,129,96,51]/2,nu=[36,47,83,119,119,72,36]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1268,lambda=[68,83,130,186,129,92,49]/2,nu=[39,78,78,117,117,81,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1269,lambda=[68,83,130,184,127,92,49]/2,nu=[39,78,78,122,122,78,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1276,lambda=[68,83,130,186,129,92,49]/2,nu=[39,78,81,117,117,78,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1338,lambda=[70,103,126,184,127,88,51]/2,nu=[18,25,43,61,61,43,18]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1345,lambda=[68,83,130,182,125,88,49]/2,nu=[39,78,78,125,125,86,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1351,lambda=[68,83,126,182,125,92,49]/2,nu=[39,78,86,125,125,78,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1374,lambda=[66,79,98,152,123,88,47]/2,nu=[22,44,66,88,66,44,22]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1376,lambda=[66,79,98,152,123,88,47]/2,nu=[22,44,66,88,66,44,22]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1410,lambda=[66,79,98,152,121,88,47]/2,nu=[44,88,132,176,135,88,44]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1421,lambda=[68,83,124,180,123,86,49]/2,nu=[39,78,89,128,128,89,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1440,lambda=[34,75,92,144,117,84,45]/2,nu=[94,94,141,188,141,94,47]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1442,lambda=[34,75,92,144,117,84,45]/2,nu=[94,94,141,188,141,94,47]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1471,lambda=[66,79,98,152,119,84,47]/2,nu=[22,44,66,88,69,47,22]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1491,lambda=[34,75,92,144,115,84,45]/2,nu=[94,94,141,188,144,94,47]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1538,lambda=[34,75,92,144,113,80,45]/2,nu=[94,94,141,188,147,100,47]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=742,lambda=[94,123,164,246,187,126,63]/2,nu=[0,17,28,28,31,28,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=854,lambda=[76,119,150,232,169,122,69]/2,nu=[28,25,50,50,59,34,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=858,lambda=[72,121,160,242,183,122,61]/2,nu=[34,20,34,34,37,34,20]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=952,lambda=[94,111,160,228,173,122,65]/2,nu=[0,41,36,60,55,36,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=960,lambda=[74,117,146,228,167,122,57]/2,nu=[31,28,56,56,62,34,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=965,lambda=[70,103,138,220,175,124,63]/2,nu=[39,53,72,72,53,34,20]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1053,lambda=[94,111,160,228,173,122,63]/2,nu=[0,41,36,63,58,36,22]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1054,lambda=[72,103,134,216,165,118,65]/2,nu=[36,53,78,78,67,42,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1060,lambda=[72,115,142,224,165,104,55]/2,nu=[34,31,62,62,65,62,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1061,lambda=[68,119,138,220,165,118,65]/2,nu=[42,25,72,72,67,42,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1065,lambda=[68,107,156,222,167,118,63]/2,nu=[42,47,42,69,64,42,20]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1067,lambda=[68,103,136,218,175,118,63]/2,nu=[42,53,75,75,53,42,20]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1144,lambda=[68,95,126,184,137,114,61]/2,nu=[41,63,88,126,110,47,22]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1149,lambda=[94,111,160,226,171,116,61]/2,nu=[0,41,36,66,61,50,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1150,lambda=[72,103,134,216,165,118,59]/2,nu=[39,53,81,81,70,42,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1151,lambda=[72,89,132,200,161,116,65]/2,nu=[36,77,83,107,77,47,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1156,lambda=[68,119,138,220,165,118,59]/2,nu=[42,28,75,75,70,42,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1161,lambda=[68,107,156,222,167,118,61]/2,nu=[42,47,42,72,67,42,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1162,lambda=[66,103,134,216,163,116,63]/2,nu=[45,53,78,78,70,45,20]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1163,lambda=[68,103,136,218,175,118,61]/2,nu=[42,53,78,78,53,42,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1232,lambda=[66,91,122,176,131,84,59]/2,nu=[44,69,94,138,119,94,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1233,lambda=[66,95,124,184,137,114,57]/2,nu=[44,63,91,126,110,47,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1237,lambda=[70,103,132,214,163,108,57]/2,nu=[42,53,84,84,73,62,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1238,lambda=[70,87,130,196,159,116,55]/2,nu=[39,80,86,113,80,47,33]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1239,lambda=[64,103,122,204,161,114,61]/2,nu=[50,53,100,100,75,50,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1243,lambda=[62,95,126,184,135,112,59]/2,nu=[50,63,88,126,113,50,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1244,lambda=[68,117,136,218,163,108,57]/2,nu=[42,31,78,78,73,62,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1249,lambda=[68,107,156,220,165,112,59]/2,nu=[42,47,42,75,70,56,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1250,lambda=[66,103,134,216,163,116,59]/2,nu=[45,53,81,81,73,45,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1251,lambda=[64,87,132,198,159,114,63]/2,nu=[50,80,83,110,80,50,20]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1311,lambda=[62,87,116,168,125,80,27]/2,nu=[50,75,103,150,128,100,75]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1312,lambda=[62,91,118,176,131,80,55]/2,nu=[50,69,100,138,119,100,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1313,lambda=[68,113,132,196,141,100,53]/2,nu=[42,36,83,113,108,72,36]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1317,lambda=[68,85,128,192,157,100,53]/2,nu=[42,83,89,119,83,72,36]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1318,lambda=[64,103,122,204,161,114,59]/2,nu=[50,53,100,100,78,50,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1322,lambda=[60,91,122,176,129,82,57]/2,nu=[53,69,94,138,122,97,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1323,lambda=[62,95,124,184,135,112,57]/2,nu=[50,63,91,126,113,50,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1325,lambda=[68,85,134,190,135,96,51]/2,nu=[42,83,78,122,117,78,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1328,lambda=[66,103,132,214,161,108,57]/2,nu=[45,53,84,84,76,62,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1329,lambda=[64,85,130,194,157,114,55]/2,nu=[50,83,86,116,83,50,33]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1380,lambda=[66,99,126,180,131,104,55]/2,nu=[50,63,99,148,135,72,36]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1383,lambda=[60,87,114,168,125,76,27]/2,nu=[53,75,106,150,128,106,75]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1384,lambda=[64,99,122,182,141,114,61]/2,nu=[55,63,110,145,118,55,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1389,lambda=[66,83,126,188,135,96,51]/2,nu=[45,86,92,125,117,78,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1395,lambda=[58,87,116,168,123,78,27]/2,nu=[56,75,103,150,131,103,75]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1396,lambda=[60,91,118,176,129,80,55]/2,nu=[53,69,100,138,122,100,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1401,lambda=[64,83,128,190,155,100,53]/2,nu=[50,86,89,122,86,72,36]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1446,lambda=[64,95,122,174,127,84,55]/2,nu=[53,69,105,157,141,105,36]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1449,lambda=[62,95,118,176,135,88,59]/2,nu=[58,69,116,154,127,100,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1452,lambda=[66,83,124,176,127,100,53]/2,nu=[50,91,102,154,141,78,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1456,lambda=[62,85,118,178,139,112,61]/2,nu=[58,88,116,151,121,58,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1461,lambda=[58,87,114,168,123,76,27]/2,nu=[56,75,106,150,131,106,75]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1501,lambda=[62,91,118,168,123,80,31]/2,nu=[56,75,111,166,147,111,75]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1505,lambda=[60,91,114,168,129,84,31]/2,nu=[61,75,122,166,136,106,75]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1508,lambda=[64,81,120,170,123,82,53]/2,nu=[53,94,108,163,147,108,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1510,lambda=[60,83,114,172,133,88,59]/2,nu=[61,91,122,160,130,100,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1511,lambda=[60,83,114,176,137,110,57]/2,nu=[58,91,116,154,121,58,33]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1515,lambda=[62,81,124,174,127,100,53]/2,nu=[55,94,102,157,141,78,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1551,lambda=[62,79,116,164,119,78,31]/2,nu=[56,97,114,172,153,114,75]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1553,lambda=[58,79,110,164,127,84,31]/2,nu=[64,97,128,172,139,106,75]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1555,lambda=[58,79,110,168,131,84,55]/2,nu=[61,97,122,166,130,105,36]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1559,lambda=[60,79,120,168,123,82,53]/2,nu=[58,97,108,166,147,108,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1591,lambda=[56,77,106,162,125,80,31]/2,nu=[64,100,128,175,139,111,75]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1593,lambda=[58,77,116,162,119,78,31]/2,nu=[61,100,114,175,153,114,75]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=742,lambda=[94,125,166,248,189,128,65]/2,nu=[0,17,28,28,31,28,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=854,lambda=[76,119,150,232,171,124,71]/2,nu=[28,25,50,50,59,34,9]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=858,lambda=[74,123,162,244,185,124,63]/2,nu=[34,20,34,34,37,34,20]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=952,lambda=[94,109,158,226,171,120,63]/2,nu=[0,41,36,60,55,36,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=960,lambda=[76,119,150,232,171,124,59]/2,nu=[31,28,56,56,62,34,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=965,lambda=[68,101,136,218,173,122,61]/2,nu=[39,53,72,72,53,34,20]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1053,lambda=[94,113,162,232,177,124,65]/2,nu=[0,41,36,63,58,36,22]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1054,lambda=[72,105,136,218,167,120,67]/2,nu=[36,53,78,78,67,42,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1060,lambda=[74,117,146,228,169,108,57]/2,nu=[34,31,62,62,65,62,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1061,lambda=[66,119,136,218,163,116,63]/2,nu=[42,25,72,72,67,42,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1065,lambda=[66,105,154,220,165,116,61]/2,nu=[42,47,42,69,64,42,20]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1067,lambda=[66,101,134,216,173,116,61]/2,nu=[42,53,75,75,53,42,20]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1144,lambda=[68,97,128,188,141,116,63]/2,nu=[41,63,88,126,110,47,22]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1149,lambda=[94,113,162,230,175,120,63]/2,nu=[0,41,36,66,61,50,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1150,lambda=[74,105,138,220,169,120,61]/2,nu=[39,53,81,81,70,42,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1151,lambda=[72,87,130,198,159,114,63]/2,nu=[36,77,83,107,77,47,17]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1156,lambda=[70,121,142,224,169,120,61]/2,nu=[42,28,75,75,70,42,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1161,lambda=[70,109,158,226,171,120,63]/2,nu=[42,47,42,72,67,42,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1162,lambda=[64,101,132,214,161,114,61]/2,nu=[45,53,78,78,70,45,20]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1163,lambda=[70,105,140,222,177,120,63]/2,nu=[42,53,78,78,53,42,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1232,lambda=[66,93,124,180,135,88,61]/2,nu=[44,69,94,138,119,94,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1233,lambda=[68,97,128,188,141,116,59]/2,nu=[44,63,91,126,110,47,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1237,lambda=[72,105,136,218,167,112,59]/2,nu=[42,53,84,84,73,62,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1238,lambda=[68,83,126,190,155,114,53]/2,nu=[39,80,86,113,80,47,33]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1239,lambda=[62,101,118,200,159,112,59]/2,nu=[50,53,100,100,75,50,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1243,lambda=[64,97,128,188,139,114,61]/2,nu=[50,63,88,126,113,50,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1244,lambda=[70,119,140,222,167,112,59]/2,nu=[42,31,78,78,73,62,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1249,lambda=[70,109,158,224,169,116,61]/2,nu=[42,47,42,75,70,56,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1250,lambda=[68,105,138,220,167,118,61]/2,nu=[45,53,81,81,73,45,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1251,lambda=[66,89,134,200,161,116,65]/2,nu=[50,80,83,110,80,50,20]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1311,lambda=[62,89,118,172,129,84,29]/2,nu=[50,75,103,150,128,100,75]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1312,lambda=[64,93,122,180,135,84,57]/2,nu=[50,69,100,138,119,100,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1313,lambda=[66,111,128,190,135,96,51]/2,nu=[42,36,83,113,108,72,36]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1317,lambda=[66,81,124,186,153,96,51]/2,nu=[42,83,89,119,83,72,36]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1318,lambda=[62,101,118,200,157,112,57]/2,nu=[50,53,100,100,78,50,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1322,lambda=[62,93,124,180,133,86,59]/2,nu=[53,69,94,138,122,97,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1323,lambda=[64,97,128,188,139,114,59]/2,nu=[50,63,91,126,113,50,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1325,lambda=[66,81,130,184,129,92,49]/2,nu=[42,83,78,122,117,78,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1328,lambda=[68,105,136,218,165,112,59]/2,nu=[45,53,84,84,76,62,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1329,lambda=[62,81,126,188,153,112,53]/2,nu=[50,83,86,116,83,50,33]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1380,lambda=[64,97,122,174,125,100,53]/2,nu=[50,63,99,148,135,72,36]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1383,lambda=[62,89,118,172,129,80,29]/2,nu=[53,75,106,150,128,106,75]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1384,lambda=[62,97,118,178,137,112,59]/2,nu=[55,63,110,145,118,55,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1389,lambda=[64,79,122,182,129,92,49]/2,nu=[45,86,92,125,117,78,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1395,lambda=[60,89,118,172,127,82,29]/2,nu=[56,75,103,150,131,103,75]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1396,lambda=[62,93,122,180,133,84,57]/2,nu=[53,69,100,138,122,100,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1401,lambda=[62,79,124,184,151,96,51]/2,nu=[50,86,89,122,86,72,36]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1446,lambda=[62,93,118,168,121,80,53]/2,nu=[53,69,105,157,141,105,36]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1449,lambda=[60,93,114,172,131,84,57]/2,nu=[58,69,116,154,127,100,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1452,lambda=[64,79,120,170,121,96,51]/2,nu=[50,91,102,154,141,78,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1456,lambda=[60,83,114,174,135,110,59]/2,nu=[58,88,116,151,121,58,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1461,lambda=[60,89,118,172,127,80,29]/2,nu=[56,75,106,150,131,106,75]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1501,lambda=[60,89,114,162,117,76,29]/2,nu=[56,75,111,166,147,111,75]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1505,lambda=[58,89,110,164,125,80,29]/2,nu=[61,75,122,166,136,106,75]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1508,lambda=[62,77,116,164,117,78,51]/2,nu=[53,94,108,163,147,108,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1510,lambda=[58,81,110,168,129,84,57]/2,nu=[61,91,122,160,130,100,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1511,lambda=[58,79,110,170,133,108,55]/2,nu=[58,91,116,154,121,58,33]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1515,lambda=[60,77,120,168,121,96,51]/2,nu=[55,94,102,157,141,78,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1551,lambda=[60,75,112,158,113,74,29]/2,nu=[56,97,114,172,153,114,75]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1553,lambda=[56,77,106,160,123,80,29]/2,nu=[64,97,128,172,139,106,75]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1555,lambda=[56,75,106,162,127,80,53]/2,nu=[61,97,122,166,130,105,36]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1559,lambda=[58,75,116,162,117,78,51]/2,nu=[58,97,108,166,147,108,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1591,lambda=[54,73,102,156,121,76,29]/2,nu=[64,100,128,175,139,111,75]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1593,lambda=[56,73,112,156,113,74,29]/2,nu=[61,100,114,175,153,114,75]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=925,lambda=[80,113,160,242,185,122,61]/2,nu=[10,17,17,17,17,17,10]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=991,lambda=[82,107,154,220,163,100,47]/2,nu=[20,45,45,70,70,70,45]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1001,lambda=[78,113,150,226,169,122,75]/2,nu=[25,36,50,61,61,36,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1032,lambda=[72,113,144,226,175,128,75]/2,nu=[36,36,61,61,50,25,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1086,lambda=[74,115,142,218,161,98,49]/2,nu=[31,31,62,73,73,73,42]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1088,lambda=[78,109,140,212,165,118,75]/2,nu=[25,41,66,82,66,41,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1094,lambda=[74,95,142,204,165,122,75]/2,nu=[15,30,30,45,33,18,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1097,lambda=[94,113,160,226,169,112,59]/2,nu=[0,36,36,61,61,50,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1102,lambda=[76,109,146,220,163,118,49]/2,nu=[14,21,28,35,35,21,21]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1117,lambda=[68,109,140,212,165,128,75]/2,nu=[41,41,66,82,66,25,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1121,lambda=[76,107,154,218,161,98,47]/2,nu=[28,45,45,73,73,73,45]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1127,lambda=[70,111,140,222,171,126,57]/2,nu=[39,39,67,67,56,28,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1128,lambda=[72,95,140,204,167,124,75]/2,nu=[18,30,33,45,30,15,0]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1175,lambda=[78,103,134,200,143,96,59]/2,nu=[25,50,75,100,100,75,25]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1182,lambda=[76,105,134,204,147,114,57]/2,nu=[28,47,75,94,94,47,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1184,lambda=[76,105,134,204,159,114,45]/2,nu=[28,47,75,94,75,47,47]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1189,lambda=[72,91,138,198,159,118,49]/2,nu=[33,66,66,99,75,42,42]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1198,lambda=[74,107,142,216,159,96,47]/2,nu=[31,45,62,76,76,76,45]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1199,lambda=[74,109,136,218,161,104,55]/2,nu=[31,42,73,73,73,62,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1212,lambda=[66,107,138,208,163,116,75]/2,nu=[44,44,69,88,69,44,0]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1213,lambda=[66,107,136,208,161,126,57]/2,nu=[22,22,36,44,36,14,14]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1217,lambda=[68,109,156,220,163,108,57]/2,nu=[21,21,21,35,35,28,14]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1221,lambda=[68,109,136,218,167,104,55]/2,nu=[42,42,73,73,62,62,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1222,lambda=[70,91,136,198,163,122,53]/2,nu=[39,66,72,99,66,33,33]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1224,lambda=[70,87,134,192,135,96,51]/2,nu=[39,78,78,117,117,78,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1258,lambda=[76,101,130,196,139,94,41]/2,nu=[28,53,81,106,106,78,53]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1263,lambda=[74,103,130,200,143,92,55]/2,nu=[31,50,81,100,100,81,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1264,lambda=[74,103,130,200,155,92,43]/2,nu=[31,50,81,100,81,81,50]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1272,lambda=[70,87,134,192,155,92,47]/2,nu=[36,72,72,108,81,81,45]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1285,lambda=[60,101,132,196,139,92,57]/2,nu=[53,53,78,106,106,81,28]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1291,lambda=[68,111,132,192,135,96,51]/2,nu=[21,18,39,54,54,36,18]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1292,lambda=[62,103,132,200,143,112,57]/2,nu=[25,25,39,50,50,25,14]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1293,lambda=[62,103,130,200,155,92,55]/2,nu=[50,50,81,100,81,81,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1294,lambda=[62,103,132,200,157,112,43]/2,nu=[25,25,39,50,39,25,25]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1295,lambda=[68,83,130,186,129,92,49]/2,nu=[42,78,78,117,117,78,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1300,lambda=[66,107,134,216,159,104,55]/2,nu=[45,45,76,76,76,62,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1301,lambda=[68,87,132,192,159,96,51]/2,nu=[21,36,39,54,36,36,18]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1340,lambda=[74,101,128,196,139,90,41]/2,nu=[31,53,84,106,106,84,53]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1342,lambda=[62,103,118,200,155,104,55]/2,nu=[50,50,100,100,81,62,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1352,lambda=[68,79,126,182,129,92,49]/2,nu=[39,86,86,125,117,78,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1360,lambda=[58,99,128,192,135,90,39]/2,nu=[28,28,42,56,56,42,28]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1361,lambda=[62,103,126,184,127,96,51]/2,nu=[25,25,43,61,61,36,18]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1365,lambda=[60,101,128,196,139,90,55]/2,nu=[53,53,84,106,106,84,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1366,lambda=[60,101,128,196,153,90,41]/2,nu=[53,53,84,106,84,84,53]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1373,lambda=[66,83,128,186,129,92,49]/2,nu=[45,78,84,117,117,78,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1407,lambda=[70,101,124,182,125,86,41]/2,nu=[36,53,89,125,125,89,53]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1412,lambda=[62,79,94,152,123,88,47]/2,nu=[25,44,69,88,66,44,22]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1413,lambda=[58,99,110,176,135,88,55]/2,nu=[58,58,116,143,116,89,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1416,lambda=[68,83,130,180,123,86,43]/2,nu=[39,78,78,128,128,89,50]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1418,lambda=[68,77,124,174,123,92,49]/2,nu=[39,91,91,143,130,78,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1430,lambda=[60,101,124,182,125,86,51]/2,nu=[53,53,89,125,125,89,36]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1432,lambda=[58,99,126,192,135,88,39]/2,nu=[56,56,87,112,112,87,56]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1436,lambda=[62,83,124,180,123,92,49]/2,nu=[50,78,89,128,128,78,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1437,lambda=[62,77,124,180,129,92,49]/2,nu=[50,89,89,128,117,78,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1473,lambda=[56,97,106,170,131,86,37]/2,nu=[61,61,122,152,122,92,61]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1477,lambda=[68,75,122,170,121,84,49]/2,nu=[39,94,94,149,133,94,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1480,lambda=[68,83,122,178,121,84,41]/2,nu=[39,78,92,131,131,92,53]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1482,lambda=[56,79,106,170,131,86,55]/2,nu=[61,91,122,152,122,92,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1483,lambda=[58,77,110,170,135,108,53]/2,nu=[58,91,116,149,116,58,33]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1484,lambda=[60,77,114,172,149,96,51]/2,nu=[55,91,110,146,91,72,36]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1488,lambda=[58,99,122,180,123,84,39]/2,nu=[28,28,46,64,64,46,28]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1495,lambda=[60,75,122,170,121,92,49]/2,nu=[55,94,94,149,133,78,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1498,lambda=[60,83,122,178,121,84,49]/2,nu=[53,78,92,131,131,92,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1527,lambda=[68,73,120,166,119,82,39]/2,nu=[39,97,97,155,136,97,58]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1531,lambda=[54,75,102,164,127,84,35]/2,nu=[64,97,128,161,128,95,64]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1532,lambda=[58,73,110,166,119,92,49]/2,nu=[58,97,116,155,136,78,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1533,lambda=[56,73,106,164,131,82,51]/2,nu=[61,97,122,158,122,97,36]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1534,lambda=[60,73,92,146,123,88,47]/2,nu=[55,99,143,187,132,88,44]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1541,lambda=[58,73,120,166,119,82,49]/2,nu=[58,97,97,155,136,97,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1571,lambda=[56,71,106,162,117,80,49]/2,nu=[61,100,122,161,139,100,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1572,lambda=[58,71,90,144,115,88,47]/2,nu=[29,51,73,95,73,44,22]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1573,lambda=[54,71,102,160,127,80,35]/2,nu=[32,50,64,82,64,50,32]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1578,lambda=[56,71,118,162,117,80,37]/2,nu=[61,100,100,161,139,100,61]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1600,lambda=[52,67,98,138,97,76,49]/2,nu=[66,105,132,198,171,105,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1604,lambda=[56,69,88,142,113,78,47]/2,nu=[61,105,149,193,149,105,44]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1544,lambda=[58,83,120,176,119,82,39]/2,nu=[56,78,95,134,134,95,56]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1603,lambda=[54,69,102,158,115,78,35]/2,nu=[64,103,128,167,142,103,64]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1625,lambda=[50,65,94,132,93,74,31]/2,nu=[69,108,138,207,177,108,69]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1626,lambda=[54,67,86,140,111,76,35]/2,nu=[32,54,76,98,76,54,32]/1) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1643,lambda=[48,63,90,126,89,52,29]/2,nu=[72,111,144,216,183,144,72]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=983,lambda=[74,115,142,224,167,104,53]/2,nu=[31,31,62,62,62,62,34]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1228,lambda=[70,87,134,192,135,96,51]/2,nu=[39,78,78,117,117,78,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1267,lambda=[68,83,130,186,129,92,49]/2,nu=[39,78,78,117,117,78,42]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1344,lambda=[68,83,130,186,129,90,47]/2,nu=[39,78,78,117,117,84,45]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1522,lambda=[66,79,98,152,117,82,41]/2,nu=[44,88,132,176,141,97,53]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1575,lambda=[34,75,92,144,111,78,39]/2,nu=[94,94,141,188,150,103,56]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1390,lambda=[64,103,122,204,159,108,57]/2,nu=[50,53,100,100,81,62,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1390,lambda=[62,101,118,200,155,104,55]/2,nu=[50,53,100,100,81,62,31]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1422,lambda=[66,77,98,152,123,88,47]/2,nu=[44,91,132,176,132,88,44]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1455,lambda=[64,81,100,160,129,92,49]/2,nu=[50,91,138,176,132,88,44]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1455,lambda=[62,77,94,152,123,88,47]/2,nu=[50,91,138,176,132,88,44]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1465,lambda=[64,81,126,186,135,96,51]/2,nu=[50,89,92,128,117,78,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1465,lambda=[62,77,122,180,129,92,49]/2,nu=[50,89,92,128,117,78,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1493,lambda=[34,75,90,144,117,84,45]/2,nu=[94,94,144,188,141,94,47]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1499,lambda=[34,73,92,144,117,84,45]/2,nu=[94,97,141,188,141,94,47]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1519,lambda=[38,77,96,152,123,88,47]/2,nu=[94,97,144,188,141,94,47]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1519,lambda=[34,73,90,144,117,84,45]/2,nu=[94,97,144,188,141,94,47]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1554,lambda=[60,79,114,172,127,100,53]/2,nu=[58,97,116,160,141,78,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1554,lambda=[58,75,110,166,121,96,51]/2,nu=[58,97,116,160,141,78,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1581,lambda=[34,71,88,140,117,84,45]/2,nu=[94,102,149,196,141,94,47]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1589,lambda=[60,77,100,156,123,96,51]/2,nu=[58,102,146,195,151,88,44]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1589,lambda=[58,73,94,148,117,92,49]/2,nu=[58,102,146,195,151,88,44]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1590,lambda=[58,77,110,166,123,82,53]/2,nu=[61,100,122,169,147,108,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1590,lambda=[56,73,106,160,117,78,51]/2,nu=[61,100,122,169,147,108,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1609,lambda=[34,69,86,138,111,84,45]/2,nu=[94,105,152,199,152,94,47]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1616,lambda=[58,75,98,152,119,80,51]/2,nu=[61,105,149,201,157,113,44]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1616,lambda=[56,71,92,144,113,76,49]/2,nu=[61,105,149,201,157,113,44]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1620,lambda=[42,75,96,150,119,92,49]/2,nu=[94,105,152,204,157,94,47]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1620,lambda=[38,71,90,142,113,88,47]/2,nu=[94,105,152,204,157,94,47]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1630,lambda=[34,67,84,136,109,76,45]/2,nu=[94,108,155,202,155,108,47]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1639,lambda=[42,73,94,146,115,78,49]/2,nu=[94,108,155,210,163,116,47]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1639,lambda=[38,69,88,138,109,74,47]/2,nu=[94,108,155,210,163,116,47]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1614,lambda=[52,67,98,138,97,74,49]/2,nu=[66,105,132,198,171,108,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1617,lambda=[56,75,106,160,119,78,31]/2,nu=[64,103,128,178,153,114,75]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1635,lambda=[50,65,94,132,93,70,27]/2,nu=[69,108,138,207,177,114,75]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1636,lambda=[56,73,96,148,115,76,31]/2,nu=[64,108,152,207,163,119,75]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1649,lambda=[48,63,90,126,89,52,27]/2,nu=[72,111,144,216,183,144,75]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1651,lambda=[42,71,92,142,111,74,31]/2,nu=[94,111,158,216,169,122,75]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1614,lambda=[54,71,102,144,103,78,51]/2,nu=[66,105,132,198,171,108,39]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1617,lambda=[54,71,102,154,113,74,29]/2,nu=[64,103,128,178,153,114,75]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1635,lambda=[52,69,98,138,99,74,29]/2,nu=[69,108,138,207,177,114,75]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1636,lambda=[54,69,90,140,109,72,29]/2,nu=[64,108,152,207,163,119,75]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1649,lambda=[50,67,94,132,95,56,29]/2,nu=[72,111,144,216,183,144,75]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1651,lambda=[38,67,86,134,105,70,29]/2,nu=[94,111,158,216,169,122,75]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 survive:final parameter(x=1645,lambda=[34,65,82,134,107,74,35]/2,nu=[94,111,158,205,158,111,64]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 cell character: 2 springer_O:2 dim: 1 7 dim: 1 7 Orbit by diagram: (adjoint root datum of Lie type 'E7',(),[ 0, 0, 0, 0, 0, 0, 0 ]) Computing weak packet for orbit: simply connected root datum of Lie type 'E7' [ 34, 49, 66, 96, 75, 52, 27 ] dim=126 Computing weak packets for disconnected real group with Lie algebra 'e7(e6.u(1))' gamma:[ 102, 147, 198, 288, 225, 156, 81 ]/2 gamma_final:[ 34, 49, 66, 96, 75, 52, 27 ]/2 Initializing CharacterTable for Lie type 'E7' Step 1/6 Step 2/6 Step 3/6 Step 4/6 Step 5/6 Step 6/6 integral data: st_int rd_int:adjoint root datum of Lie type 'E7' st_int.rd: simply connected root datum of Lie type 'E7' O_check_int:(adjoint root datum of Lie type 'E7',(),[ 2, 2, 2, 2, 2, 2, 2 ]) computing packet for:(adjoint root datum of Lie type 'E7',(),[ 2, 2, 2, 2, 2, 2, 2 ]) computing springer map of[0,0,0,0,0,0,0] O: (adjoint root datum of Lie type 'E7',(),[ 0, 0, 0, 0, 0, 0, 0 ]) survive:final parameter(x=0,lambda=[102,147,198,288,225,156,81]/2,nu=[0,0,0,0,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=2,lambda=[102,147,198,288,225,156,81]/2,nu=[0,0,0,0,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=4,lambda=[102,147,198,288,225,156,81]/2,nu=[0,0,0,0,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=7,lambda=[102,147,198,288,225,156,81]/2,nu=[0,0,0,0,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=8,lambda=[102,147,198,288,225,156,81]/2,nu=[0,0,0,0,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=10,lambda=[102,147,198,288,225,156,81]/2,nu=[0,0,0,0,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=11,lambda=[102,147,198,288,225,156,81]/2,nu=[0,0,0,0,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=13,lambda=[102,147,198,288,225,156,81]/2,nu=[0,0,0,0,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=14,lambda=[102,147,198,288,225,156,81]/2,nu=[0,0,0,0,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=16,lambda=[102,147,198,288,225,156,81]/2,nu=[0,0,0,0,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=17,lambda=[102,147,198,288,225,156,81]/2,nu=[0,0,0,0,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=18,lambda=[102,147,198,288,225,156,81]/2,nu=[0,0,0,0,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=19,lambda=[102,147,198,288,225,156,81]/2,nu=[0,0,0,0,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=34,lambda=[102,147,198,288,225,154,81]/2,nu=[0,0,0,0,0,3,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=36,lambda=[102,147,198,288,225,154,81]/2,nu=[0,0,0,0,0,3,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=37,lambda=[102,147,198,288,225,154,81]/2,nu=[0,0,0,0,0,3,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=38,lambda=[102,147,198,288,225,154,81]/2,nu=[0,0,0,0,0,3,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=42,lambda=[102,147,198,288,223,156,81]/2,nu=[0,0,0,0,3,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=43,lambda=[102,147,198,288,223,156,81]/2,nu=[0,0,0,0,3,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=44,lambda=[102,147,198,288,223,156,81]/2,nu=[0,0,0,0,3,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=46,lambda=[102,147,198,286,225,156,81]/2,nu=[0,0,0,3,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=47,lambda=[102,147,198,286,225,156,81]/2,nu=[0,0,0,3,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=49,lambda=[102,147,198,286,225,156,81]/2,nu=[0,0,0,3,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=50,lambda=[102,147,198,286,225,156,81]/2,nu=[0,0,0,3,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=52,lambda=[102,147,196,288,225,156,81]/2,nu=[0,0,3,0,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=53,lambda=[102,147,196,288,225,156,81]/2,nu=[0,0,3,0,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=55,lambda=[102,147,196,288,225,156,81]/2,nu=[0,0,3,0,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=64,lambda=[100,147,198,288,225,156,81]/2,nu=[3,0,0,0,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=65,lambda=[100,147,198,288,225,156,81]/2,nu=[3,0,0,0,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=67,lambda=[100,147,198,288,225,156,81]/2,nu=[3,0,0,0,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=68,lambda=[100,147,198,288,225,156,81]/2,nu=[3,0,0,0,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=72,lambda=[102,147,198,286,225,154,81]/2,nu=[0,0,0,3,0,3,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=74,lambda=[102,147,196,288,225,154,81]/2,nu=[0,0,3,0,0,3,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=75,lambda=[102,147,196,288,223,156,81]/2,nu=[0,0,3,0,3,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=81,lambda=[100,147,198,288,225,154,81]/2,nu=[3,0,0,0,0,3,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=82,lambda=[100,147,198,288,223,156,81]/2,nu=[3,0,0,0,3,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=83,lambda=[100,147,198,286,225,156,81]/2,nu=[3,0,0,3,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=93,lambda=[102,147,198,288,221,152,81]/2,nu=[0,0,0,0,3,3,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=94,lambda=[102,147,198,288,221,152,81]/2,nu=[0,0,0,0,3,3,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=95,lambda=[102,147,198,288,221,152,81]/2,nu=[0,0,0,0,3,3,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=99,lambda=[102,147,198,284,221,156,81]/2,nu=[0,0,0,3,3,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=100,lambda=[102,147,198,284,221,156,81]/2,nu=[0,0,0,3,3,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=101,lambda=[102,147,198,284,221,156,81]/2,nu=[0,0,0,3,3,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=103,lambda=[102,147,194,284,225,156,81]/2,nu=[0,0,3,3,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=104,lambda=[102,147,194,284,225,156,81]/2,nu=[0,0,3,3,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=106,lambda=[102,147,194,284,225,156,81]/2,nu=[0,0,3,3,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=115,lambda=[98,147,194,288,225,156,81]/2,nu=[3,0,3,0,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=116,lambda=[98,147,194,288,225,156,81]/2,nu=[3,0,3,0,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=118,lambda=[98,147,194,288,225,156,81]/2,nu=[3,0,3,0,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=123,lambda=[102,147,198,284,217,152,81]/2,nu=[0,0,0,3,6,3,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=127,lambda=[102,147,194,280,221,156,81]/2,nu=[0,0,3,6,3,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=130,lambda=[102,147,196,288,221,152,81]/2,nu=[0,0,3,0,6,6,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=132,lambda=[102,147,194,284,225,154,81]/2,nu=[0,0,6,6,0,3,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=133,lambda=[98,147,190,284,225,156,81]/2,nu=[3,0,6,3,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=139,lambda=[100,147,198,288,221,152,81]/2,nu=[3,0,0,0,6,6,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=140,lambda=[100,147,198,284,221,156,81]/2,nu=[3,0,0,6,6,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=142,lambda=[98,147,194,288,225,154,81]/2,nu=[6,0,6,0,0,3,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=143,lambda=[98,147,194,288,223,156,81]/2,nu=[6,0,6,0,3,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=154,lambda=[102,147,198,282,219,150,81]/2,nu=[0,0,0,9,9,9,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=155,lambda=[102,147,198,282,219,150,81]/2,nu=[0,0,0,9,9,9,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=156,lambda=[102,147,198,282,219,150,81]/2,nu=[0,0,0,9,9,9,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=160,lambda=[102,147,192,282,219,156,81]/2,nu=[0,0,9,9,9,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=161,lambda=[102,147,192,282,219,156,81]/2,nu=[0,0,9,9,9,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=176,lambda=[96,147,192,282,225,156,81]/2,nu=[9,0,9,9,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=177,lambda=[96,147,192,282,225,156,81]/2,nu=[9,0,9,9,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=179,lambda=[96,147,192,282,225,156,81]/2,nu=[9,0,9,9,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=190,lambda=[102,147,194,278,219,150,81]/2,nu=[0,0,6,15,9,9,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=192,lambda=[102,147,192,282,215,152,81]/2,nu=[0,0,9,9,15,6,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=196,lambda=[102,147,192,280,219,156,81]/2,nu=[0,0,9,12,9,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=197,lambda=[98,147,188,282,219,156,81]/2,nu=[6,0,15,9,9,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=203,lambda=[102,135,192,276,219,156,81]/2,nu=[0,18,9,18,9,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=209,lambda=[100,147,198,282,219,150,81]/2,nu=[3,0,0,9,9,9,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=210,lambda=[96,147,192,278,221,156,81]/2,nu=[9,0,9,15,6,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=213,lambda=[96,147,192,282,225,154,81]/2,nu=[9,0,9,9,0,3,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=215,lambda=[98,147,194,288,221,152,81]/2,nu=[3,0,3,0,3,3,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=226,lambda=[102,147,190,280,217,148,81]/2,nu=[0,0,6,6,6,6,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=227,lambda=[102,147,190,280,217,148,81]/2,nu=[0,0,6,6,6,6,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=244,lambda=[94,147,190,280,217,156,81]/2,nu=[6,0,6,6,6,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=245,lambda=[94,147,190,280,217,156,81]/2,nu=[6,0,6,6,6,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=265,lambda=[102,147,192,276,213,150,81]/2,nu=[0,0,9,18,18,9,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=270,lambda=[102,147,190,278,217,148,81]/2,nu=[0,0,12,15,12,12,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=271,lambda=[98,147,186,280,217,148,81]/2,nu=[3,0,9,6,6,6,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=272,lambda=[96,147,186,276,219,156,81]/2,nu=[9,0,18,18,9,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=278,lambda=[102,133,192,274,217,148,81]/2,nu=[0,21,9,21,12,12,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=283,lambda=[102,135,190,276,217,156,81]/2,nu=[0,9,6,9,6,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=288,lambda=[96,147,192,276,219,150,81]/2,nu=[9,0,9,18,9,9,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=289,lambda=[94,147,190,280,213,152,81]/2,nu=[6,0,6,6,9,3,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=292,lambda=[94,147,190,278,217,156,81]/2,nu=[12,0,12,15,12,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=297,lambda=[94,133,190,274,219,156,81]/2,nu=[12,21,12,21,9,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=328,lambda=[92,147,188,278,215,146,81]/2,nu=[15,0,15,15,15,15,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=329,lambda=[92,147,188,278,215,146,81]/2,nu=[15,0,15,15,15,15,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=362,lambda=[96,147,184,274,217,148,81]/2,nu=[9,0,21,21,12,12,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=369,lambda=[102,131,190,272,209,148,81]/2,nu=[0,12,6,12,12,6,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=376,lambda=[102,133,188,274,215,146,81]/2,nu=[0,21,15,21,15,15,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=378,lambda=[94,131,182,272,217,156,81]/2,nu=[6,12,12,12,6,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=380,lambda=[94,147,190,274,211,150,81]/2,nu=[12,0,12,21,21,9,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=386,lambda=[92,147,188,276,215,146,81]/2,nu=[15,0,15,18,15,15,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=390,lambda=[94,131,190,272,217,148,81]/2,nu=[6,12,6,12,6,6,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=395,lambda=[92,133,188,274,215,156,81]/2,nu=[15,21,15,21,15,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=452,lambda=[94,147,182,272,209,148,81]/2,nu=[6,0,12,12,12,6,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=469,lambda=[94,129,180,270,215,146,81]/2,nu=[12,27,27,27,15,15,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=486,lambda=[92,129,188,270,207,148,81]/2,nu=[15,27,15,27,27,12,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=494,lambda=[90,131,186,272,213,144,81]/2,nu=[9,12,9,12,9,9,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=573,lambda=[92,127,178,268,205,146,81]/2,nu=[15,30,30,30,30,15,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=652,lambda=[90,123,174,240,201,144,81]/2,nu=[9,18,18,36,18,9,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1,lambda=[102,147,198,288,225,156,81]/2,nu=[0,0,0,0,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=3,lambda=[102,147,198,288,225,156,81]/2,nu=[0,0,0,0,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=5,lambda=[102,147,198,288,225,156,81]/2,nu=[0,0,0,0,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=6,lambda=[102,147,198,288,225,156,81]/2,nu=[0,0,0,0,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=9,lambda=[102,147,198,288,225,156,81]/2,nu=[0,0,0,0,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=12,lambda=[102,147,198,288,225,156,81]/2,nu=[0,0,0,0,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=28,lambda=[102,147,198,288,225,156,79]/2,nu=[0,0,0,0,0,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=29,lambda=[102,147,198,288,225,156,79]/2,nu=[0,0,0,0,0,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=30,lambda=[102,147,198,288,225,156,79]/2,nu=[0,0,0,0,0,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=31,lambda=[102,147,198,288,225,156,79]/2,nu=[0,0,0,0,0,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=35,lambda=[102,147,198,288,225,154,81]/2,nu=[0,0,0,0,0,3,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=40,lambda=[102,147,198,288,223,156,81]/2,nu=[0,0,0,0,3,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=41,lambda=[102,147,198,288,223,156,81]/2,nu=[0,0,0,0,3,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=48,lambda=[102,147,198,286,225,156,81]/2,nu=[0,0,0,3,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=54,lambda=[102,147,196,288,225,156,81]/2,nu=[0,0,3,0,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=58,lambda=[102,145,198,288,225,156,81]/2,nu=[0,3,0,0,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=59,lambda=[102,145,198,288,225,156,81]/2,nu=[0,3,0,0,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=60,lambda=[102,145,198,288,225,156,81]/2,nu=[0,3,0,0,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=70,lambda=[102,147,198,288,223,156,79]/2,nu=[0,0,0,0,3,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=71,lambda=[102,147,198,286,225,156,79]/2,nu=[0,0,0,3,0,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=73,lambda=[102,147,196,288,225,156,79]/2,nu=[0,0,3,0,0,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=76,lambda=[102,145,198,288,225,156,79]/2,nu=[0,3,0,0,0,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=77,lambda=[102,145,198,288,225,154,81]/2,nu=[0,3,0,0,0,3,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=78,lambda=[102,145,198,288,223,156,81]/2,nu=[0,3,0,0,3,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=85,lambda=[102,147,198,288,225,152,77]/2,nu=[0,0,0,0,0,3,3]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=86,lambda=[102,147,198,288,225,152,77]/2,nu=[0,0,0,0,0,3,3]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=87,lambda=[102,147,198,288,225,152,77]/2,nu=[0,0,0,0,0,3,3]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=88,lambda=[102,147,198,288,225,152,77]/2,nu=[0,0,0,0,0,3,3]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=91,lambda=[102,147,198,288,221,152,81]/2,nu=[0,0,0,0,3,3,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=92,lambda=[102,147,198,288,221,152,81]/2,nu=[0,0,0,0,3,3,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=97,lambda=[102,147,198,284,221,156,81]/2,nu=[0,0,0,3,3,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=98,lambda=[102,147,198,284,221,156,81]/2,nu=[0,0,0,3,3,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=105,lambda=[102,147,194,284,225,156,81]/2,nu=[0,0,3,3,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=109,lambda=[102,143,198,284,225,156,81]/2,nu=[0,3,0,3,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=110,lambda=[102,143,198,284,225,156,81]/2,nu=[0,3,0,3,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=111,lambda=[102,143,198,284,225,156,81]/2,nu=[0,3,0,3,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=121,lambda=[102,145,198,288,223,156,81]/2,nu=[0,3,0,0,3,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=121,lambda=[102,145,198,288,223,156,79]/2,nu=[0,3,0,0,3,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=122,lambda=[102,147,198,288,221,148,77]/2,nu=[0,0,0,0,3,6,3]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=124,lambda=[102,147,198,286,225,152,77]/2,nu=[0,0,0,3,0,6,6]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=125,lambda=[102,147,198,284,221,156,79]/2,nu=[0,0,0,6,6,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=126,lambda=[102,143,198,280,221,156,81]/2,nu=[0,3,0,6,3,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=129,lambda=[102,147,196,288,225,152,77]/2,nu=[0,0,3,0,0,6,6]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=131,lambda=[102,147,194,284,225,156,79]/2,nu=[0,0,6,6,0,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=134,lambda=[102,145,198,288,225,152,77]/2,nu=[0,3,0,0,0,6,6]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=135,lambda=[102,145,198,288,221,152,81]/2,nu=[0,3,0,0,6,6,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=136,lambda=[102,143,198,284,225,156,79]/2,nu=[0,6,0,6,0,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=137,lambda=[102,143,198,284,225,154,81]/2,nu=[0,6,0,6,0,3,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=146,lambda=[102,147,198,288,219,150,75]/2,nu=[0,0,0,0,9,9,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=147,lambda=[102,147,198,288,219,150,75]/2,nu=[0,0,0,0,9,9,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=148,lambda=[102,147,198,288,219,150,75]/2,nu=[0,0,0,0,9,9,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=149,lambda=[102,147,198,288,219,150,75]/2,nu=[0,0,0,0,9,9,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=152,lambda=[102,147,198,282,219,150,81]/2,nu=[0,0,0,9,9,9,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=153,lambda=[102,147,198,282,219,150,81]/2,nu=[0,0,0,9,9,9,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=158,lambda=[102,147,192,282,219,156,81]/2,nu=[0,0,9,9,9,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=159,lambda=[102,147,192,282,219,156,81]/2,nu=[0,0,9,9,9,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=164,lambda=[102,141,198,282,219,156,81]/2,nu=[0,9,0,9,9,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=165,lambda=[102,141,198,282,219,156,81]/2,nu=[0,9,0,9,9,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=166,lambda=[102,141,198,282,219,156,81]/2,nu=[0,9,0,9,9,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=170,lambda=[102,141,192,282,225,156,81]/2,nu=[0,9,9,9,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=171,lambda=[102,141,192,282,225,156,81]/2,nu=[0,9,9,9,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=172,lambda=[102,141,192,282,225,156,81]/2,nu=[0,9,9,9,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=182,lambda=[102,143,198,280,221,156,81]/2,nu=[0,6,0,12,6,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=182,lambda=[102,143,198,280,221,156,79]/2,nu=[0,6,0,12,6,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=183,lambda=[102,145,198,288,221,150,79]/2,nu=[0,3,0,0,6,12,6]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=183,lambda=[102,145,198,288,221,148,77]/2,nu=[0,3,0,0,6,12,6]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=184,lambda=[102,147,198,288,219,148,75]/2,nu=[0,0,0,0,9,12,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=185,lambda=[102,147,198,284,215,150,75]/2,nu=[0,0,0,6,15,9,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=187,lambda=[102,147,198,282,219,146,77]/2,nu=[0,0,0,9,9,15,6]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=188,lambda=[102,147,198,282,217,150,81]/2,nu=[0,0,0,9,12,9,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=189,lambda=[102,143,198,278,219,150,81]/2,nu=[0,6,0,15,9,9,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=191,lambda=[102,147,196,288,219,150,75]/2,nu=[0,0,3,0,9,9,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=193,lambda=[102,147,192,282,219,156,79]/2,nu=[0,0,9,9,9,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=194,lambda=[102,141,186,276,219,156,81]/2,nu=[0,9,18,18,9,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=195,lambda=[102,147,194,284,225,152,77]/2,nu=[0,0,3,3,0,3,3]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=198,lambda=[102,145,198,288,219,150,75]/2,nu=[0,3,0,0,9,9,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=199,lambda=[102,141,198,282,215,152,81]/2,nu=[0,9,0,9,15,6,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=200,lambda=[102,141,198,282,219,156,79]/2,nu=[0,9,0,9,9,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=201,lambda=[102,143,198,284,225,152,77]/2,nu=[0,3,0,3,0,3,3]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=202,lambda=[102,141,198,280,219,156,81]/2,nu=[0,9,0,12,9,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=204,lambda=[102,141,192,282,225,156,79]/2,nu=[0,9,9,9,0,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=205,lambda=[102,141,192,282,225,154,81]/2,nu=[0,9,9,9,0,3,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=218,lambda=[102,147,198,280,217,148,73]/2,nu=[0,0,0,6,6,6,6]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=219,lambda=[102,147,198,280,217,148,73]/2,nu=[0,0,0,6,6,6,6]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=220,lambda=[102,147,198,280,217,148,73]/2,nu=[0,0,0,6,6,6,6]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=221,lambda=[102,147,198,280,217,148,73]/2,nu=[0,0,0,6,6,6,6]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=224,lambda=[102,147,190,280,217,148,81]/2,nu=[0,0,6,6,6,6,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=225,lambda=[102,147,190,280,217,148,81]/2,nu=[0,0,6,6,6,6,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=230,lambda=[102,139,198,280,217,148,81]/2,nu=[0,6,0,6,6,6,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=231,lambda=[102,139,198,280,217,148,81]/2,nu=[0,6,0,6,6,6,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=232,lambda=[102,139,198,280,217,148,81]/2,nu=[0,6,0,6,6,6,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=236,lambda=[102,139,190,280,217,156,81]/2,nu=[0,6,6,6,6,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=237,lambda=[102,139,190,280,217,156,81]/2,nu=[0,6,6,6,6,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=238,lambda=[102,139,190,280,217,156,81]/2,nu=[0,6,6,6,6,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=242,lambda=[94,147,190,280,217,156,81]/2,nu=[6,0,6,6,6,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=248,lambda=[94,139,190,280,225,156,81]/2,nu=[6,6,6,6,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=249,lambda=[94,139,190,280,225,156,81]/2,nu=[6,6,6,6,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=254,lambda=[102,143,198,278,219,148,79]/2,nu=[0,6,0,15,9,15,6]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=254,lambda=[102,143,198,278,219,146,77]/2,nu=[0,6,0,15,9,15,6]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=255,lambda=[102,141,186,276,219,156,81]/2,nu=[0,9,18,18,9,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=255,lambda=[102,141,186,276,219,156,79]/2,nu=[0,9,18,18,9,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=256,lambda=[102,145,198,288,221,150,77]/2,nu=[0,3,0,0,9,12,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=256,lambda=[102,145,198,288,219,148,75]/2,nu=[0,3,0,0,9,12,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=257,lambda=[102,141,198,280,219,156,81]/2,nu=[0,9,0,12,9,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=257,lambda=[102,141,198,280,219,156,79]/2,nu=[0,9,0,12,9,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=259,lambda=[102,147,198,282,213,144,75]/2,nu=[0,0,0,9,18,18,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=260,lambda=[102,147,198,280,217,146,73]/2,nu=[0,0,0,12,12,15,12]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=261,lambda=[102,147,198,280,215,148,73]/2,nu=[0,0,0,12,15,12,12]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=262,lambda=[102,143,198,276,217,148,73]/2,nu=[0,3,0,9,6,6,6]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=263,lambda=[102,141,198,276,213,150,81]/2,nu=[0,9,0,18,18,9,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=264,lambda=[102,147,194,276,217,148,73]/2,nu=[0,0,3,9,6,6,6]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=266,lambda=[102,147,192,282,213,150,75]/2,nu=[0,0,9,9,18,9,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=267,lambda=[102,147,190,280,217,144,77]/2,nu=[0,0,6,6,6,9,3]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=268,lambda=[102,147,190,280,215,148,81]/2,nu=[0,0,12,12,15,12,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=269,lambda=[102,141,184,274,217,148,81]/2,nu=[0,9,21,21,12,12,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=274,lambda=[102,141,198,282,213,150,75]/2,nu=[0,9,0,9,18,9,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=275,lambda=[102,139,198,280,217,144,77]/2,nu=[0,6,0,6,6,9,3]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=276,lambda=[102,139,198,280,215,148,81]/2,nu=[0,12,0,12,15,12,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=277,lambda=[102,139,198,278,217,148,81]/2,nu=[0,12,0,15,12,12,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=279,lambda=[102,139,190,280,213,152,81]/2,nu=[0,6,6,6,9,3,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=281,lambda=[102,139,190,280,217,156,79]/2,nu=[0,12,12,12,12,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=282,lambda=[102,139,186,276,217,156,81]/2,nu=[0,6,9,9,6,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=284,lambda=[102,141,192,282,225,152,77]/2,nu=[0,9,9,9,0,6,6]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=291,lambda=[86,139,182,272,217,156,81]/2,nu=[12,6,12,12,6,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=299,lambda=[94,139,190,280,225,154,81]/2,nu=[12,12,12,12,0,3,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=302,lambda=[102,137,188,268,215,156,81]/2,nu=[0,15,15,30,15,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=303,lambda=[102,137,188,268,215,156,81]/2,nu=[0,15,15,30,15,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=304,lambda=[102,137,188,268,215,156,81]/2,nu=[0,15,15,30,15,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=308,lambda=[102,147,188,278,215,146,71]/2,nu=[0,0,15,15,15,15,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=309,lambda=[102,147,188,278,215,146,71]/2,nu=[0,0,15,15,15,15,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=310,lambda=[102,147,188,278,215,146,71]/2,nu=[0,0,15,15,15,15,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=311,lambda=[102,147,188,278,215,146,71]/2,nu=[0,0,15,15,15,15,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=314,lambda=[102,137,198,278,215,146,71]/2,nu=[0,15,0,15,15,15,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=315,lambda=[102,137,198,278,215,146,71]/2,nu=[0,15,0,15,15,15,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=316,lambda=[102,137,198,278,215,146,71]/2,nu=[0,15,0,15,15,15,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=320,lambda=[102,137,188,278,215,146,81]/2,nu=[0,15,15,15,15,15,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=321,lambda=[102,137,188,278,215,146,81]/2,nu=[0,15,15,15,15,15,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=322,lambda=[102,137,188,278,215,146,81]/2,nu=[0,15,15,15,15,15,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=326,lambda=[92,147,188,278,215,146,81]/2,nu=[15,0,15,15,15,15,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=332,lambda=[92,137,188,278,215,156,81]/2,nu=[15,15,15,15,15,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=334,lambda=[92,137,188,278,215,156,81]/2,nu=[15,15,15,15,15,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=338,lambda=[102,141,198,276,209,146,77]/2,nu=[0,9,0,18,27,18,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=338,lambda=[102,141,198,276,207,144,75]/2,nu=[0,9,0,18,27,18,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=339,lambda=[102,143,198,278,219,148,75]/2,nu=[0,6,0,18,12,15,12]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=339,lambda=[102,143,198,276,217,146,73]/2,nu=[0,6,0,18,12,15,12]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=340,lambda=[102,141,184,274,217,146,79]/2,nu=[0,9,21,21,12,18,6]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=340,lambda=[102,141,184,274,217,144,77]/2,nu=[0,9,21,21,12,18,6]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=341,lambda=[102,139,198,278,217,146,79]/2,nu=[0,12,0,15,12,18,6]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=341,lambda=[102,139,198,278,217,144,77]/2,nu=[0,12,0,15,12,18,6]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=342,lambda=[102,139,186,276,217,156,81]/2,nu=[0,12,18,18,12,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=342,lambda=[102,139,186,276,217,156,79]/2,nu=[0,12,18,18,12,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=343,lambda=[86,139,182,272,217,156,81]/2,nu=[24,12,24,24,12,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=343,lambda=[86,139,182,272,217,156,79]/2,nu=[24,12,24,24,12,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=345,lambda=[102,147,198,280,213,144,73]/2,nu=[0,0,0,6,9,9,6]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=346,lambda=[102,141,198,274,211,148,73]/2,nu=[0,9,0,21,21,12,12]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=347,lambda=[102,147,192,274,211,148,73]/2,nu=[0,0,9,21,21,12,12]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=348,lambda=[102,137,188,262,209,150,81]/2,nu=[0,15,15,39,24,9,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=349,lambda=[102,137,188,268,215,156,79]/2,nu=[0,15,15,30,15,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=352,lambda=[102,147,190,280,211,142,75]/2,nu=[0,0,12,12,21,21,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=353,lambda=[102,147,188,278,215,144,71]/2,nu=[0,0,15,15,15,18,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=354,lambda=[102,147,188,278,213,146,71]/2,nu=[0,0,15,15,18,15,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=355,lambda=[102,141,182,272,215,146,71]/2,nu=[0,9,24,24,15,15,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=356,lambda=[102,139,182,272,209,148,81]/2,nu=[0,6,12,12,12,6,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=357,lambda=[102,147,188,276,215,146,71]/2,nu=[0,0,15,18,15,15,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=358,lambda=[102,147,190,276,213,148,81]/2,nu=[0,0,6,9,9,6,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=359,lambda=[102,137,186,268,215,156,81]/2,nu=[0,15,18,30,15,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=363,lambda=[102,139,198,280,211,142,75]/2,nu=[0,12,0,12,21,21,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=364,lambda=[102,137,198,278,215,144,71]/2,nu=[0,15,0,15,15,18,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=365,lambda=[102,137,198,278,213,146,71]/2,nu=[0,15,0,15,18,15,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=366,lambda=[102,137,198,276,215,146,71]/2,nu=[0,15,0,18,15,15,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=367,lambda=[102,139,198,276,213,148,81]/2,nu=[0,6,0,9,9,6,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=368,lambda=[102,131,192,272,215,146,71]/2,nu=[0,24,9,24,15,15,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=372,lambda=[102,139,190,280,211,150,75]/2,nu=[0,12,12,12,21,9,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=373,lambda=[102,137,188,278,215,142,77]/2,nu=[0,15,15,15,15,21,6]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=374,lambda=[102,137,188,278,213,146,81]/2,nu=[0,15,15,15,18,15,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=375,lambda=[102,137,184,274,215,146,81]/2,nu=[0,15,21,21,15,15,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=384,lambda=[92,147,188,278,213,146,81]/2,nu=[15,0,15,15,18,15,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=385,lambda=[84,139,180,270,215,146,81]/2,nu=[27,12,27,27,15,15,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=391,lambda=[92,137,188,278,211,152,81]/2,nu=[15,15,15,15,21,6,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=394,lambda=[86,137,182,272,215,156,81]/2,nu=[24,15,24,24,15,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=399,lambda=[102,135,186,264,213,144,81]/2,nu=[0,9,9,18,9,9,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=400,lambda=[102,135,186,264,213,144,81]/2,nu=[0,9,9,18,9,9,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=401,lambda=[102,135,186,264,213,144,81]/2,nu=[0,9,9,18,9,9,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=405,lambda=[102,135,186,276,213,144,69]/2,nu=[0,9,9,9,9,9,9]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=406,lambda=[102,135,186,276,213,144,69]/2,nu=[0,9,9,9,9,9,9]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=407,lambda=[102,135,186,276,213,144,69]/2,nu=[0,9,9,9,9,9,9]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=411,lambda=[90,135,186,264,213,156,81]/2,nu=[9,9,9,18,9,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=413,lambda=[90,135,186,264,213,156,81]/2,nu=[9,9,9,18,9,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=417,lambda=[90,147,186,276,213,144,69]/2,nu=[9,0,9,9,9,9,9]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=419,lambda=[90,147,186,276,213,144,69]/2,nu=[9,0,9,9,9,9,9]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=420,lambda=[90,147,186,276,213,144,69]/2,nu=[9,0,9,9,9,9,9]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=423,lambda=[90,135,186,276,213,144,81]/2,nu=[9,9,9,9,9,9,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=425,lambda=[90,135,186,276,213,144,81]/2,nu=[9,9,9,9,9,9,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=429,lambda=[102,141,198,276,209,146,75]/2,nu=[0,9,0,21,27,18,12]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=429,lambda=[102,141,198,274,207,144,73]/2,nu=[0,9,0,21,27,18,12]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=430,lambda=[102,139,182,272,205,144,77]/2,nu=[0,12,24,24,33,21,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=430,lambda=[102,139,182,272,203,142,75]/2,nu=[0,12,24,24,33,21,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=431,lambda=[102,141,184,274,217,146,73]/2,nu=[0,9,24,24,15,18,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=431,lambda=[102,141,182,272,215,144,71]/2,nu=[0,9,24,24,15,18,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=432,lambda=[102,137,186,268,215,156,81]/2,nu=[0,15,18,30,15,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=432,lambda=[102,137,186,268,215,156,79]/2,nu=[0,15,18,30,15,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=433,lambda=[102,139,198,276,209,144,77]/2,nu=[0,12,0,18,27,21,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=433,lambda=[102,139,198,276,207,142,75]/2,nu=[0,12,0,18,27,21,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=434,lambda=[102,139,198,278,217,146,73]/2,nu=[0,15,0,18,15,18,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=434,lambda=[102,137,198,276,215,144,71]/2,nu=[0,15,0,18,15,18,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=435,lambda=[102,137,184,274,215,144,79]/2,nu=[0,15,21,21,15,21,6]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=435,lambda=[102,137,184,274,215,142,77]/2,nu=[0,15,21,21,15,21,6]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=436,lambda=[84,139,180,270,215,144,79]/2,nu=[27,12,27,27,15,21,6]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=436,lambda=[84,139,180,270,215,142,77]/2,nu=[27,12,27,27,15,21,6]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=437,lambda=[86,137,182,272,215,156,81]/2,nu=[24,15,24,24,15,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=437,lambda=[86,137,182,272,215,156,79]/2,nu=[24,15,24,24,15,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=438,lambda=[102,139,198,272,209,140,73]/2,nu=[0,6,0,12,12,12,6]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=439,lambda=[102,147,190,272,209,140,73]/2,nu=[0,0,6,12,12,12,6]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=440,lambda=[102,137,188,260,207,148,73]/2,nu=[0,15,15,42,27,12,12]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=442,lambda=[102,135,186,264,213,140,77]/2,nu=[0,9,9,18,9,12,3]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=444,lambda=[102,135,186,260,209,144,81]/2,nu=[0,9,9,21,12,9,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=446,lambda=[102,147,188,278,211,142,71]/2,nu=[0,0,15,15,21,21,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=447,lambda=[102,139,180,270,207,146,71]/2,nu=[0,12,27,27,27,15,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=448,lambda=[102,147,188,274,211,146,71]/2,nu=[0,0,15,21,21,15,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=449,lambda=[102,137,180,260,207,148,81]/2,nu=[0,15,27,42,27,12,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=450,lambda=[102,135,184,264,213,144,81]/2,nu=[0,18,21,36,18,18,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=454,lambda=[102,137,198,278,211,142,71]/2,nu=[0,15,0,15,21,21,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=455,lambda=[102,137,198,274,211,146,71]/2,nu=[0,15,0,21,21,15,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=456,lambda=[102,129,190,270,207,146,71]/2,nu=[0,27,12,27,27,15,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=457,lambda=[102,129,188,260,207,148,81]/2,nu=[0,27,15,42,27,12,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=461,lambda=[102,137,188,278,209,140,75]/2,nu=[0,15,15,15,24,24,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=462,lambda=[102,135,186,276,213,142,69]/2,nu=[0,18,18,18,18,21,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=463,lambda=[102,135,186,276,211,144,69]/2,nu=[0,18,18,18,21,18,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=464,lambda=[102,135,182,272,213,144,69]/2,nu=[0,9,12,12,9,9,9]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=465,lambda=[102,137,182,272,209,146,81]/2,nu=[0,15,24,24,24,15,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=466,lambda=[102,131,186,272,213,144,69]/2,nu=[0,12,9,12,9,9,9]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=467,lambda=[102,131,188,272,209,146,81]/2,nu=[0,24,15,24,24,15,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=472,lambda=[90,135,186,258,207,150,81]/2,nu=[18,18,18,45,27,9,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=478,lambda=[90,147,186,276,211,144,69]/2,nu=[18,0,18,18,21,18,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=479,lambda=[82,139,178,268,213,144,69]/2,nu=[15,6,15,15,9,9,9]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=480,lambda=[82,137,178,268,205,146,81]/2,nu=[30,15,30,30,30,15,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=481,lambda=[90,147,186,274,213,144,69]/2,nu=[18,0,18,21,18,18,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=482,lambda=[92,147,188,274,211,146,81]/2,nu=[15,0,15,21,21,15,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=483,lambda=[86,135,182,264,213,156,81]/2,nu=[12,9,12,18,9,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=492,lambda=[90,135,186,276,211,144,81]/2,nu=[18,18,18,18,21,18,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=493,lambda=[84,135,180,270,213,144,81]/2,nu=[27,18,27,27,18,18,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=498,lambda=[102,133,184,260,197,142,81]/2,nu=[0,21,21,42,42,21,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=499,lambda=[102,133,184,260,197,142,81]/2,nu=[0,21,21,42,42,21,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=500,lambda=[102,133,184,260,197,142,81]/2,nu=[0,21,21,42,42,21,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=504,lambda=[102,133,184,260,211,142,67]/2,nu=[0,21,21,42,21,21,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=505,lambda=[102,133,184,260,211,142,67]/2,nu=[0,21,21,42,21,21,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=506,lambda=[102,133,184,260,211,142,67]/2,nu=[0,21,21,42,21,21,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=510,lambda=[88,133,170,260,211,156,81]/2,nu=[21,21,42,42,21,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=516,lambda=[88,133,184,260,211,142,81]/2,nu=[21,21,21,42,21,21,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=518,lambda=[88,133,184,260,211,142,81]/2,nu=[21,21,21,42,21,21,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=522,lambda=[88,133,184,274,211,142,67]/2,nu=[21,21,21,21,21,21,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=524,lambda=[88,133,184,274,211,142,67]/2,nu=[21,21,21,21,21,21,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=528,lambda=[102,139,198,274,209,142,75]/2,nu=[0,12,0,24,27,24,12]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=528,lambda=[102,139,198,272,207,140,73]/2,nu=[0,12,0,24,27,24,12]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=529,lambda=[102,137,180,254,201,142,75]/2,nu=[0,15,27,54,39,24,12]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=529,lambda=[102,137,180,252,199,140,73]/2,nu=[0,15,27,54,39,24,12]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=530,lambda=[102,139,182,272,205,144,73]/2,nu=[0,12,27,27,33,21,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=530,lambda=[102,139,180,270,203,142,71]/2,nu=[0,12,27,27,33,21,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=531,lambda=[102,135,184,264,213,142,79]/2,nu=[0,18,21,36,18,24,6]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=531,lambda=[102,135,184,264,213,140,77]/2,nu=[0,18,21,36,18,24,6]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=532,lambda=[102,139,198,276,209,144,73]/2,nu=[0,15,0,21,27,21,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=532,lambda=[102,137,198,274,207,142,71]/2,nu=[0,15,0,21,27,21,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=533,lambda=[102,137,182,272,205,142,77]/2,nu=[0,15,24,24,33,24,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=533,lambda=[102,137,182,272,203,140,75]/2,nu=[0,15,24,24,33,24,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=534,lambda=[102,137,184,274,215,144,71]/2,nu=[0,18,24,24,18,21,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=534,lambda=[102,135,182,272,213,142,69]/2,nu=[0,18,24,24,18,21,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=535,lambda=[82,137,178,268,201,142,77]/2,nu=[30,15,30,30,39,24,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=535,lambda=[82,137,178,268,199,140,75]/2,nu=[30,15,30,30,39,24,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=536,lambda=[84,139,180,270,215,144,71]/2,nu=[30,12,30,30,18,21,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=536,lambda=[82,139,178,268,213,142,69]/2,nu=[30,12,30,30,18,21,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=537,lambda=[86,135,182,264,213,156,81]/2,nu=[24,18,24,36,18,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=537,lambda=[86,135,182,264,213,156,79]/2,nu=[24,18,24,36,18,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=538,lambda=[84,135,180,270,213,142,79]/2,nu=[27,18,27,27,18,24,6]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=538,lambda=[84,135,180,270,213,140,77]/2,nu=[27,18,27,27,18,24,6]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=539,lambda=[102,133,184,260,191,136,75]/2,nu=[0,21,21,42,51,30,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=542,lambda=[102,133,184,258,197,142,81]/2,nu=[0,21,21,45,42,21,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=543,lambda=[102,135,186,256,205,136,73]/2,nu=[0,9,9,24,15,15,6]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=546,lambda=[102,133,184,260,211,140,67]/2,nu=[0,21,21,42,21,24,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=547,lambda=[102,133,184,256,207,142,67]/2,nu=[0,21,21,48,27,21,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=549,lambda=[102,133,182,260,197,142,81]/2,nu=[0,21,24,42,42,21,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=550,lambda=[102,137,178,268,205,136,71]/2,nu=[0,15,30,30,30,30,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=552,lambda=[102,137,178,258,205,146,71]/2,nu=[0,15,30,45,30,15,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=553,lambda=[102,133,182,260,211,142,67]/2,nu=[0,21,24,42,21,21,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=554,lambda=[102,135,180,258,207,144,81]/2,nu=[0,18,27,45,27,18,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=557,lambda=[88,133,162,252,203,148,81]/2,nu=[21,21,54,54,33,12,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=562,lambda=[102,137,198,272,209,140,71]/2,nu=[0,15,0,24,24,24,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=563,lambda=[102,127,188,268,205,136,71]/2,nu=[0,30,15,30,30,30,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=564,lambda=[102,127,188,258,205,146,71]/2,nu=[0,30,15,45,30,15,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=567,lambda=[102,129,186,258,207,144,81]/2,nu=[0,27,18,45,27,18,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=569,lambda=[102,135,186,276,209,140,69]/2,nu=[0,9,9,9,12,12,9]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=570,lambda=[102,135,180,270,207,144,69]/2,nu=[0,18,27,27,27,18,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=571,lambda=[102,129,186,270,207,144,69]/2,nu=[0,27,18,27,27,18,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=572,lambda=[102,127,178,258,205,146,81]/2,nu=[0,30,30,45,30,15,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=581,lambda=[88,133,184,256,207,142,81]/2,nu=[21,21,21,48,27,21,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=584,lambda=[80,137,176,266,203,144,69]/2,nu=[33,15,33,33,33,18,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=585,lambda=[90,147,186,272,209,144,69]/2,nu=[9,0,9,12,12,9,9]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=586,lambda=[80,135,176,254,203,146,81]/2,nu=[33,18,33,51,33,15,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=587,lambda=[84,133,180,260,211,142,81]/2,nu=[27,21,27,42,21,21,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=592,lambda=[90,127,186,256,205,148,81]/2,nu=[9,15,9,24,15,6,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=598,lambda=[88,133,184,274,209,142,67]/2,nu=[21,21,21,21,24,21,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=599,lambda=[82,133,178,268,211,142,67]/2,nu=[30,21,30,30,21,21,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=600,lambda=[82,135,178,268,205,144,81]/2,nu=[15,9,15,15,15,9,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=601,lambda=[88,129,184,270,211,142,67]/2,nu=[21,27,21,27,21,21,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=602,lambda=[90,129,186,270,207,144,81]/2,nu=[18,27,18,27,27,18,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=606,lambda=[102,131,182,256,193,140,65]/2,nu=[0,12,12,24,24,12,12]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=607,lambda=[102,131,182,256,193,140,65]/2,nu=[0,12,12,24,24,12,12]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=608,lambda=[102,131,182,256,193,140,65]/2,nu=[0,12,12,24,24,12,12]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=612,lambda=[86,131,166,256,209,140,81]/2,nu=[12,12,24,24,12,12,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=618,lambda=[86,131,182,256,193,140,81]/2,nu=[12,12,12,24,24,12,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=620,lambda=[86,131,182,256,193,140,81]/2,nu=[12,12,12,24,24,12,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=624,lambda=[86,131,182,256,209,140,65]/2,nu=[12,12,12,24,12,12,12]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=626,lambda=[86,131,182,256,209,140,65]/2,nu=[12,12,12,24,12,12,12]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=630,lambda=[102,135,180,252,201,138,75]/2,nu=[0,18,27,57,39,30,12]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=630,lambda=[102,135,180,250,199,136,73]/2,nu=[0,18,27,57,39,30,12]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=631,lambda=[102,133,182,260,193,138,77]/2,nu=[0,21,24,42,51,30,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=631,lambda=[102,133,182,260,191,136,75]/2,nu=[0,21,24,42,51,30,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=632,lambda=[102,137,180,270,205,138,73]/2,nu=[0,15,30,30,33,30,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=632,lambda=[102,137,178,268,203,136,71]/2,nu=[0,15,30,30,33,30,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=633,lambda=[102,137,180,254,201,142,73]/2,nu=[0,15,30,54,39,24,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=633,lambda=[102,137,178,252,199,140,71]/2,nu=[0,15,30,54,39,24,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=634,lambda=[102,135,184,264,213,142,69]/2,nu=[0,21,24,42,21,24,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=634,lambda=[102,133,182,260,211,140,67]/2,nu=[0,21,24,42,21,24,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=636,lambda=[102,119,178,250,197,138,73]/2,nu=[0,45,30,60,45,30,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=636,lambda=[102,117,178,248,195,136,71]/2,nu=[0,45,30,60,45,30,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=637,lambda=[102,137,182,272,205,142,71]/2,nu=[0,18,27,27,33,24,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=637,lambda=[102,135,180,270,203,140,69]/2,nu=[0,18,27,27,33,24,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=638,lambda=[80,135,176,248,197,140,75]/2,nu=[33,18,33,63,45,27,12]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=638,lambda=[80,135,176,246,195,138,73]/2,nu=[33,18,33,63,45,27,12]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=639,lambda=[82,137,178,268,201,142,71]/2,nu=[33,15,33,33,39,24,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=639,lambda=[80,137,176,266,199,140,69]/2,nu=[33,15,33,33,39,24,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=640,lambda=[84,133,180,260,211,140,79]/2,nu=[27,21,27,42,21,27,6]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=640,lambda=[84,133,180,260,211,138,77]/2,nu=[27,21,27,42,21,27,6]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=642,lambda=[82,135,178,268,201,140,77]/2,nu=[30,18,30,30,39,27,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=642,lambda=[82,135,178,268,199,138,75]/2,nu=[30,18,30,30,39,27,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=643,lambda=[84,135,180,270,213,142,69]/2,nu=[30,21,30,30,21,24,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=643,lambda=[82,133,178,268,211,140,67]/2,nu=[30,21,30,30,21,24,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=646,lambda=[102,131,182,256,189,136,65]/2,nu=[0,12,12,24,27,15,12]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=648,lambda=[102,133,184,252,189,134,73]/2,nu=[0,21,21,54,54,33,12]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=649,lambda=[102,131,182,254,193,140,65]/2,nu=[0,24,24,51,48,24,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=651,lambda=[102,133,184,254,205,136,67]/2,nu=[0,21,21,51,30,30,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=653,lambda=[102,131,180,256,193,140,65]/2,nu=[0,24,27,48,48,24,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=654,lambda=[102,133,180,256,197,142,81]/2,nu=[0,21,27,48,42,21,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=655,lambda=[102,135,176,254,203,134,71]/2,nu=[0,18,33,51,33,33,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=656,lambda=[102,133,178,254,205,142,67]/2,nu=[0,21,30,51,30,21,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=661,lambda=[86,131,160,250,203,140,81]/2,nu=[24,24,57,57,33,24,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=667,lambda=[102,125,186,254,203,134,71]/2,nu=[0,33,18,51,33,33,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=669,lambda=[102,127,184,254,205,142,67]/2,nu=[0,30,21,51,30,21,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=671,lambda=[102,135,178,268,205,136,69]/2,nu=[0,9,15,15,15,15,9]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=673,lambda=[102,125,176,256,203,144,69]/2,nu=[0,33,33,48,33,18,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=674,lambda=[102,127,178,256,205,144,81]/2,nu=[0,15,15,24,15,9,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=676,lambda=[88,123,160,250,201,146,81]/2,nu=[21,36,57,57,36,15,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=682,lambda=[86,131,182,254,193,140,81]/2,nu=[24,24,24,51,48,24,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=687,lambda=[86,131,182,252,205,140,65]/2,nu=[12,12,12,27,15,12,12]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=689,lambda=[82,131,178,256,193,140,81]/2,nu=[15,12,15,24,24,12,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=690,lambda=[78,135,174,264,201,132,69]/2,nu=[18,9,18,18,18,18,9]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=692,lambda=[78,135,174,252,201,144,69]/2,nu=[18,9,18,27,18,9,9]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=693,lambda=[82,131,178,256,209,140,65]/2,nu=[15,12,15,24,12,12,12]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=694,lambda=[80,133,176,252,203,142,81]/2,nu=[33,21,33,54,33,21,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=696,lambda=[78,133,160,250,201,146,81]/2,nu=[36,21,57,57,36,15,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=703,lambda=[88,127,184,254,205,142,81]/2,nu=[21,30,21,51,30,21,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=706,lambda=[80,133,176,266,203,142,67]/2,nu=[33,21,33,33,33,21,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=707,lambda=[88,127,184,268,205,142,67]/2,nu=[21,30,21,30,30,21,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=708,lambda=[78,123,174,252,201,144,81]/2,nu=[18,18,18,27,18,9,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=712,lambda=[102,129,180,252,189,120,63]/2,nu=[0,27,27,54,54,54,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=713,lambda=[102,129,180,252,189,120,63]/2,nu=[0,27,27,54,54,54,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=714,lambda=[102,129,180,252,189,120,63]/2,nu=[0,27,27,54,54,54,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=718,lambda=[84,129,162,252,189,138,81]/2,nu=[27,27,54,54,54,27,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=724,lambda=[84,129,162,252,207,138,63]/2,nu=[27,27,54,54,27,27,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=730,lambda=[84,129,180,252,189,138,63]/2,nu=[27,27,27,54,54,27,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=732,lambda=[84,129,180,252,189,138,63]/2,nu=[27,27,27,54,54,27,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=736,lambda=[102,133,180,250,191,136,75]/2,nu=[0,21,27,60,54,33,12]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=736,lambda=[102,133,180,248,189,134,73]/2,nu=[0,21,27,60,54,33,12]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=737,lambda=[102,135,180,252,201,138,69]/2,nu=[0,21,30,60,39,30,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=737,lambda=[102,133,178,248,199,136,67]/2,nu=[0,21,30,60,39,30,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=738,lambda=[102,133,182,260,193,138,67]/2,nu=[0,24,27,48,54,30,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=738,lambda=[102,131,180,256,189,136,65]/2,nu=[0,24,27,48,54,30,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=739,lambda=[102,135,178,252,201,136,73]/2,nu=[0,18,33,57,39,33,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=739,lambda=[102,135,176,250,199,134,71]/2,nu=[0,18,33,57,39,33,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=740,lambda=[78,133,152,242,193,138,73]/2,nu=[36,21,72,72,51,30,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=740,lambda=[78,133,150,240,191,136,71]/2,nu=[36,21,72,72,51,30,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=741,lambda=[102,119,178,248,197,136,73]/2,nu=[0,45,30,63,45,33,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=741,lambda=[102,117,178,246,195,134,71]/2,nu=[0,45,30,63,45,33,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=743,lambda=[102,119,178,250,197,138,71]/2,nu=[0,45,33,60,45,30,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=743,lambda=[102,117,176,248,195,136,69]/2,nu=[0,45,33,60,45,30,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=744,lambda=[80,133,176,246,197,136,75]/2,nu=[33,21,33,66,45,33,12]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=744,lambda=[80,133,176,244,195,134,73]/2,nu=[33,21,33,66,45,33,12]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=745,lambda=[82,131,178,256,189,136,77]/2,nu=[30,24,30,48,57,33,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=745,lambda=[82,131,178,256,187,134,75]/2,nu=[30,24,30,48,57,33,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=746,lambda=[80,135,176,266,201,134,71]/2,nu=[36,18,36,36,39,36,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=746,lambda=[78,135,174,264,199,132,69]/2,nu=[36,18,36,36,39,36,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=747,lambda=[80,135,176,248,197,140,71]/2,nu=[36,18,36,63,45,27,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=747,lambda=[78,135,174,246,195,138,69]/2,nu=[36,18,36,63,45,27,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=748,lambda=[84,133,180,260,211,140,67]/2,nu=[30,24,30,48,24,27,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=748,lambda=[82,131,178,256,209,138,65]/2,nu=[30,24,30,48,24,27,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=750,lambda=[78,115,174,244,193,136,73]/2,nu=[36,51,36,69,51,33,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=750,lambda=[78,113,174,242,191,134,71]/2,nu=[36,51,36,69,51,33,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=751,lambda=[82,135,178,268,201,140,69]/2,nu=[33,21,33,33,39,27,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=751,lambda=[80,133,176,266,199,138,67]/2,nu=[33,21,33,33,39,27,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=754,lambda=[102,129,180,252,187,120,63]/2,nu=[0,27,27,54,57,54,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=756,lambda=[102,129,180,250,189,120,63]/2,nu=[0,27,27,57,54,54,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=757,lambda=[102,131,182,250,187,134,65]/2,nu=[0,24,24,57,57,33,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=760,lambda=[102,129,178,252,189,120,63]/2,nu=[0,27,30,54,54,54,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=761,lambda=[102,133,174,250,187,132,71]/2,nu=[0,21,36,57,57,36,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=762,lambda=[102,131,178,252,193,140,65]/2,nu=[0,12,15,27,24,12,12]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=763,lambda=[102,133,176,252,203,134,67]/2,nu=[0,21,33,54,33,33,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=764,lambda=[88,121,158,236,199,144,81]/2,nu=[21,39,60,78,39,18,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=768,lambda=[84,129,158,248,189,138,81]/2,nu=[27,27,60,60,54,27,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=772,lambda=[84,129,156,246,201,138,63]/2,nu=[27,27,63,63,36,27,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=782,lambda=[102,123,174,252,201,132,69]/2,nu=[0,18,18,27,18,18,9]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=784,lambda=[102,125,176,252,203,142,67]/2,nu=[0,33,33,54,33,21,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=789,lambda=[86,123,158,248,201,140,81]/2,nu=[12,18,30,30,18,12,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=797,lambda=[84,129,180,250,189,138,63]/2,nu=[27,27,27,57,54,27,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=801,lambda=[80,129,176,252,189,138,63]/2,nu=[33,27,33,54,54,27,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=802,lambda=[80,131,176,250,193,140,81]/2,nu=[33,24,33,57,48,24,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=803,lambda=[76,133,172,248,199,130,69]/2,nu=[39,21,39,60,39,39,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=804,lambda=[78,131,174,248,201,140,65]/2,nu=[18,12,18,30,18,12,12]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=809,lambda=[78,131,158,248,201,140,81]/2,nu=[18,12,30,30,18,12,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=815,lambda=[86,125,182,250,203,140,65]/2,nu=[24,33,24,57,33,24,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=817,lambda=[78,133,174,264,201,132,67]/2,nu=[36,21,36,36,36,36,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=819,lambda=[76,121,172,250,199,142,67]/2,nu=[39,39,39,57,39,21,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=820,lambda=[78,123,174,250,201,142,81]/2,nu=[36,36,36,57,36,21,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=822,lambda=[76,121,158,248,199,144,81]/2,nu=[39,39,60,60,39,18,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=823,lambda=[82,127,158,228,185,136,81]/2,nu=[15,15,30,45,30,15,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=829,lambda=[82,127,158,248,185,136,61]/2,nu=[15,15,30,30,30,15,15]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=835,lambda=[82,127,178,248,185,116,61]/2,nu=[15,15,15,30,30,30,15]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=837,lambda=[82,127,178,248,185,116,61]/2,nu=[15,15,15,30,30,30,15]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=841,lambda=[102,133,180,250,191,136,67]/2,nu=[0,24,30,63,57,33,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=841,lambda=[102,131,178,246,187,134,65]/2,nu=[0,24,30,63,57,33,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=842,lambda=[102,131,180,256,191,124,65]/2,nu=[0,27,30,54,57,54,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=842,lambda=[102,129,178,252,187,120,63]/2,nu=[0,27,30,54,57,54,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=845,lambda=[78,131,150,240,193,132,73]/2,nu=[36,24,75,75,51,39,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=845,lambda=[78,131,148,238,191,130,71]/2,nu=[36,24,75,75,51,39,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=847,lambda=[102,119,178,248,197,136,69]/2,nu=[0,45,33,66,45,33,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=847,lambda=[102,117,176,244,195,134,67]/2,nu=[0,45,33,66,45,33,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=848,lambda=[102,119,176,248,197,134,71]/2,nu=[0,45,36,63,45,36,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=848,lambda=[102,117,174,246,195,132,69]/2,nu=[0,45,36,63,45,36,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=849,lambda=[76,111,148,238,189,134,71]/2,nu=[39,57,78,78,57,36,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=849,lambda=[76,109,146,236,187,132,69]/2,nu=[39,57,78,78,57,36,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=850,lambda=[80,131,176,244,187,134,75]/2,nu=[33,24,33,69,60,36,12]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=850,lambda=[80,131,176,242,185,132,73]/2,nu=[33,24,33,69,60,36,12]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=851,lambda=[80,133,176,246,197,136,67]/2,nu=[36,24,36,69,45,33,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=851,lambda=[78,131,174,242,195,134,65]/2,nu=[36,24,36,69,45,33,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=852,lambda=[82,131,178,256,189,136,65]/2,nu=[33,27,33,54,60,33,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=852,lambda=[80,129,176,252,185,134,63]/2,nu=[33,27,33,54,60,33,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=853,lambda=[78,133,174,246,197,132,71]/2,nu=[39,21,39,66,45,39,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=853,lambda=[76,133,172,244,195,130,69]/2,nu=[39,21,39,66,45,39,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=857,lambda=[78,115,174,242,193,134,73]/2,nu=[36,51,36,72,51,36,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=857,lambda=[78,113,174,240,191,132,71]/2,nu=[36,51,36,72,51,36,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=859,lambda=[78,115,174,244,193,136,69]/2,nu=[39,51,39,69,51,33,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=859,lambda=[76,113,172,242,191,134,67]/2,nu=[39,51,39,69,51,33,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=861,lambda=[102,129,180,248,185,120,63]/2,nu=[0,27,27,60,60,54,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=869,lambda=[102,131,174,248,185,132,65]/2,nu=[0,12,18,30,30,18,12]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=871,lambda=[102,129,176,248,189,120,63]/2,nu=[0,27,33,60,54,54,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=879,lambda=[82,127,154,244,185,136,61]/2,nu=[15,15,33,33,30,15,15]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=894,lambda=[84,121,154,244,199,138,63]/2,nu=[27,39,66,66,39,27,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=901,lambda=[82,127,178,246,185,116,61]/2,nu=[30,30,30,63,60,60,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=906,lambda=[78,127,174,248,185,116,61]/2,nu=[18,15,18,30,30,30,15]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=907,lambda=[74,131,170,244,181,128,69]/2,nu=[21,12,21,33,33,21,9]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=908,lambda=[78,129,174,246,189,138,63]/2,nu=[36,27,36,63,54,27,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=909,lambda=[76,131,172,246,199,130,65]/2,nu=[39,24,39,63,39,39,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=910,lambda=[74,119,156,232,197,142,81]/2,nu=[42,42,63,84,42,21,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=912,lambda=[78,129,156,246,189,138,81]/2,nu=[36,27,63,63,54,27,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=914,lambda=[76,129,154,244,199,138,63]/2,nu=[39,27,66,66,39,27,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=922,lambda=[74,119,170,246,197,128,67]/2,nu=[42,42,42,63,42,42,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=924,lambda=[76,121,172,246,199,140,65]/2,nu=[39,39,39,63,39,24,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=927,lambda=[76,121,156,246,199,140,81]/2,nu=[39,39,63,63,39,24,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=928,lambda=[80,125,154,222,181,134,59]/2,nu=[33,33,66,99,66,33,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=934,lambda=[80,125,154,244,181,112,59]/2,nu=[33,33,66,66,66,66,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=946,lambda=[102,131,178,248,189,124,65]/2,nu=[0,27,33,66,60,54,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=946,lambda=[102,129,176,244,185,120,63]/2,nu=[0,27,33,66,60,54,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=947,lambda=[74,107,144,208,185,130,69]/2,nu=[42,63,84,126,63,42,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=947,lambda=[74,105,142,204,183,128,67]/2,nu=[42,63,84,126,63,42,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=949,lambda=[78,129,148,238,181,130,73]/2,nu=[36,27,78,78,69,42,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=949,lambda=[78,129,146,236,179,128,71]/2,nu=[36,27,78,78,69,42,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=950,lambda=[78,131,150,240,193,132,65]/2,nu=[39,27,78,78,51,39,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=950,lambda=[76,129,146,236,191,130,63]/2,nu=[39,27,78,78,51,39,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=954,lambda=[76,111,146,236,189,130,71]/2,nu=[39,57,81,81,57,42,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=954,lambda=[76,109,144,234,187,128,69]/2,nu=[39,57,81,81,57,42,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=955,lambda=[80,131,176,244,187,134,65]/2,nu=[36,27,36,72,63,36,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=955,lambda=[78,129,174,240,183,132,63]/2,nu=[36,27,36,72,63,36,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=957,lambda=[80,129,176,252,187,120,63]/2,nu=[36,30,36,60,63,60,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=957,lambda=[78,127,174,248,183,116,61]/2,nu=[36,30,36,60,63,60,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=963,lambda=[78,115,174,242,193,134,67]/2,nu=[39,51,39,75,51,36,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=963,lambda=[76,113,172,238,191,132,65]/2,nu=[39,51,39,75,51,36,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=964,lambda=[76,115,172,242,193,130,69]/2,nu=[42,51,42,72,51,42,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=964,lambda=[74,113,170,240,191,128,67]/2,nu=[42,51,42,72,51,42,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=976,lambda=[102,129,174,246,183,120,63]/2,nu=[0,27,36,63,63,54,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=987,lambda=[80,125,150,240,181,112,59]/2,nu=[33,33,72,72,66,66,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1013,lambda=[74,129,170,242,179,128,63]/2,nu=[42,27,42,69,69,42,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1015,lambda=[76,127,172,242,185,116,61]/2,nu=[39,30,39,69,60,60,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1019,lambda=[76,127,152,242,185,136,61]/2,nu=[39,30,69,69,60,30,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1033,lambda=[74,119,152,242,197,138,63]/2,nu=[42,42,69,69,42,27,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1034,lambda=[78,123,150,216,177,108,57]/2,nu=[18,18,36,54,36,36,18]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1049,lambda=[78,129,148,238,181,130,63]/2,nu=[39,30,81,81,72,42,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1049,lambda=[76,127,144,234,177,128,61]/2,nu=[39,30,81,81,72,42,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1055,lambda=[76,111,146,236,189,130,65]/2,nu=[42,57,84,84,57,42,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1055,lambda=[74,109,142,232,187,128,63]/2,nu=[42,57,84,84,57,42,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1056,lambda=[78,129,174,242,185,120,63]/2,nu=[39,30,39,75,66,60,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1056,lambda=[76,127,172,238,181,116,61]/2,nu=[39,30,39,75,66,60,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1110,lambda=[74,127,170,240,177,116,61]/2,nu=[21,15,21,36,36,30,15]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1118,lambda=[74,125,148,238,181,112,59]/2,nu=[42,33,75,75,66,66,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1130,lambda=[76,121,146,210,147,104,55]/2,nu=[39,39,78,117,117,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1145,lambda=[76,127,146,236,179,116,61]/2,nu=[42,33,84,84,75,66,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1145,lambda=[74,125,142,232,175,112,59]/2,nu=[42,33,84,84,75,66,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=15,lambda=[102,147,198,288,225,156,81]/2,nu=[0,0,0,0,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=32,lambda=[102,147,198,288,225,156,79]/2,nu=[0,0,0,0,0,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=66,lambda=[100,147,198,288,225,156,81]/2,nu=[3,0,0,0,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=80,lambda=[100,147,198,288,225,156,79]/2,nu=[3,0,0,0,0,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=89,lambda=[102,147,198,288,225,152,77]/2,nu=[0,0,0,0,0,3,3]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=117,lambda=[98,147,194,288,225,156,81]/2,nu=[3,0,3,0,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=138,lambda=[100,147,198,288,225,152,77]/2,nu=[3,0,0,0,0,6,6]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=141,lambda=[98,147,194,288,225,156,79]/2,nu=[6,0,6,0,0,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=150,lambda=[102,147,198,288,219,150,75]/2,nu=[0,0,0,0,9,9,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=178,lambda=[96,147,192,282,225,156,81]/2,nu=[9,0,9,9,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=208,lambda=[100,147,198,288,219,150,75]/2,nu=[3,0,0,0,9,9,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=212,lambda=[96,147,192,282,225,156,79]/2,nu=[9,0,9,9,0,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=214,lambda=[98,147,194,288,225,152,77]/2,nu=[3,0,3,0,0,3,3]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=222,lambda=[102,147,198,280,217,148,73]/2,nu=[0,0,0,6,6,6,6]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=243,lambda=[94,147,190,280,217,156,81]/2,nu=[6,0,6,6,6,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=250,lambda=[94,139,190,280,225,156,81]/2,nu=[6,6,6,6,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=287,lambda=[100,147,198,280,217,148,73]/2,nu=[3,0,0,12,12,12,12]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=290,lambda=[94,147,190,280,217,156,79]/2,nu=[12,0,12,12,12,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=293,lambda=[96,147,192,282,225,152,77]/2,nu=[9,0,9,9,0,6,6]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=294,lambda=[98,147,194,288,219,150,75]/2,nu=[6,0,6,0,9,9,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=298,lambda=[94,139,190,280,225,156,79]/2,nu=[12,12,12,12,0,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=327,lambda=[92,147,188,278,215,146,81]/2,nu=[15,0,15,15,15,15,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=333,lambda=[92,137,188,278,215,156,81]/2,nu=[15,15,15,15,15,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=361,lambda=[98,147,184,278,215,146,71]/2,nu=[6,0,21,15,15,15,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=381,lambda=[96,147,192,274,217,148,73]/2,nu=[9,0,9,21,12,12,12]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=382,lambda=[94,147,190,280,211,150,75]/2,nu=[12,0,12,12,21,9,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=383,lambda=[92,147,188,278,215,142,77]/2,nu=[15,0,15,15,15,21,6]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=393,lambda=[92,137,188,278,215,156,79]/2,nu=[15,15,15,15,15,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=396,lambda=[94,139,190,280,225,152,77]/2,nu=[6,6,6,6,0,3,3]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=412,lambda=[90,135,186,264,213,156,81]/2,nu=[9,9,9,18,9,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=418,lambda=[90,147,186,276,213,144,69]/2,nu=[9,0,9,9,9,9,9]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=424,lambda=[90,135,186,276,213,144,81]/2,nu=[9,9,9,9,9,9,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=453,lambda=[96,147,182,272,215,146,71]/2,nu=[9,0,24,24,15,15,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=471,lambda=[94,147,190,272,209,148,73]/2,nu=[6,0,6,12,12,6,6]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=473,lambda=[90,135,186,264,213,156,79]/2,nu=[18,18,18,36,18,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=476,lambda=[92,147,188,278,209,140,75]/2,nu=[15,0,15,15,24,24,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=477,lambda=[90,147,186,276,213,142,69]/2,nu=[18,0,18,18,18,21,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=487,lambda=[94,129,190,270,215,146,71]/2,nu=[12,27,12,27,15,15,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=490,lambda=[92,137,188,278,209,150,75]/2,nu=[15,15,15,15,24,9,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=491,lambda=[90,135,186,276,213,140,77]/2,nu=[9,9,9,9,9,12,3]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=511,lambda=[88,133,170,260,211,156,81]/2,nu=[21,21,42,42,21,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=517,lambda=[88,133,184,260,211,142,81]/2,nu=[21,21,21,42,21,21,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=523,lambda=[88,133,184,274,211,142,67]/2,nu=[21,21,21,21,21,21,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=551,lambda=[102,147,188,272,209,140,71]/2,nu=[0,0,15,24,24,24,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=556,lambda=[94,147,180,270,207,146,71]/2,nu=[12,0,27,27,27,15,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=558,lambda=[88,133,170,260,211,156,79]/2,nu=[21,21,42,42,21,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=574,lambda=[94,127,178,268,213,144,69]/2,nu=[6,15,15,15,9,9,9]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=576,lambda=[92,147,188,270,207,138,73]/2,nu=[15,0,15,27,27,27,12]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=577,lambda=[90,135,186,256,205,148,73]/2,nu=[9,9,9,24,15,6,6]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=579,lambda=[88,133,184,260,211,138,77]/2,nu=[21,21,21,42,21,27,6]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=583,lambda=[90,147,186,276,209,140,69]/2,nu=[9,0,9,9,12,12,9]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=590,lambda=[86,133,170,260,211,156,81]/2,nu=[24,21,42,42,21,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=591,lambda=[92,127,188,268,205,146,71]/2,nu=[15,30,15,30,30,15,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=596,lambda=[90,135,186,276,207,138,75]/2,nu=[18,18,18,18,27,27,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=597,lambda=[88,133,184,274,211,140,67]/2,nu=[21,21,21,21,21,24,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=613,lambda=[86,131,166,256,209,140,81]/2,nu=[12,12,24,24,12,12,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=619,lambda=[86,131,182,256,193,140,81]/2,nu=[12,12,12,24,24,12,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=625,lambda=[86,131,182,256,209,140,65]/2,nu=[12,12,12,24,12,12,12]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=657,lambda=[92,147,178,268,205,136,71]/2,nu=[15,0,30,30,30,30,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=658,lambda=[88,133,160,250,201,146,71]/2,nu=[21,21,57,57,36,15,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=659,lambda=[86,131,166,256,209,136,77]/2,nu=[12,12,24,24,12,15,3]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=672,lambda=[102,127,186,268,205,136,69]/2,nu=[0,15,9,15,15,15,9]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=675,lambda=[92,125,176,266,203,144,69]/2,nu=[15,33,33,33,33,18,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=679,lambda=[86,131,182,256,187,134,75]/2,nu=[24,24,24,48,57,33,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=683,lambda=[88,133,184,252,203,134,73]/2,nu=[21,21,21,54,33,33,12]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=686,lambda=[86,131,182,256,209,138,65]/2,nu=[24,24,24,48,24,27,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=691,lambda=[90,147,186,270,207,138,69]/2,nu=[18,0,18,27,27,27,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=697,lambda=[84,131,166,256,209,140,81]/2,nu=[27,24,48,48,24,24,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=699,lambda=[90,125,186,266,203,134,71]/2,nu=[18,33,18,33,33,33,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=700,lambda=[90,125,186,254,203,146,71]/2,nu=[18,33,18,51,33,15,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=705,lambda=[88,133,184,274,207,138,67]/2,nu=[21,21,21,21,27,27,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=719,lambda=[84,129,162,252,189,138,81]/2,nu=[27,27,54,54,54,27,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=725,lambda=[84,129,162,252,207,138,63]/2,nu=[27,27,54,54,27,27,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=731,lambda=[84,129,180,252,189,138,63]/2,nu=[27,27,27,54,54,27,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=759,lambda=[90,121,172,236,199,142,67]/2,nu=[18,39,39,78,39,21,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=765,lambda=[84,129,162,252,183,132,75]/2,nu=[27,27,54,54,63,36,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=769,lambda=[86,131,156,246,199,130,71]/2,nu=[24,24,63,63,39,39,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=771,lambda=[84,129,162,252,207,136,63]/2,nu=[27,27,54,54,27,30,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=778,lambda=[102,123,184,250,187,132,71]/2,nu=[0,36,21,57,57,36,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=781,lambda=[102,125,184,252,203,134,67]/2,nu=[0,33,21,54,33,33,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=786,lambda=[90,123,174,264,201,132,69]/2,nu=[9,18,18,18,18,18,9]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=787,lambda=[88,121,158,248,199,144,69]/2,nu=[21,39,60,60,39,18,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=794,lambda=[84,129,180,252,185,134,63]/2,nu=[27,27,27,54,60,33,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=796,lambda=[86,131,182,248,185,132,73]/2,nu=[12,12,12,30,30,18,6]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=799,lambda=[86,131,182,250,203,134,65]/2,nu=[24,24,24,57,33,33,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=805,lambda=[82,129,162,252,189,138,81]/2,nu=[30,27,54,54,54,27,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=807,lambda=[76,133,158,248,199,144,69]/2,nu=[39,21,60,60,39,18,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=808,lambda=[82,129,162,252,207,138,63]/2,nu=[30,27,54,54,27,27,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=813,lambda=[88,123,184,250,201,132,71]/2,nu=[21,36,21,57,36,36,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=818,lambda=[88,125,184,266,203,134,67]/2,nu=[21,33,21,33,33,33,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=824,lambda=[82,127,158,228,185,136,81]/2,nu=[15,15,30,45,30,15,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=830,lambda=[82,127,158,248,185,136,61]/2,nu=[15,15,30,30,30,15,15]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=836,lambda=[82,127,178,248,185,116,61]/2,nu=[15,15,15,30,30,30,15]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=864,lambda=[82,127,158,220,177,128,73]/2,nu=[15,15,30,51,36,21,6]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=868,lambda=[88,119,170,232,197,128,67]/2,nu=[21,42,42,84,42,42,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=873,lambda=[88,119,156,232,197,142,67]/2,nu=[21,42,63,84,42,21,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=876,lambda=[82,127,158,248,181,132,61]/2,nu=[15,15,30,30,33,18,15]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=878,lambda=[84,129,152,242,179,128,71]/2,nu=[27,27,69,69,69,42,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=880,lambda=[84,129,154,244,199,130,63]/2,nu=[27,27,66,66,39,39,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=885,lambda=[102,123,182,248,185,132,65]/2,nu=[0,18,12,30,30,18,12]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=887,lambda=[102,121,172,248,185,130,69]/2,nu=[0,39,39,60,60,39,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=889,lambda=[102,123,174,250,201,132,67]/2,nu=[0,36,36,57,36,36,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=893,lambda=[86,119,154,244,197,128,69]/2,nu=[12,21,33,33,21,21,9]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=899,lambda=[82,127,178,248,183,116,61]/2,nu=[30,30,30,60,63,60,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=902,lambda=[84,129,180,246,183,132,63]/2,nu=[27,27,27,63,63,36,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=904,lambda=[80,127,158,228,185,136,81]/2,nu=[33,30,60,90,60,30,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=911,lambda=[80,127,158,248,185,136,61]/2,nu=[33,30,60,60,60,30,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=913,lambda=[74,131,154,244,197,128,69]/2,nu=[21,12,33,33,21,21,9]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=918,lambda=[86,121,182,246,183,130,71]/2,nu=[24,39,24,63,63,39,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=921,lambda=[86,123,182,248,201,132,65]/2,nu=[12,18,12,30,18,18,12]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=926,lambda=[74,119,156,246,197,142,67]/2,nu=[42,42,63,63,42,21,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=929,lambda=[80,125,154,222,181,134,59]/2,nu=[33,33,66,99,66,33,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=935,lambda=[80,125,154,244,181,112,59]/2,nu=[33,33,66,66,66,66,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=966,lambda=[86,115,166,224,161,124,65]/2,nu=[12,24,24,48,48,24,12]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=970,lambda=[80,125,154,216,175,128,59]/2,nu=[33,33,66,108,75,42,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=975,lambda=[102,119,170,232,183,128,67]/2,nu=[0,42,42,84,63,42,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=979,lambda=[82,127,148,218,175,126,71]/2,nu=[30,30,75,105,75,45,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=982,lambda=[86,117,152,228,195,126,67]/2,nu=[24,45,69,90,45,45,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=985,lambda=[80,125,154,244,179,112,59]/2,nu=[33,33,66,66,69,66,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=988,lambda=[82,127,150,240,177,128,61]/2,nu=[15,15,36,36,36,21,15]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=993,lambda=[80,93,154,212,171,124,71]/2,nu=[33,81,66,114,81,48,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=997,lambda=[102,121,172,246,183,130,65]/2,nu=[0,39,39,63,63,39,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1003,lambda=[84,117,150,240,177,126,69]/2,nu=[27,45,72,72,72,45,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1005,lambda=[84,119,152,242,197,128,63]/2,nu=[27,42,69,69,42,42,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1008,lambda=[82,127,178,244,181,116,61]/2,nu=[15,15,15,33,33,30,15]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1011,lambda=[78,125,154,222,181,134,59]/2,nu=[36,33,66,99,66,33,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1016,lambda=[72,117,154,228,195,140,65]/2,nu=[45,45,66,90,45,24,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1017,lambda=[78,125,154,244,181,112,59]/2,nu=[36,33,66,66,66,66,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1018,lambda=[72,129,150,240,177,126,69]/2,nu=[45,27,72,72,72,45,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1021,lambda=[74,129,152,242,197,128,63]/2,nu=[42,27,69,69,42,42,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1025,lambda=[84,121,180,244,181,130,63]/2,nu=[27,39,27,66,66,39,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1028,lambda=[72,117,168,242,179,126,67]/2,nu=[45,45,45,69,69,45,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1030,lambda=[74,119,170,244,197,128,65]/2,nu=[21,21,21,33,21,21,12]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1031,lambda=[72,117,152,242,195,126,67]/2,nu=[45,45,69,69,45,45,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1035,lambda=[78,123,150,216,177,108,57]/2,nu=[18,18,36,54,36,36,18]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1072,lambda=[78,123,150,212,173,108,57]/2,nu=[18,18,36,57,39,36,18]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1077,lambda=[102,119,170,232,181,128,65]/2,nu=[0,21,21,42,33,21,12]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1078,lambda=[82,113,144,200,171,122,67]/2,nu=[30,51,81,132,81,51,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1079,lambda=[84,113,146,220,157,122,65]/2,nu=[27,51,78,102,102,51,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1083,lambda=[80,125,146,214,173,126,59]/2,nu=[33,33,78,111,78,45,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1087,lambda=[80,125,148,238,175,112,59]/2,nu=[33,33,75,75,75,66,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1092,lambda=[78,91,150,208,169,124,57]/2,nu=[18,42,36,60,42,24,18]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1098,lambda=[80,91,142,210,169,122,69]/2,nu=[33,84,84,117,84,51,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1103,lambda=[82,117,148,238,175,126,61]/2,nu=[30,45,75,75,75,45,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1108,lambda=[76,123,150,216,177,108,57]/2,nu=[39,36,72,108,72,72,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1109,lambda=[70,115,166,224,177,124,65]/2,nu=[24,24,24,48,36,24,12]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1113,lambda=[70,127,146,216,173,124,69]/2,nu=[24,15,39,54,39,24,9]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1114,lambda=[70,115,150,224,193,124,65]/2,nu=[24,24,36,48,24,24,12]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1116,lambda=[72,127,148,238,175,126,61]/2,nu=[45,30,75,75,75,45,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1124,lambda=[72,117,168,240,177,126,63]/2,nu=[45,45,45,72,72,45,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1126,lambda=[70,115,148,238,175,124,67]/2,nu=[48,48,75,75,75,48,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1129,lambda=[72,117,150,240,195,126,63]/2,nu=[45,45,72,72,45,45,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1131,lambda=[76,121,146,210,147,104,55]/2,nu=[39,39,78,117,117,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1168,lambda=[76,121,146,208,147,104,55]/2,nu=[39,39,78,120,117,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1169,lambda=[82,111,142,196,153,120,65]/2,nu=[15,27,42,69,54,27,12]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1174,lambda=[80,113,142,198,169,122,59]/2,nu=[33,51,84,135,84,51,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1178,lambda=[78,123,144,210,171,108,57]/2,nu=[36,36,81,117,81,72,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1185,lambda=[66,111,126,216,171,120,63]/2,nu=[54,54,108,108,81,54,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1188,lambda=[76,89,146,204,167,104,55]/2,nu=[39,87,78,126,87,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1193,lambda=[80,89,140,194,167,120,67]/2,nu=[33,87,87,141,87,54,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1195,lambda=[78,89,140,206,167,122,57]/2,nu=[36,87,87,123,87,51,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1201,lambda=[74,121,146,210,147,104,55]/2,nu=[42,39,78,117,117,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1203,lambda=[70,115,166,224,175,124,63]/2,nu=[48,48,48,96,75,48,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1204,lambda=[66,111,142,196,169,120,65]/2,nu=[27,27,42,69,42,27,12]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1205,lambda=[66,111,144,216,153,120,63]/2,nu=[54,54,81,108,108,54,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1208,lambda=[70,125,144,212,171,124,59]/2,nu=[48,33,81,114,81,48,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1211,lambda=[72,125,146,236,173,112,59]/2,nu=[45,33,78,78,78,66,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1218,lambda=[66,89,140,208,167,120,67]/2,nu=[54,87,87,120,87,54,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1220,lambda=[70,115,146,236,173,124,61]/2,nu=[24,24,39,39,39,24,15]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1265,lambda=[66,111,126,216,169,120,61]/2,nu=[27,27,54,54,42,27,15]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1266,lambda=[64,109,122,192,167,118,63]/2,nu=[57,57,114,144,87,57,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1270,lambda=[74,87,142,200,141,100,53]/2,nu=[21,45,42,66,63,42,21]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1271,lambda=[80,87,138,190,149,118,65]/2,nu=[33,90,90,147,114,57,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1275,lambda=[78,87,138,192,165,120,57]/2,nu=[18,45,45,72,45,27,18]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1277,lambda=[76,87,138,202,165,104,55]/2,nu=[39,90,90,129,90,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1282,lambda=[64,109,140,192,149,118,63]/2,nu=[57,57,87,144,114,57,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1284,lambda=[66,111,140,194,167,120,59]/2,nu=[54,54,87,141,87,54,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1287,lambda=[70,123,142,208,169,108,57]/2,nu=[24,18,42,60,42,36,18]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1296,lambda=[64,87,138,190,165,118,65]/2,nu=[57,90,90,147,90,57,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1297,lambda=[66,87,138,204,165,120,57]/2,nu=[27,45,45,63,45,27,18]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1341,lambda=[62,107,118,188,145,116,61]/2,nu=[30,30,60,75,60,30,15]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1343,lambda=[64,109,122,190,165,118,59]/2,nu=[57,57,114,147,90,57,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1355,lambda=[62,85,118,186,163,116,63]/2,nu=[60,93,120,153,93,60,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1367,lambda=[62,85,136,186,145,116,63]/2,nu=[60,93,93,153,120,60,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1368,lambda=[64,85,136,188,163,118,57]/2,nu=[57,93,93,150,93,57,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1369,lambda=[66,85,136,200,163,104,55]/2,nu=[54,93,93,132,93,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1424,lambda=[60,83,114,182,141,114,61]/2,nu=[63,96,126,159,126,63,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1425,lambda=[62,83,118,184,161,116,57]/2,nu=[30,48,60,78,48,30,18]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1469,lambda=[58,81,110,156,137,112,59]/2,nu=[66,99,132,198,132,66,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=20,lambda=[102,147,198,288,225,156,81]/2,nu=[0,0,0,0,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=21,lambda=[102,147,198,288,225,156,81]/2,nu=[0,0,0,0,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=22,lambda=[102,147,198,288,225,156,81]/2,nu=[0,0,0,0,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=23,lambda=[102,147,198,288,225,156,81]/2,nu=[0,0,0,0,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=24,lambda=[102,147,198,288,225,156,81]/2,nu=[0,0,0,0,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=25,lambda=[102,147,198,288,225,156,81]/2,nu=[0,0,0,0,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=26,lambda=[102,147,198,288,225,156,81]/2,nu=[0,0,0,0,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=39,lambda=[102,147,198,288,225,154,81]/2,nu=[0,0,0,0,0,3,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=45,lambda=[102,147,198,288,223,156,81]/2,nu=[0,0,0,0,3,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=51,lambda=[102,147,198,286,225,156,81]/2,nu=[0,0,0,3,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=56,lambda=[102,147,196,288,225,156,81]/2,nu=[0,0,3,0,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=57,lambda=[102,147,196,288,225,156,81]/2,nu=[0,0,3,0,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=61,lambda=[102,145,198,288,225,156,81]/2,nu=[0,3,0,0,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=62,lambda=[102,145,198,288,225,156,81]/2,nu=[0,3,0,0,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=63,lambda=[102,145,198,288,225,156,81]/2,nu=[0,3,0,0,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=69,lambda=[100,147,198,288,225,156,81]/2,nu=[3,0,0,0,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=79,lambda=[102,145,196,288,225,156,81]/2,nu=[0,3,3,0,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=84,lambda=[100,145,198,288,225,156,81]/2,nu=[3,3,0,0,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=96,lambda=[102,147,198,288,221,152,81]/2,nu=[0,0,0,0,3,3,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=102,lambda=[102,147,198,284,221,156,81]/2,nu=[0,0,0,3,3,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=107,lambda=[102,147,194,284,225,156,81]/2,nu=[0,0,3,3,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=108,lambda=[102,147,194,284,225,156,81]/2,nu=[0,0,3,3,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=112,lambda=[102,143,198,284,225,156,81]/2,nu=[0,3,0,3,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=113,lambda=[102,143,198,284,225,156,81]/2,nu=[0,3,0,3,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=114,lambda=[102,143,198,284,225,156,81]/2,nu=[0,3,0,3,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=119,lambda=[98,147,194,288,225,156,81]/2,nu=[3,0,3,0,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=120,lambda=[98,147,194,288,225,156,81]/2,nu=[3,0,3,0,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=128,lambda=[102,143,194,280,225,156,81]/2,nu=[0,3,3,6,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=144,lambda=[100,143,198,284,225,156,81]/2,nu=[3,6,0,6,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=145,lambda=[98,145,194,288,225,156,81]/2,nu=[6,3,6,0,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=157,lambda=[102,147,198,282,219,150,81]/2,nu=[0,0,0,9,9,9,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=162,lambda=[102,147,192,282,219,156,81]/2,nu=[0,0,9,9,9,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=163,lambda=[102,147,192,282,219,156,81]/2,nu=[0,0,9,9,9,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=167,lambda=[102,141,198,282,219,156,81]/2,nu=[0,9,0,9,9,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=168,lambda=[102,141,198,282,219,156,81]/2,nu=[0,9,0,9,9,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=169,lambda=[102,141,198,282,219,156,81]/2,nu=[0,9,0,9,9,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=173,lambda=[102,141,192,282,225,156,81]/2,nu=[0,9,9,9,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=174,lambda=[102,141,192,282,225,156,81]/2,nu=[0,9,9,9,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=175,lambda=[102,141,192,282,225,156,81]/2,nu=[0,9,9,9,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=180,lambda=[96,147,192,282,225,156,81]/2,nu=[9,0,9,9,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=181,lambda=[96,147,192,282,225,156,81]/2,nu=[9,0,9,9,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=186,lambda=[102,141,192,276,213,156,81]/2,nu=[0,9,9,18,18,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=206,lambda=[102,141,192,280,225,156,81]/2,nu=[0,9,9,12,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=207,lambda=[98,141,188,282,225,156,81]/2,nu=[6,9,15,9,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=211,lambda=[96,143,192,278,225,156,81]/2,nu=[9,6,9,15,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=216,lambda=[96,147,190,282,225,156,81]/2,nu=[9,0,12,9,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=217,lambda=[100,141,198,282,219,156,81]/2,nu=[3,9,0,9,9,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=228,lambda=[102,147,190,280,217,148,81]/2,nu=[0,0,6,6,6,6,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=229,lambda=[102,147,190,280,217,148,81]/2,nu=[0,0,6,6,6,6,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=233,lambda=[102,139,198,280,217,148,81]/2,nu=[0,6,0,6,6,6,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=234,lambda=[102,139,198,280,217,148,81]/2,nu=[0,6,0,6,6,6,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=235,lambda=[102,139,198,280,217,148,81]/2,nu=[0,6,0,6,6,6,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=239,lambda=[102,139,190,280,217,156,81]/2,nu=[0,6,6,6,6,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=240,lambda=[102,139,190,280,217,156,81]/2,nu=[0,6,6,6,6,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=241,lambda=[102,139,190,280,217,156,81]/2,nu=[0,6,6,6,6,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=246,lambda=[94,147,190,280,217,156,81]/2,nu=[6,0,6,6,6,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=247,lambda=[94,147,190,280,217,156,81]/2,nu=[6,0,6,6,6,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=251,lambda=[94,139,190,280,225,156,81]/2,nu=[6,6,6,6,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=252,lambda=[94,139,190,280,225,156,81]/2,nu=[6,6,6,6,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=253,lambda=[94,139,190,280,225,156,81]/2,nu=[6,6,6,6,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=258,lambda=[102,139,190,272,209,140,81]/2,nu=[0,6,6,12,12,12,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=273,lambda=[96,141,186,276,225,156,81]/2,nu=[9,9,18,18,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=280,lambda=[102,139,190,276,213,156,81]/2,nu=[0,6,6,9,9,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=285,lambda=[98,139,186,280,217,156,81]/2,nu=[3,6,9,6,6,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=286,lambda=[94,141,190,274,211,156,81]/2,nu=[12,9,12,21,21,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=295,lambda=[94,147,188,280,217,156,81]/2,nu=[12,0,15,12,12,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=296,lambda=[100,139,198,280,217,148,81]/2,nu=[3,12,0,12,12,12,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=300,lambda=[94,139,190,278,225,156,81]/2,nu=[12,12,12,15,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=301,lambda=[94,139,188,280,225,156,81]/2,nu=[12,12,15,12,0,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=305,lambda=[102,137,188,268,215,156,81]/2,nu=[0,15,15,30,15,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=306,lambda=[102,137,188,268,215,156,81]/2,nu=[0,15,15,30,15,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=307,lambda=[102,137,188,268,215,156,81]/2,nu=[0,15,15,30,15,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=323,lambda=[102,137,188,278,215,146,81]/2,nu=[0,15,15,15,15,15,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=324,lambda=[102,137,188,278,215,146,81]/2,nu=[0,15,15,15,15,15,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=325,lambda=[102,137,188,278,215,146,81]/2,nu=[0,15,15,15,15,15,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=330,lambda=[92,147,188,278,215,146,81]/2,nu=[15,0,15,15,15,15,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=331,lambda=[92,147,188,278,215,146,81]/2,nu=[15,0,15,15,15,15,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=335,lambda=[92,137,188,278,215,156,81]/2,nu=[15,15,15,15,15,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=336,lambda=[92,137,188,278,215,156,81]/2,nu=[15,15,15,15,15,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=337,lambda=[92,137,188,278,215,156,81]/2,nu=[15,15,15,15,15,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=344,lambda=[102,137,188,268,205,136,61]/2,nu=[0,15,15,30,30,30,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=350,lambda=[102,137,188,268,213,156,81]/2,nu=[0,15,15,30,18,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=351,lambda=[96,137,182,262,215,156,81]/2,nu=[9,15,24,39,15,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=360,lambda=[94,139,182,272,209,156,81]/2,nu=[6,6,12,12,12,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=371,lambda=[102,137,188,272,209,140,81]/2,nu=[0,15,15,24,24,24,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=377,lambda=[98,137,184,278,215,146,81]/2,nu=[6,15,21,15,15,15,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=379,lambda=[92,139,188,270,207,138,81]/2,nu=[15,12,15,27,27,27,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=387,lambda=[92,147,186,278,215,146,81]/2,nu=[15,0,18,15,15,15,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=388,lambda=[94,147,186,276,217,156,81]/2,nu=[6,0,9,9,6,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=392,lambda=[92,137,188,274,211,156,81]/2,nu=[15,15,15,21,21,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=397,lambda=[92,137,186,278,215,156,81]/2,nu=[15,15,18,15,15,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=398,lambda=[94,139,186,276,225,156,81]/2,nu=[6,6,9,9,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=402,lambda=[102,135,186,264,213,144,81]/2,nu=[0,9,9,18,9,9,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=403,lambda=[102,135,186,264,213,144,81]/2,nu=[0,9,9,18,9,9,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=404,lambda=[102,135,186,264,213,144,81]/2,nu=[0,9,9,18,9,9,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=414,lambda=[90,135,186,264,213,156,81]/2,nu=[9,9,9,18,9,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=415,lambda=[90,135,186,264,213,156,81]/2,nu=[9,9,9,18,9,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=416,lambda=[90,135,186,264,213,156,81]/2,nu=[9,9,9,18,9,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=426,lambda=[90,135,186,276,213,144,81]/2,nu=[9,9,9,9,9,9,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=427,lambda=[90,135,186,276,213,144,81]/2,nu=[9,9,9,9,9,9,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=428,lambda=[90,135,186,276,213,144,81]/2,nu=[9,9,9,9,9,9,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=441,lambda=[94,137,180,260,207,156,81]/2,nu=[12,15,27,42,27,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=443,lambda=[102,135,186,264,209,140,81]/2,nu=[0,9,9,18,12,12,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=445,lambda=[96,135,180,258,213,144,81]/2,nu=[9,18,27,45,18,18,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=451,lambda=[92,137,178,268,205,136,81]/2,nu=[15,15,30,30,30,30,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=459,lambda=[94,129,180,260,215,156,81]/2,nu=[12,27,27,42,15,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=460,lambda=[102,135,186,268,205,136,61]/2,nu=[0,9,9,15,15,15,15]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=470,lambda=[90,137,186,266,203,134,59]/2,nu=[18,15,18,33,33,33,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=474,lambda=[90,135,186,264,211,156,81]/2,nu=[18,18,18,36,21,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=475,lambda=[90,135,182,260,213,156,81]/2,nu=[9,9,12,21,9,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=485,lambda=[92,147,184,274,215,146,81]/2,nu=[15,0,21,21,15,15,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=489,lambda=[90,135,186,270,207,138,81]/2,nu=[18,18,18,27,27,27,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=495,lambda=[92,137,182,272,209,156,81]/2,nu=[15,15,24,24,24,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=496,lambda=[90,135,184,276,213,144,81]/2,nu=[18,18,21,18,18,18,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=497,lambda=[92,131,182,272,215,156,81]/2,nu=[15,24,24,24,15,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=502,lambda=[102,133,184,260,197,142,81]/2,nu=[0,21,21,42,42,21,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=503,lambda=[102,133,184,260,197,142,81]/2,nu=[0,21,21,42,42,21,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=513,lambda=[88,133,170,260,211,156,81]/2,nu=[21,21,42,42,21,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=514,lambda=[88,133,170,260,211,156,81]/2,nu=[21,21,42,42,21,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=515,lambda=[88,133,170,260,211,156,81]/2,nu=[21,21,42,42,21,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=519,lambda=[88,133,184,260,211,142,81]/2,nu=[21,21,21,42,21,21,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=520,lambda=[88,133,184,260,211,142,81]/2,nu=[21,21,21,42,21,21,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=521,lambda=[88,133,184,260,211,142,81]/2,nu=[21,21,21,42,21,21,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=540,lambda=[102,133,184,260,197,140,81]/2,nu=[0,21,21,42,42,24,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=541,lambda=[94,133,176,252,189,142,81]/2,nu=[12,21,33,54,54,21,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=544,lambda=[92,135,176,254,203,134,81]/2,nu=[15,18,33,51,33,33,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=545,lambda=[102,133,184,260,205,136,61]/2,nu=[0,21,21,42,30,30,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=555,lambda=[90,135,174,264,201,132,57]/2,nu=[9,9,18,18,18,18,18]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=559,lambda=[88,133,170,260,209,156,81]/2,nu=[21,21,42,42,24,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=560,lambda=[88,133,170,258,211,156,81]/2,nu=[21,21,42,45,21,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=565,lambda=[92,127,178,258,205,156,81]/2,nu=[15,30,30,45,30,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=568,lambda=[94,127,178,256,213,144,81]/2,nu=[6,15,15,24,9,9,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=578,lambda=[90,135,180,258,207,156,81]/2,nu=[18,18,27,45,27,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=580,lambda=[88,133,184,260,207,138,81]/2,nu=[21,21,21,42,27,27,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=582,lambda=[88,133,180,256,211,142,81]/2,nu=[21,21,27,48,21,21,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=594,lambda=[90,129,180,258,213,156,81]/2,nu=[18,27,27,45,18,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=595,lambda=[88,133,184,266,203,134,59]/2,nu=[21,21,21,33,33,33,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=603,lambda=[90,135,178,268,205,136,81]/2,nu=[9,9,15,15,15,15,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=605,lambda=[90,129,180,270,213,144,81]/2,nu=[18,27,27,27,18,18,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=615,lambda=[86,131,166,256,209,140,81]/2,nu=[12,12,24,24,12,12,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=616,lambda=[86,131,166,256,209,140,81]/2,nu=[12,12,24,24,12,12,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=617,lambda=[86,131,166,256,209,140,81]/2,nu=[12,12,24,24,12,12,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=622,lambda=[86,131,182,256,193,140,81]/2,nu=[12,12,12,24,24,12,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=623,lambda=[86,131,182,256,193,140,81]/2,nu=[12,12,12,24,24,12,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=644,lambda=[92,133,174,250,187,132,81]/2,nu=[15,21,36,57,57,36,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=645,lambda=[102,131,182,256,193,136,61]/2,nu=[0,12,12,24,24,15,15]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=650,lambda=[90,133,172,248,199,130,55]/2,nu=[18,21,39,60,39,39,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=660,lambda=[86,131,166,256,205,136,81]/2,nu=[12,12,24,24,15,15,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=662,lambda=[86,131,166,254,209,140,81]/2,nu=[24,24,48,51,24,24,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=663,lambda=[88,133,170,256,207,156,81]/2,nu=[21,21,42,48,27,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=665,lambda=[92,123,174,250,187,142,81]/2,nu=[15,36,36,57,57,21,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=668,lambda=[90,123,174,252,201,132,81]/2,nu=[9,18,18,27,18,18,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=680,lambda=[86,131,182,256,193,138,81]/2,nu=[24,24,24,48,48,27,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=681,lambda=[86,131,176,250,187,140,81]/2,nu=[24,24,33,57,57,24,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=684,lambda=[88,133,176,252,203,134,81]/2,nu=[21,21,33,54,33,33,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=685,lambda=[86,131,182,256,203,134,59]/2,nu=[24,24,24,48,33,33,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=701,lambda=[90,127,178,256,205,156,81]/2,nu=[9,15,15,24,15,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=704,lambda=[88,127,178,254,211,142,81]/2,nu=[21,30,30,51,21,21,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=709,lambda=[88,133,174,264,201,132,57]/2,nu=[21,21,36,36,36,36,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=722,lambda=[84,129,162,252,189,138,81]/2,nu=[27,27,54,54,54,27,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=723,lambda=[84,129,162,252,189,138,81]/2,nu=[27,27,54,54,54,27,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=755,lambda=[90,131,170,244,181,128,53]/2,nu=[9,12,21,33,33,21,21]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=758,lambda=[90,121,172,236,185,142,81]/2,nu=[18,39,39,78,60,21,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=766,lambda=[84,129,162,252,189,136,81]/2,nu=[27,27,54,54,54,30,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=767,lambda=[84,129,162,248,185,138,81]/2,nu=[27,27,54,60,60,27,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=770,lambda=[84,129,162,252,201,132,57]/2,nu=[27,27,54,54,36,36,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=773,lambda=[86,131,166,250,203,134,81]/2,nu=[24,24,48,57,33,33,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=776,lambda=[90,121,172,248,185,130,81]/2,nu=[18,39,39,60,60,39,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=780,lambda=[88,119,170,246,197,128,53]/2,nu=[21,42,42,63,42,42,42]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=792,lambda=[86,131,174,248,185,132,81]/2,nu=[12,12,18,30,30,18,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=793,lambda=[84,129,180,252,189,134,59]/2,nu=[27,27,27,54,54,33,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=798,lambda=[86,131,172,246,199,130,55]/2,nu=[24,24,39,63,39,39,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=811,lambda=[86,123,174,248,185,140,81]/2,nu=[12,18,18,30,30,12,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=814,lambda=[88,123,174,250,201,132,81]/2,nu=[21,36,36,57,36,36,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=827,lambda=[82,127,158,228,185,136,81]/2,nu=[15,15,30,45,30,15,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=828,lambda=[82,127,158,228,185,136,81]/2,nu=[15,15,30,45,30,15,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=862,lambda=[88,119,170,232,183,128,81]/2,nu=[21,42,42,84,63,42,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=865,lambda=[82,127,158,228,185,134,81]/2,nu=[30,30,60,90,60,33,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=874,lambda=[84,129,162,246,183,132,81]/2,nu=[27,27,54,63,63,36,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=875,lambda=[82,127,158,248,185,132,57]/2,nu=[15,15,30,30,30,18,18]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=881,lambda=[84,129,162,244,199,130,55]/2,nu=[27,27,54,66,39,39,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=884,lambda=[88,117,168,242,179,126,51]/2,nu=[21,45,45,69,69,45,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=900,lambda=[84,129,170,242,179,128,53]/2,nu=[27,27,42,69,69,42,42]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=916,lambda=[86,121,172,246,183,130,81]/2,nu=[24,39,39,63,63,39,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=920,lambda=[86,119,170,244,197,128,53]/2,nu=[12,21,21,33,21,21,21]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=968,lambda=[86,115,166,224,177,124,49]/2,nu=[12,24,24,48,36,24,24]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=969,lambda=[80,125,154,222,181,130,55]/2,nu=[33,33,66,99,66,39,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=986,lambda=[82,127,158,240,177,128,53]/2,nu=[15,15,30,36,36,21,21]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1024,lambda=[84,117,168,240,177,126,51]/2,nu=[27,45,45,72,72,45,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=27,lambda=[102,147,198,288,225,156,81]/2,nu=[0,0,0,0,0,0,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=33,lambda=[102,147,198,288,225,156,79]/2,nu=[0,0,0,0,0,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=90,lambda=[102,147,198,288,225,152,77]/2,nu=[0,0,0,0,0,3,3]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=151,lambda=[102,147,198,288,219,150,75]/2,nu=[0,0,0,0,9,9,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=223,lambda=[102,147,198,280,217,148,73]/2,nu=[0,0,0,6,6,6,6]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=313,lambda=[102,147,188,278,215,146,71]/2,nu=[0,0,15,15,15,15,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=319,lambda=[102,137,198,278,215,146,71]/2,nu=[0,15,0,15,15,15,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=410,lambda=[102,135,186,276,213,144,69]/2,nu=[0,9,9,9,9,9,9]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=422,lambda=[90,147,186,276,213,144,69]/2,nu=[9,0,9,9,9,9,9]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=509,lambda=[102,133,184,260,211,142,67]/2,nu=[0,21,21,42,21,21,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=527,lambda=[88,133,184,274,211,142,67]/2,nu=[21,21,21,21,21,21,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=611,lambda=[102,131,182,256,193,140,65]/2,nu=[0,12,12,24,24,12,12]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=629,lambda=[86,131,182,256,209,140,65]/2,nu=[12,12,12,24,12,12,12]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=717,lambda=[102,129,180,252,189,120,63]/2,nu=[0,27,27,54,54,54,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=729,lambda=[84,129,162,252,207,138,63]/2,nu=[27,27,54,54,27,27,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=735,lambda=[84,129,180,252,189,138,63]/2,nu=[27,27,27,54,54,27,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=834,lambda=[82,127,158,248,185,136,61]/2,nu=[15,15,30,30,30,15,15]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=840,lambda=[82,127,178,248,185,116,61]/2,nu=[15,15,15,30,30,30,15]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=933,lambda=[80,125,154,222,181,134,59]/2,nu=[33,33,66,99,66,33,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=939,lambda=[80,125,154,244,181,112,59]/2,nu=[33,33,66,66,66,66,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1039,lambda=[78,123,150,216,177,108,57]/2,nu=[18,18,36,54,36,36,18]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=312,lambda=[102,147,188,278,215,146,71]/2,nu=[0,0,15,15,15,15,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=317,lambda=[102,137,198,278,215,146,71]/2,nu=[0,15,0,15,15,15,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=318,lambda=[102,137,198,278,215,146,71]/2,nu=[0,15,0,15,15,15,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=370,lambda=[102,135,188,268,215,156,81]/2,nu=[0,18,15,30,15,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=389,lambda=[100,137,198,278,215,146,71]/2,nu=[3,15,0,15,15,15,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=408,lambda=[102,135,186,276,213,144,69]/2,nu=[0,9,9,9,9,9,9]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=409,lambda=[102,135,186,276,213,144,69]/2,nu=[0,9,9,9,9,9,9]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=421,lambda=[90,147,186,276,213,144,69]/2,nu=[9,0,9,9,9,9,9]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=458,lambda=[102,133,186,264,213,144,81]/2,nu=[0,21,18,36,18,18,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=468,lambda=[98,135,182,276,213,144,69]/2,nu=[3,9,12,9,9,9,9]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=484,lambda=[90,147,184,276,213,144,69]/2,nu=[18,0,21,18,18,18,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=488,lambda=[90,133,186,264,213,156,81]/2,nu=[18,21,18,36,18,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=501,lambda=[102,133,184,260,197,142,81]/2,nu=[0,21,21,42,42,21,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=507,lambda=[102,133,184,260,211,142,67]/2,nu=[0,21,21,42,21,21,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=508,lambda=[102,133,184,260,211,142,67]/2,nu=[0,21,21,42,21,21,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=512,lambda=[88,133,170,260,211,156,81]/2,nu=[21,21,42,42,21,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=525,lambda=[88,133,184,274,211,142,67]/2,nu=[21,21,21,21,21,21,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=526,lambda=[88,133,184,274,211,142,67]/2,nu=[21,21,21,21,21,21,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=548,lambda=[96,133,178,254,211,142,67]/2,nu=[9,21,30,51,21,21,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=561,lambda=[102,131,184,260,197,142,81]/2,nu=[0,24,21,42,42,21,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=566,lambda=[102,131,184,260,211,142,67]/2,nu=[0,24,21,42,21,21,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=575,lambda=[88,131,170,260,211,156,81]/2,nu=[21,24,42,42,21,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=588,lambda=[92,147,182,272,209,146,81]/2,nu=[15,0,24,24,24,15,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=589,lambda=[90,147,182,272,213,144,69]/2,nu=[9,0,12,12,9,9,9]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=593,lambda=[88,131,184,260,211,142,81]/2,nu=[21,24,21,42,21,21,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=604,lambda=[88,133,182,274,211,142,67]/2,nu=[21,21,24,21,21,21,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=609,lambda=[102,131,182,256,193,140,65]/2,nu=[0,12,12,24,24,12,12]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=610,lambda=[102,131,182,256,193,140,65]/2,nu=[0,12,12,24,24,12,12]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=614,lambda=[86,131,166,256,209,140,81]/2,nu=[12,12,24,24,12,12,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=621,lambda=[86,131,182,256,193,140,81]/2,nu=[12,12,12,24,24,12,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=627,lambda=[86,131,182,256,209,140,65]/2,nu=[12,12,12,24,12,12,12]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=628,lambda=[86,131,182,256,209,140,65]/2,nu=[12,12,12,24,12,12,12]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=647,lambda=[94,131,174,248,185,140,65]/2,nu=[6,12,18,30,30,12,12]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=664,lambda=[102,129,182,256,193,140,65]/2,nu=[0,27,24,48,48,24,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=666,lambda=[102,129,184,256,197,142,81]/2,nu=[0,27,21,48,42,21,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=670,lambda=[94,125,176,252,211,142,67]/2,nu=[12,33,33,54,21,21,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=677,lambda=[86,129,166,256,209,140,81]/2,nu=[24,27,48,48,24,24,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=678,lambda=[88,129,170,256,211,156,81]/2,nu=[21,27,42,48,21,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=688,lambda=[86,131,178,252,209,140,65]/2,nu=[12,12,15,27,12,12,12]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=695,lambda=[90,147,180,270,207,144,69]/2,nu=[18,0,27,27,27,18,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=698,lambda=[86,129,182,256,193,140,81]/2,nu=[24,27,24,48,48,24,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=702,lambda=[86,129,182,256,209,140,65]/2,nu=[24,27,24,48,24,24,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=710,lambda=[90,127,178,268,205,144,81]/2,nu=[9,15,15,15,15,9,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=711,lambda=[88,127,178,268,211,142,67]/2,nu=[21,30,30,30,21,21,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=715,lambda=[102,129,180,252,189,120,63]/2,nu=[0,27,27,54,54,54,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=716,lambda=[102,129,180,252,189,120,63]/2,nu=[0,27,27,54,54,54,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=720,lambda=[84,129,162,252,189,138,81]/2,nu=[27,27,54,54,54,27,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=721,lambda=[84,129,162,252,189,138,81]/2,nu=[27,27,54,54,54,27,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=726,lambda=[84,129,162,252,207,138,63]/2,nu=[27,27,54,54,27,27,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=727,lambda=[84,129,162,252,207,138,63]/2,nu=[27,27,54,54,27,27,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=728,lambda=[84,129,162,252,207,138,63]/2,nu=[27,27,54,54,27,27,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=733,lambda=[84,129,180,252,189,138,63]/2,nu=[27,27,27,54,54,27,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=734,lambda=[84,129,180,252,189,138,63]/2,nu=[27,27,27,54,54,27,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=753,lambda=[92,129,170,242,179,110,63]/2,nu=[15,27,42,69,69,69,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=774,lambda=[84,129,162,250,207,138,63]/2,nu=[27,27,54,57,27,27,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=775,lambda=[102,127,180,252,189,120,63]/2,nu=[0,30,27,54,54,54,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=777,lambda=[92,121,172,246,183,140,65]/2,nu=[15,39,39,63,63,24,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=779,lambda=[102,127,182,252,193,140,65]/2,nu=[0,15,12,27,24,12,12]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=785,lambda=[84,127,162,252,189,138,81]/2,nu=[27,30,54,54,54,27,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=788,lambda=[84,127,162,252,207,138,63]/2,nu=[27,30,54,54,27,27,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=791,lambda=[86,127,166,252,209,140,81]/2,nu=[12,15,24,27,12,12,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=795,lambda=[84,129,174,246,183,138,63]/2,nu=[27,27,36,63,63,27,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=800,lambda=[88,123,174,240,201,142,81]/2,nu=[21,36,36,72,36,21,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=810,lambda=[84,127,180,252,189,138,63]/2,nu=[27,30,27,54,54,27,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=812,lambda=[86,127,182,252,193,140,81]/2,nu=[12,15,12,27,24,12,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=816,lambda=[86,125,176,250,209,140,65]/2,nu=[24,33,33,57,24,24,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=821,lambda=[88,125,176,266,203,142,67]/2,nu=[21,33,33,33,33,21,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=825,lambda=[82,127,158,228,185,136,81]/2,nu=[15,15,30,45,30,15,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=826,lambda=[82,127,158,228,185,136,81]/2,nu=[15,15,30,45,30,15,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=831,lambda=[82,127,158,248,185,136,61]/2,nu=[15,15,30,30,30,15,15]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=832,lambda=[82,127,158,248,185,136,61]/2,nu=[15,15,30,30,30,15,15]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=833,lambda=[82,127,158,248,185,136,61]/2,nu=[15,15,30,30,30,15,15]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=838,lambda=[82,127,178,248,185,116,61]/2,nu=[15,15,15,30,30,30,15]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=839,lambda=[82,127,178,248,185,116,61]/2,nu=[15,15,15,30,30,30,15]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=863,lambda=[90,119,170,232,181,140,65]/2,nu=[9,21,21,42,33,12,12]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=866,lambda=[82,127,158,228,183,136,81]/2,nu=[30,30,60,90,63,30,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=867,lambda=[82,123,158,224,185,136,81]/2,nu=[15,18,30,48,30,15,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=872,lambda=[82,127,156,228,185,136,81]/2,nu=[30,30,63,90,60,30,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=877,lambda=[82,127,158,244,181,136,61]/2,nu=[15,15,30,33,33,15,15]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=882,lambda=[86,121,156,236,199,140,81]/2,nu=[24,39,63,78,39,24,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=883,lambda=[90,117,168,240,177,108,63]/2,nu=[18,45,45,72,72,72,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=886,lambda=[102,125,180,248,189,120,63]/2,nu=[0,33,27,60,54,54,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=890,lambda=[82,125,158,248,185,136,61]/2,nu=[30,33,60,60,60,30,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=891,lambda=[84,123,162,246,183,138,81]/2,nu=[27,36,54,63,63,27,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=892,lambda=[84,123,156,246,189,138,81]/2,nu=[27,36,63,63,54,27,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=896,lambda=[84,125,162,248,207,138,63]/2,nu=[27,33,54,60,27,27,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=898,lambda=[82,127,170,240,177,108,61]/2,nu=[15,15,21,36,36,36,15]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=903,lambda=[86,121,172,236,183,140,81]/2,nu=[24,39,39,78,63,24,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=905,lambda=[86,121,172,236,199,140,65]/2,nu=[24,39,39,78,39,24,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=915,lambda=[82,125,178,248,185,116,61]/2,nu=[30,33,30,60,60,60,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=917,lambda=[84,121,172,244,181,138,63]/2,nu=[27,39,39,66,66,27,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=919,lambda=[84,125,180,248,189,138,63]/2,nu=[27,33,27,60,54,27,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=930,lambda=[80,125,154,222,181,134,59]/2,nu=[33,33,66,99,66,33,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=931,lambda=[80,125,154,222,181,134,59]/2,nu=[33,33,66,99,66,33,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=932,lambda=[80,125,154,222,181,134,59]/2,nu=[33,33,66,99,66,33,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=936,lambda=[80,125,154,244,181,112,59]/2,nu=[33,33,66,66,66,66,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=937,lambda=[80,125,154,244,181,112,59]/2,nu=[33,33,66,66,66,66,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=938,lambda=[80,125,154,244,181,112,59]/2,nu=[33,33,66,66,66,66,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=940,lambda=[80,103,154,222,181,134,81]/2,nu=[33,66,66,99,66,33,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=942,lambda=[80,103,154,222,181,134,81]/2,nu=[33,66,66,99,66,33,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=943,lambda=[80,103,154,222,181,134,81]/2,nu=[33,66,66,99,66,33,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=944,lambda=[80,103,154,222,181,134,81]/2,nu=[33,66,66,99,66,33,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=967,lambda=[88,115,166,224,175,106,63]/2,nu=[21,48,48,96,75,75,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=971,lambda=[80,125,154,222,179,134,59]/2,nu=[33,33,66,99,69,33,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=973,lambda=[80,121,154,218,181,134,59]/2,nu=[33,39,66,105,66,33,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=974,lambda=[82,121,158,222,179,136,81]/2,nu=[30,39,60,99,69,30,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=980,lambda=[80,125,152,222,181,134,59]/2,nu=[33,33,69,99,66,33,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=981,lambda=[82,121,152,222,185,136,81]/2,nu=[30,39,69,99,60,30,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=984,lambda=[80,125,154,238,175,106,59]/2,nu=[33,33,66,75,75,75,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=989,lambda=[84,119,152,232,179,138,81]/2,nu=[27,42,69,84,69,27,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=990,lambda=[84,119,152,232,197,138,63]/2,nu=[27,42,69,84,42,27,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=995,lambda=[80,103,154,222,179,134,81]/2,nu=[33,66,66,99,69,33,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=996,lambda=[80,103,154,220,181,134,81]/2,nu=[33,66,66,102,66,33,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=999,lambda=[80,103,152,222,181,134,81]/2,nu=[33,66,69,99,66,33,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1000,lambda=[80,123,154,244,181,112,59]/2,nu=[33,36,66,66,66,66,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1002,lambda=[82,121,158,242,179,136,61]/2,nu=[30,39,60,69,69,30,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1004,lambda=[82,121,152,242,185,136,61]/2,nu=[30,39,69,69,60,30,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1010,lambda=[84,119,170,232,179,138,63]/2,nu=[27,42,42,84,69,27,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1023,lambda=[82,117,168,238,175,106,61]/2,nu=[30,45,45,75,75,75,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1026,lambda=[82,123,178,244,185,116,61]/2,nu=[15,18,15,33,30,30,15]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1036,lambda=[78,123,150,216,177,108,57]/2,nu=[18,18,36,54,36,36,18]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1037,lambda=[78,123,150,216,177,108,57]/2,nu=[18,18,36,54,36,36,18]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1038,lambda=[78,123,150,216,177,108,57]/2,nu=[18,18,36,54,36,36,18]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1040,lambda=[78,99,150,216,177,132,57]/2,nu=[18,36,36,54,36,18,18]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1042,lambda=[78,99,150,216,177,132,57]/2,nu=[18,36,36,54,36,18,18]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1043,lambda=[78,99,150,216,177,132,57]/2,nu=[18,36,36,54,36,18,18]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1044,lambda=[78,99,150,216,177,132,57]/2,nu=[18,36,36,54,36,18,18]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1071,lambda=[78,123,150,216,173,104,57]/2,nu=[18,18,36,54,39,39,18]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1074,lambda=[78,119,150,212,177,108,57]/2,nu=[18,21,36,57,36,36,18]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1076,lambda=[80,119,154,216,175,134,59]/2,nu=[33,42,66,108,75,33,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1082,lambda=[78,123,148,216,177,108,57]/2,nu=[36,36,75,108,72,72,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1084,lambda=[82,119,150,220,177,136,81]/2,nu=[15,21,36,51,36,15,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1085,lambda=[80,119,148,216,181,134,59]/2,nu=[33,42,75,108,66,33,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1089,lambda=[82,117,148,228,175,136,61]/2,nu=[30,45,75,90,75,30,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1093,lambda=[78,99,150,216,175,132,57]/2,nu=[36,72,72,108,75,36,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1095,lambda=[78,99,150,214,177,132,57]/2,nu=[36,72,72,111,72,36,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1096,lambda=[80,103,154,218,177,134,81]/2,nu=[33,66,66,105,72,33,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1099,lambda=[78,99,148,216,177,132,57]/2,nu=[36,72,75,108,72,36,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1100,lambda=[80,103,150,218,181,134,81]/2,nu=[33,66,72,105,66,33,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1101,lambda=[80,117,154,236,173,104,59]/2,nu=[33,45,66,78,78,78,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1104,lambda=[80,119,148,238,181,112,59]/2,nu=[33,42,75,75,66,66,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1106,lambda=[82,115,166,224,173,104,61]/2,nu=[15,24,24,48,39,39,15]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1132,lambda=[76,121,146,210,147,104,55]/2,nu=[39,39,78,117,117,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1133,lambda=[76,121,146,210,147,104,55]/2,nu=[39,39,78,117,117,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1134,lambda=[76,121,146,210,147,104,55]/2,nu=[39,39,78,117,117,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1136,lambda=[76,95,146,210,173,104,55]/2,nu=[39,78,78,117,78,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1138,lambda=[76,95,146,210,173,104,55]/2,nu=[39,78,78,117,78,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1139,lambda=[76,95,146,210,173,104,55]/2,nu=[39,78,78,117,78,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1140,lambda=[76,95,146,210,173,104,55]/2,nu=[39,78,78,117,78,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1166,lambda=[76,121,146,210,147,102,55]/2,nu=[39,39,78,117,117,81,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1167,lambda=[76,115,146,204,141,104,55]/2,nu=[39,48,78,126,126,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1171,lambda=[78,115,150,208,169,100,57]/2,nu=[18,24,36,60,42,42,18]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1176,lambda=[76,121,144,210,147,104,55]/2,nu=[39,39,81,117,117,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1180,lambda=[80,117,146,214,173,134,59]/2,nu=[33,45,78,111,78,33,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1181,lambda=[78,117,144,210,177,108,57]/2,nu=[36,45,81,117,72,72,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1183,lambda=[80,113,142,220,169,100,59]/2,nu=[33,51,84,102,84,84,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1187,lambda=[76,95,146,210,169,100,55]/2,nu=[39,78,78,117,84,84,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1190,lambda=[76,95,146,208,173,104,55]/2,nu=[39,78,78,120,78,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1192,lambda=[78,99,150,212,173,132,57]/2,nu=[18,36,36,57,39,18,18]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1194,lambda=[76,95,144,210,173,104,55]/2,nu=[39,78,81,117,78,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1196,lambda=[80,103,148,216,175,134,81]/2,nu=[33,66,75,108,75,33,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1197,lambda=[78,99,146,212,177,132,57]/2,nu=[18,36,39,57,36,18,18]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1223,lambda=[74,91,142,204,141,100,53]/2,nu=[21,42,42,63,63,42,21]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1225,lambda=[74,91,142,204,141,100,53]/2,nu=[21,42,42,63,63,42,21]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1226,lambda=[74,91,142,204,141,100,53]/2,nu=[21,42,42,63,63,42,21]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1227,lambda=[74,91,142,204,141,100,53]/2,nu=[21,42,42,63,63,42,21]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1253,lambda=[76,113,146,202,139,96,55]/2,nu=[39,51,78,129,129,90,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1259,lambda=[76,113,138,202,139,104,55]/2,nu=[39,51,90,129,129,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1261,lambda=[78,113,140,206,167,98,57]/2,nu=[36,51,87,123,87,87,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1268,lambda=[74,91,142,204,141,98,53]/2,nu=[42,84,84,126,126,87,42]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1269,lambda=[74,91,142,200,137,100,53]/2,nu=[21,42,42,66,66,42,21]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1273,lambda=[76,95,146,204,167,98,55]/2,nu=[39,78,78,126,87,87,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1276,lambda=[74,91,140,204,141,100,53]/2,nu=[42,84,87,126,126,84,42]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1279,lambda=[78,99,144,210,171,132,57]/2,nu=[36,72,81,117,81,36,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1280,lambda=[76,95,142,206,173,104,55]/2,nu=[39,78,84,123,78,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1302,lambda=[72,87,138,168,135,96,51]/2,nu=[45,90,90,180,135,90,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1304,lambda=[72,87,138,168,135,96,51]/2,nu=[45,90,90,180,135,90,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1305,lambda=[72,87,138,168,135,96,51]/2,nu=[45,90,90,180,135,90,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1306,lambda=[72,87,138,168,135,96,51]/2,nu=[45,90,90,180,135,90,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1332,lambda=[72,87,138,168,135,94,51]/2,nu=[45,90,90,180,135,93,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1333,lambda=[72,87,138,168,133,96,51]/2,nu=[45,90,90,180,138,90,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1336,lambda=[72,87,134,164,135,96,51]/2,nu=[45,90,96,186,135,90,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1338,lambda=[76,111,136,200,137,94,55]/2,nu=[39,54,93,132,132,93,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1345,lambda=[74,91,142,198,135,94,53]/2,nu=[42,84,84,135,135,93,42]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1351,lambda=[74,91,136,198,135,100,53]/2,nu=[42,84,93,135,135,84,42]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1353,lambda=[76,95,138,202,165,96,55]/2,nu=[39,78,90,129,90,90,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1374,lambda=[70,83,102,160,129,92,49]/2,nu=[24,48,72,96,72,48,24]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1376,lambda=[70,83,102,160,129,92,49]/2,nu=[24,48,72,96,72,48,24]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1377,lambda=[70,83,102,160,129,92,49]/2,nu=[24,48,72,96,72,48,24]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1378,lambda=[70,83,102,160,129,92,49]/2,nu=[24,48,72,96,72,48,24]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1403,lambda=[72,87,138,168,131,92,51]/2,nu=[45,90,90,180,141,96,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1405,lambda=[72,87,132,162,129,96,51]/2,nu=[45,90,99,189,144,90,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1409,lambda=[70,83,102,160,129,90,49]/2,nu=[48,96,144,192,144,99,48]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1410,lambda=[70,83,102,160,127,92,49]/2,nu=[48,96,144,192,147,96,48]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1411,lambda=[70,83,102,158,129,92,49]/2,nu=[48,96,144,195,144,96,48]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1421,lambda=[74,91,134,196,133,92,53]/2,nu=[21,42,48,69,69,48,21]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1440,lambda=[34,79,96,152,123,88,47]/2,nu=[102,102,153,204,153,102,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1442,lambda=[34,79,96,152,123,88,47]/2,nu=[102,102,153,204,153,102,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1443,lambda=[34,79,96,152,123,88,47]/2,nu=[102,102,153,204,153,102,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1444,lambda=[34,79,96,152,123,88,47]/2,nu=[102,102,153,204,153,102,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1468,lambda=[72,87,130,160,127,88,51]/2,nu=[45,90,102,192,147,102,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1471,lambda=[70,83,102,160,125,88,49]/2,nu=[24,48,72,96,75,51,24]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1472,lambda=[70,83,102,156,125,92,49]/2,nu=[24,48,72,99,75,48,24]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1490,lambda=[34,79,96,152,123,86,47]/2,nu=[102,102,153,204,153,105,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1491,lambda=[34,79,96,152,121,88,47]/2,nu=[102,102,153,204,156,102,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1492,lambda=[34,79,96,150,123,88,47]/2,nu=[102,102,153,207,153,102,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1523,lambda=[70,83,102,154,123,86,49]/2,nu=[48,96,144,201,153,105,48]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1538,lambda=[34,79,96,152,119,84,47]/2,nu=[102,102,153,204,159,108,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1539,lambda=[34,79,96,148,119,88,47]/2,nu=[102,102,153,210,159,102,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1576,lambda=[34,79,96,146,117,82,47]/2,nu=[102,102,153,213,162,111,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=635,lambda=[102,139,198,274,209,142,73]/2,nu=[0,15,0,24,27,24,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=641,lambda=[86,133,170,260,211,156,81]/2,nu=[24,21,42,42,21,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=742,lambda=[102,137,180,270,205,138,71]/2,nu=[0,18,30,30,33,30,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=749,lambda=[84,131,166,256,209,138,79]/2,nu=[27,24,48,48,24,30,6]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=843,lambda=[102,133,176,250,189,134,73]/2,nu=[0,21,36,60,57,36,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=844,lambda=[102,135,178,252,201,136,69]/2,nu=[0,21,33,60,39,33,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=846,lambda=[102,119,178,246,189,134,73]/2,nu=[0,45,30,66,57,36,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=854,lambda=[82,129,162,252,185,134,77]/2,nu=[30,27,54,54,63,36,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=855,lambda=[78,133,152,242,193,138,71]/2,nu=[39,21,72,72,51,30,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=856,lambda=[84,131,166,256,209,138,65]/2,nu=[30,27,54,54,27,30,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=858,lambda=[80,135,176,266,201,134,69]/2,nu=[36,21,36,36,39,36,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=948,lambda=[102,133,176,250,189,134,67]/2,nu=[0,24,36,63,60,36,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=951,lambda=[102,119,178,246,189,134,67]/2,nu=[0,45,33,69,60,36,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=952,lambda=[102,119,174,246,187,132,71]/2,nu=[0,45,39,66,60,39,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=953,lambda=[102,119,176,248,197,134,69]/2,nu=[0,45,36,66,45,36,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=956,lambda=[80,127,158,222,179,130,75]/2,nu=[33,30,60,102,72,42,12]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=958,lambda=[76,131,172,244,183,130,71]/2,nu=[42,24,42,69,66,42,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=959,lambda=[78,133,174,246,197,132,67]/2,nu=[39,24,39,69,45,39,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=960,lambda=[82,129,162,252,185,134,63]/2,nu=[33,30,60,60,66,36,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=961,lambda=[76,131,150,240,193,130,71]/2,nu=[42,24,75,75,51,42,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=962,lambda=[78,115,174,240,185,132,73]/2,nu=[36,51,36,75,63,39,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=965,lambda=[76,111,148,238,189,134,69]/2,nu=[42,57,78,78,57,36,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1046,lambda=[72,103,140,200,151,126,67]/2,nu=[45,69,90,138,117,48,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1047,lambda=[102,131,176,248,187,124,65]/2,nu=[0,27,36,66,63,54,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1048,lambda=[74,107,142,208,185,128,69]/2,nu=[42,63,87,126,63,45,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1050,lambda=[78,127,146,220,177,128,73]/2,nu=[36,30,81,105,75,45,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1051,lambda=[102,119,176,244,187,124,65]/2,nu=[0,45,36,72,63,54,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1052,lambda=[102,119,172,236,185,130,69]/2,nu=[0,45,42,84,63,42,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1053,lambda=[102,119,174,246,187,132,67]/2,nu=[0,45,39,69,63,39,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1054,lambda=[76,111,144,234,179,128,71]/2,nu=[39,57,84,84,72,45,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1057,lambda=[80,127,158,222,179,130,61]/2,nu=[36,33,66,108,75,42,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1058,lambda=[74,107,144,208,185,130,67]/2,nu=[45,63,84,126,63,42,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1059,lambda=[76,131,172,244,183,130,65]/2,nu=[42,27,42,72,69,42,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1060,lambda=[80,127,158,248,183,116,61]/2,nu=[36,33,66,66,69,66,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1061,lambda=[74,129,148,238,179,128,71]/2,nu=[45,27,78,78,72,45,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1062,lambda=[76,131,150,240,193,130,65]/2,nu=[42,27,78,78,51,42,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1063,lambda=[78,115,174,240,185,132,65]/2,nu=[39,51,39,78,66,39,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1064,lambda=[78,95,154,214,173,126,73]/2,nu=[36,81,66,114,81,48,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1065,lambda=[74,115,170,240,181,128,69]/2,nu=[45,51,45,75,69,45,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1066,lambda=[76,115,172,242,193,130,67]/2,nu=[42,51,42,75,51,42,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1067,lambda=[74,111,146,236,189,128,69]/2,nu=[45,57,81,81,57,45,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1142,lambda=[70,99,134,192,145,92,65]/2,nu=[48,75,99,150,126,102,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1143,lambda=[74,107,138,196,173,124,69]/2,nu=[42,63,93,144,81,51,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1144,lambda=[72,103,136,200,149,124,67]/2,nu=[45,69,96,138,120,51,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1146,lambda=[78,127,146,220,177,128,61]/2,nu=[39,33,84,111,78,45,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1147,lambda=[74,107,142,208,185,128,65]/2,nu=[45,63,90,126,63,45,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1148,lambda=[102,119,172,236,185,130,67]/2,nu=[0,45,42,84,66,42,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1149,lambda=[102,119,174,244,185,124,65]/2,nu=[0,45,39,72,66,54,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1150,lambda=[76,111,144,234,179,128,63]/2,nu=[42,57,87,87,75,45,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1151,lambda=[76,93,140,212,171,124,71]/2,nu=[39,84,90,117,84,51,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1152,lambda=[72,103,140,200,151,126,65]/2,nu=[48,69,90,138,117,48,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1153,lambda=[78,125,154,218,177,112,59]/2,nu=[39,36,72,114,78,72,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1154,lambda=[76,129,172,242,181,120,63]/2,nu=[42,30,42,75,72,60,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1155,lambda=[72,107,142,208,185,126,67]/2,nu=[48,63,87,126,63,48,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1156,lambda=[74,129,148,238,179,128,63]/2,nu=[45,30,81,81,75,45,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1157,lambda=[72,127,146,218,175,126,71]/2,nu=[48,30,81,108,78,48,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1158,lambda=[76,115,172,238,183,120,63]/2,nu=[42,51,42,81,69,60,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1159,lambda=[78,95,154,214,173,126,59]/2,nu=[39,84,72,120,84,48,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1160,lambda=[72,115,168,228,179,126,67]/2,nu=[48,51,48,96,72,48,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1161,lambda=[74,115,170,240,181,128,65]/2,nu=[45,51,45,78,72,45,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1162,lambda=[72,111,144,234,177,126,69]/2,nu=[48,57,84,84,75,48,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1163,lambda=[74,111,146,236,189,128,65]/2,nu=[45,57,84,84,57,45,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1229,lambda=[66,95,128,184,139,88,29]/2,nu=[54,81,108,162,135,108,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1230,lambda=[72,103,134,190,147,122,67]/2,nu=[45,69,99,153,123,54,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1231,lambda=[74,107,138,196,173,124,61]/2,nu=[45,63,96,147,84,51,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1232,lambda=[70,99,132,192,143,92,65]/2,nu=[48,75,102,150,129,102,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1233,lambda=[72,103,136,200,149,124,63]/2,nu=[48,69,99,138,120,51,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1234,lambda=[76,125,144,216,175,112,59]/2,nu=[42,36,87,117,81,72,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1236,lambda=[74,91,136,192,169,122,69]/2,nu=[42,87,96,150,87,54,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1237,lambda=[74,111,142,232,177,116,61]/2,nu=[45,57,90,90,78,66,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1238,lambda=[76,93,140,212,171,124,59]/2,nu=[42,87,93,123,87,51,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1239,lambda=[68,111,130,220,173,122,65]/2,nu=[54,57,108,108,81,54,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1240,lambda=[68,99,134,192,145,90,63]/2,nu=[54,75,99,150,126,105,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1241,lambda=[76,123,150,214,153,108,57]/2,nu=[42,39,78,120,117,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1242,lambda=[68,107,138,194,171,122,67]/2,nu=[54,63,93,147,84,54,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1243,lambda=[68,103,136,200,147,122,65]/2,nu=[54,69,96,138,123,54,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1244,lambda=[74,127,146,236,177,116,61]/2,nu=[45,33,84,84,78,66,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1245,lambda=[72,127,146,218,175,126,61]/2,nu=[48,33,84,114,81,48,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1246,lambda=[72,107,142,208,185,126,65]/2,nu=[48,63,90,126,63,48,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1247,lambda=[76,93,150,210,171,108,57]/2,nu=[42,87,78,126,87,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1248,lambda=[72,115,168,228,179,126,65]/2,nu=[48,51,48,96,75,48,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1249,lambda=[74,115,170,238,179,120,63]/2,nu=[45,51,45,81,75,60,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1250,lambda=[72,111,144,234,177,126,63]/2,nu=[48,57,87,87,78,48,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1251,lambda=[68,91,140,210,169,122,69]/2,nu=[54,87,90,120,87,54,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1308,lambda=[70,99,130,184,141,92,65]/2,nu=[48,75,105,162,132,102,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1309,lambda=[72,103,134,190,147,122,61]/2,nu=[48,69,102,156,123,54,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1310,lambda=[72,107,136,194,171,112,59]/2,nu=[48,63,99,150,87,72,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1311,lambda=[66,95,126,184,137,88,29]/2,nu=[54,81,111,162,138,108,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1312,lambda=[68,99,130,192,143,88,61]/2,nu=[54,75,108,150,129,108,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1313,lambda=[74,123,142,212,153,108,57]/2,nu=[45,39,90,123,117,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1314,lambda=[66,107,126,192,169,120,65]/2,nu=[57,63,114,150,87,57,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1315,lambda=[72,89,132,186,145,120,67]/2,nu=[45,90,102,159,126,57,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1316,lambda=[74,91,136,192,169,122,59]/2,nu=[45,90,99,153,90,54,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1317,lambda=[74,91,138,208,169,108,57]/2,nu=[45,90,96,129,90,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1318,lambda=[68,111,130,220,173,122,63]/2,nu=[54,57,108,108,84,54,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1319,lambda=[66,95,128,184,139,86,29]/2,nu=[57,81,108,162,135,111,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1320,lambda=[66,103,134,188,145,120,65]/2,nu=[57,69,99,156,126,57,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1321,lambda=[68,107,138,194,171,122,61]/2,nu=[54,63,96,150,87,54,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1322,lambda=[66,99,132,192,141,90,63]/2,nu=[57,75,102,150,132,105,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1323,lambda=[68,103,136,200,147,122,63]/2,nu=[54,69,99,138,123,54,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1324,lambda=[72,125,144,214,173,112,59]/2,nu=[48,36,87,120,84,72,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1325,lambda=[74,91,146,206,147,104,55]/2,nu=[45,90,84,132,126,84,42]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1327,lambda=[66,89,136,190,167,120,67]/2,nu=[57,90,96,153,90,57,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1328,lambda=[72,111,142,232,175,116,61]/2,nu=[48,57,90,90,81,66,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1329,lambda=[68,91,140,210,169,122,59]/2,nu=[54,90,93,126,90,54,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1380,lambda=[68,103,130,186,133,108,57]/2,nu=[54,69,108,162,147,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1381,lambda=[66,95,124,176,135,88,29]/2,nu=[54,81,114,174,141,108,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1382,lambda=[68,99,128,182,141,86,59]/2,nu=[54,75,111,168,132,111,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1383,lambda=[66,95,126,184,137,84,29]/2,nu=[57,81,114,162,138,114,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1384,lambda=[64,103,122,186,143,118,63]/2,nu=[60,69,120,159,129,60,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1385,lambda=[66,107,126,192,169,120,61]/2,nu=[57,63,114,153,90,57,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1386,lambda=[70,87,128,180,139,92,65]/2,nu=[48,93,108,168,135,102,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1387,lambda=[72,89,132,186,145,120,59]/2,nu=[48,93,105,162,126,57,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1388,lambda=[72,89,134,190,167,108,57]/2,nu=[48,93,102,156,93,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1389,lambda=[72,89,136,204,147,104,55]/2,nu=[48,93,99,135,126,84,42]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1391,lambda=[64,87,122,188,165,118,65]/2,nu=[60,93,120,156,93,60,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1392,lambda=[64,99,130,182,139,90,63]/2,nu=[60,75,105,165,135,105,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1393,lambda=[66,103,134,188,145,120,61]/2,nu=[57,69,102,159,126,57,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1394,lambda=[68,107,136,192,169,112,59]/2,nu=[54,63,99,153,90,72,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1395,lambda=[64,95,126,184,135,86,29]/2,nu=[60,81,111,162,141,111,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1396,lambda=[66,99,130,192,141,88,61]/2,nu=[57,75,108,150,132,108,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1399,lambda=[64,87,132,184,143,118,65]/2,nu=[60,93,102,162,129,60,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1400,lambda=[66,89,136,190,167,120,59]/2,nu=[57,93,99,156,93,57,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1401,lambda=[68,89,138,206,167,108,57]/2,nu=[54,93,96,132,93,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1446,lambda=[66,99,126,180,129,84,57]/2,nu=[57,75,114,171,153,114,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1447,lambda=[66,95,124,176,135,82,29]/2,nu=[57,81,117,177,141,117,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1448,lambda=[68,85,130,164,141,100,53]/2,nu=[54,99,108,198,135,90,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1449,lambda=[62,99,118,180,137,88,61]/2,nu=[63,75,126,168,138,108,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1450,lambda=[64,103,122,186,143,118,61]/2,nu=[60,69,120,162,129,60,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1452,lambda=[68,85,128,182,129,104,55]/2,nu=[54,99,111,168,153,84,42]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1453,lambda=[66,83,122,172,133,88,29]/2,nu=[54,99,117,180,144,108,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1454,lambda=[68,85,126,178,139,84,57]/2,nu=[54,99,114,174,135,114,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1456,lambda=[62,85,118,182,141,116,63]/2,nu=[63,96,126,165,132,63,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1457,lambda=[64,87,122,188,165,118,59]/2,nu=[60,96,120,159,96,60,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1458,lambda=[66,103,130,184,133,108,57]/2,nu=[57,69,108,165,147,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1459,lambda=[62,95,124,174,133,86,29]/2,nu=[63,81,114,177,144,111,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1460,lambda=[64,99,128,180,139,86,59]/2,nu=[60,75,111,171,135,111,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1461,lambda=[64,95,126,184,135,84,29]/2,nu=[60,81,114,162,141,114,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1462,lambda=[62,85,128,178,137,90,63]/2,nu=[63,96,108,171,138,105,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1463,lambda=[64,87,132,184,143,118,59]/2,nu=[60,96,105,165,129,60,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1464,lambda=[66,87,134,188,165,108,57]/2,nu=[57,96,102,159,96,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1501,lambda=[64,95,122,174,125,80,29]/2,nu=[60,81,120,180,159,120,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1502,lambda=[66,83,126,160,125,100,53]/2,nu=[57,102,114,204,159,90,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1503,lambda=[60,83,114,162,139,114,61]/2,nu=[66,99,132,198,135,66,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1505,lambda=[60,95,114,172,131,84,29]/2,nu=[66,81,132,180,147,114,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1507,lambda=[62,99,118,178,137,86,59]/2,nu=[63,75,126,174,138,111,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1508,lambda=[66,83,124,176,125,82,55]/2,nu=[57,102,117,177,159,117,42]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1509,lambda=[66,83,122,172,133,80,29]/2,nu=[57,102,120,183,144,120,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1510,lambda=[60,83,114,176,135,88,61]/2,nu=[66,99,132,174,141,108,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1511,lambda=[62,85,118,182,141,116,59]/2,nu=[63,99,126,168,132,63,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1513,lambda=[64,99,126,178,129,84,57]/2,nu=[60,75,114,174,153,114,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1514,lambda=[62,95,124,174,133,82,29]/2,nu=[63,81,117,180,144,117,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1515,lambda=[64,83,128,180,129,104,55]/2,nu=[60,102,111,171,153,84,42]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1516,lambda=[60,81,122,170,131,86,29]/2,nu=[66,102,117,183,147,111,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1517,lambda=[62,83,126,176,137,84,57]/2,nu=[63,102,114,177,138,114,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1546,lambda=[64,81,122,156,121,80,53]/2,nu=[60,105,120,210,165,120,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1547,lambda=[58,81,110,156,133,86,59]/2,nu=[69,102,138,207,144,111,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1550,lambda=[60,95,114,172,131,82,29]/2,nu=[66,81,132,183,147,117,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1551,lambda=[64,81,120,170,121,78,29]/2,nu=[60,105,123,186,165,123,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1553,lambda=[58,79,110,168,129,84,29]/2,nu=[69,105,138,186,150,114,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1555,lambda=[60,81,114,174,135,84,57]/2,nu=[66,105,132,180,141,114,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1557,lambda=[62,95,122,172,125,80,29]/2,nu=[63,81,120,183,159,120,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1559,lambda=[62,81,124,174,125,82,55]/2,nu=[63,105,117,180,159,117,42]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1561,lambda=[60,81,122,170,131,80,29]/2,nu=[66,105,120,186,147,120,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1583,lambda=[62,79,118,152,117,76,29]/2,nu=[63,108,126,216,171,126,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1584,lambda=[56,77,106,150,127,82,29]/2,nu=[72,108,144,216,153,117,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1591,lambda=[58,79,110,168,129,80,29]/2,nu=[69,108,138,189,150,120,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1593,lambda=[60,79,120,168,121,78,29]/2,nu=[66,108,123,189,165,123,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=635,lambda=[102,137,198,272,207,140,71]/2,nu=[0,15,0,24,27,24,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=641,lambda=[86,133,170,260,211,156,79]/2,nu=[24,21,42,42,21,0,3]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=742,lambda=[102,135,178,268,203,136,69]/2,nu=[0,18,30,30,33,30,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=749,lambda=[84,131,166,256,209,136,77]/2,nu=[27,24,48,48,24,30,6]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=843,lambda=[102,133,174,248,187,132,71]/2,nu=[0,21,36,60,57,36,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=844,lambda=[102,133,176,248,199,134,67]/2,nu=[0,21,33,60,39,33,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=846,lambda=[102,117,178,244,187,132,71]/2,nu=[0,45,30,66,57,36,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=854,lambda=[82,129,162,252,183,132,75]/2,nu=[30,27,54,54,63,36,9]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=855,lambda=[76,133,150,240,191,136,69]/2,nu=[39,21,72,72,51,30,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=856,lambda=[82,129,162,252,207,136,63]/2,nu=[30,27,54,54,27,30,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=858,lambda=[78,133,174,264,199,132,67]/2,nu=[36,21,36,36,39,36,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=948,lambda=[102,131,174,246,185,132,65]/2,nu=[0,24,36,63,60,36,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=951,lambda=[102,117,176,242,185,132,65]/2,nu=[0,45,33,69,60,36,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=952,lambda=[102,117,172,244,185,130,69]/2,nu=[0,45,39,66,60,39,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=953,lambda=[102,117,174,244,195,132,67]/2,nu=[0,45,36,66,45,36,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=956,lambda=[80,127,158,220,177,128,73]/2,nu=[33,30,60,102,72,42,12]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=958,lambda=[74,131,170,242,181,128,69]/2,nu=[42,24,42,69,66,42,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=959,lambda=[76,131,172,242,195,130,65]/2,nu=[39,24,39,69,45,39,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=960,lambda=[80,127,158,248,181,132,61]/2,nu=[33,30,60,60,66,36,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=961,lambda=[74,131,148,238,191,128,69]/2,nu=[42,24,75,75,51,42,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=962,lambda=[78,113,174,238,183,130,71]/2,nu=[36,51,36,75,63,39,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=965,lambda=[74,109,146,236,187,132,67]/2,nu=[42,57,78,78,57,36,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1046,lambda=[72,101,138,196,147,124,65]/2,nu=[45,69,90,138,117,48,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1047,lambda=[102,129,174,244,183,120,63]/2,nu=[0,27,36,66,63,54,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1048,lambda=[74,105,140,204,183,126,67]/2,nu=[42,63,87,126,63,45,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1050,lambda=[78,127,144,218,175,126,71]/2,nu=[36,30,81,105,75,45,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1051,lambda=[102,117,174,240,183,120,63]/2,nu=[0,45,36,72,63,54,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1052,lambda=[102,117,170,232,183,128,67]/2,nu=[0,45,42,84,63,42,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1053,lambda=[102,117,172,242,183,130,65]/2,nu=[0,45,39,69,63,39,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1054,lambda=[76,109,142,232,177,126,69]/2,nu=[39,57,84,84,72,45,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1057,lambda=[78,125,154,216,175,128,59]/2,nu=[36,33,66,108,75,42,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1058,lambda=[72,105,142,204,183,128,65]/2,nu=[45,63,84,126,63,42,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1059,lambda=[74,129,170,240,179,128,63]/2,nu=[42,27,42,72,69,42,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1060,lambda=[78,125,154,244,179,112,59]/2,nu=[36,33,66,66,69,66,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1061,lambda=[72,129,146,236,177,126,69]/2,nu=[45,27,78,78,72,45,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1062,lambda=[74,129,146,236,191,128,63]/2,nu=[42,27,78,78,51,42,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1063,lambda=[76,113,172,236,181,130,63]/2,nu=[39,51,39,78,66,39,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1064,lambda=[78,93,154,212,171,124,71]/2,nu=[36,81,66,114,81,48,15]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1065,lambda=[72,113,168,238,179,126,67]/2,nu=[45,51,45,75,69,45,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1066,lambda=[74,113,170,238,191,128,65]/2,nu=[42,51,42,75,51,42,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1067,lambda=[72,109,144,234,187,126,67]/2,nu=[45,57,81,81,57,45,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1142,lambda=[70,97,132,188,141,88,63]/2,nu=[48,75,99,150,126,102,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1143,lambda=[74,105,136,192,171,122,67]/2,nu=[42,63,93,144,81,51,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1144,lambda=[72,101,134,196,145,122,65]/2,nu=[45,69,96,138,120,51,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1146,lambda=[76,125,142,214,173,126,59]/2,nu=[39,33,84,111,78,45,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1147,lambda=[72,105,138,204,183,126,63]/2,nu=[45,63,90,126,63,45,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1148,lambda=[102,117,170,232,181,128,65]/2,nu=[0,45,42,84,66,42,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1149,lambda=[102,117,172,240,181,120,63]/2,nu=[0,45,39,72,66,54,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1150,lambda=[74,109,140,230,175,126,61]/2,nu=[42,57,87,87,75,45,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1151,lambda=[76,91,138,210,169,122,69]/2,nu=[39,84,90,117,84,51,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1152,lambda=[70,101,138,196,147,124,63]/2,nu=[48,69,90,138,117,48,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1153,lambda=[76,123,150,212,173,108,57]/2,nu=[39,36,72,114,78,72,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1154,lambda=[74,127,170,238,177,116,61]/2,nu=[42,30,42,75,72,60,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1155,lambda=[70,105,140,204,183,124,65]/2,nu=[48,63,87,126,63,48,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1156,lambda=[72,127,144,234,175,126,61]/2,nu=[45,30,81,81,75,45,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1157,lambda=[70,127,144,216,173,124,69]/2,nu=[48,30,81,108,78,48,18]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1158,lambda=[74,113,170,234,179,116,61]/2,nu=[42,51,42,81,69,60,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1159,lambda=[76,91,150,208,169,124,57]/2,nu=[39,84,72,120,84,48,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1160,lambda=[70,113,166,224,177,124,65]/2,nu=[48,51,48,96,72,48,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1161,lambda=[72,113,168,236,177,126,63]/2,nu=[45,51,45,78,72,45,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1162,lambda=[70,109,142,232,175,124,67]/2,nu=[48,57,84,84,75,48,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1163,lambda=[72,109,142,232,187,126,63]/2,nu=[45,57,84,84,57,45,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1229,lambda=[66,93,126,180,135,84,27]/2,nu=[54,81,108,162,135,108,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1230,lambda=[72,101,132,186,143,120,65]/2,nu=[45,69,99,153,123,54,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1231,lambda=[72,105,134,190,169,122,59]/2,nu=[45,63,96,147,84,51,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1232,lambda=[70,97,130,188,139,88,63]/2,nu=[48,75,102,150,129,102,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1233,lambda=[70,101,132,196,145,122,61]/2,nu=[48,69,99,138,120,51,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1234,lambda=[74,123,140,210,171,108,57]/2,nu=[42,36,87,117,81,72,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1236,lambda=[74,89,134,188,167,120,67]/2,nu=[42,87,96,150,87,54,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1237,lambda=[72,109,138,228,173,112,59]/2,nu=[45,57,90,90,78,66,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1238,lambda=[74,89,136,206,167,122,57]/2,nu=[42,87,93,123,87,51,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1239,lambda=[66,109,126,216,171,120,63]/2,nu=[54,57,108,108,81,54,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1240,lambda=[66,97,132,188,141,86,61]/2,nu=[54,75,99,150,126,105,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1241,lambda=[74,121,146,208,147,104,55]/2,nu=[42,39,78,120,117,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1242,lambda=[66,105,136,190,169,120,65]/2,nu=[54,63,93,147,84,54,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1243,lambda=[66,101,134,196,143,120,63]/2,nu=[54,69,96,138,123,54,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1244,lambda=[72,125,142,232,173,112,59]/2,nu=[45,33,84,84,78,66,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1245,lambda=[70,125,142,212,171,124,59]/2,nu=[48,33,84,114,81,48,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1246,lambda=[70,105,138,204,183,124,63]/2,nu=[48,63,90,126,63,48,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1247,lambda=[74,89,146,204,167,104,55]/2,nu=[42,87,78,126,87,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1248,lambda=[70,113,166,224,175,124,63]/2,nu=[48,51,48,96,75,48,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1249,lambda=[72,113,168,234,175,116,61]/2,nu=[45,51,45,81,75,60,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1250,lambda=[70,109,140,230,173,124,61]/2,nu=[48,57,87,87,78,48,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1251,lambda=[66,89,138,208,167,120,67]/2,nu=[54,87,90,120,87,54,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1308,lambda=[70,97,128,180,137,88,63]/2,nu=[48,75,105,162,132,102,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1309,lambda=[70,101,130,184,143,120,59]/2,nu=[48,69,102,156,123,54,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1310,lambda=[70,105,132,188,167,108,57]/2,nu=[48,63,99,150,87,72,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1311,lambda=[66,93,124,180,133,84,27]/2,nu=[54,81,111,162,138,108,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1312,lambda=[66,97,126,188,139,84,59]/2,nu=[54,75,108,150,129,108,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1313,lambda=[72,121,138,206,147,104,55]/2,nu=[45,39,90,123,117,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1314,lambda=[64,105,122,188,167,118,63]/2,nu=[57,63,114,150,87,57,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1315,lambda=[72,87,130,182,141,118,65]/2,nu=[45,90,102,159,126,57,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1316,lambda=[72,87,132,186,165,120,57]/2,nu=[45,90,99,153,90,54,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1317,lambda=[72,87,134,202,165,104,55]/2,nu=[45,90,96,129,90,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1318,lambda=[66,109,126,216,169,120,61]/2,nu=[54,57,108,108,84,54,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1319,lambda=[64,93,126,180,135,82,27]/2,nu=[57,81,108,162,135,111,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1320,lambda=[64,101,132,184,141,118,63]/2,nu=[57,69,99,156,126,57,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1321,lambda=[66,105,134,188,167,120,59]/2,nu=[54,63,96,150,87,54,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1322,lambda=[64,97,130,188,137,86,61]/2,nu=[57,75,102,150,132,105,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1323,lambda=[66,101,132,196,143,120,61]/2,nu=[54,69,99,138,123,54,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1324,lambda=[70,123,140,208,169,108,57]/2,nu=[48,36,87,120,84,72,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1325,lambda=[72,87,142,200,141,100,53]/2,nu=[45,90,84,132,126,84,42]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1327,lambda=[64,87,134,186,165,118,65]/2,nu=[57,90,96,153,90,57,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1328,lambda=[70,109,138,228,171,112,59]/2,nu=[48,57,90,90,81,66,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1329,lambda=[66,87,136,204,165,120,57]/2,nu=[54,90,93,126,90,54,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1380,lambda=[66,101,126,180,127,104,55]/2,nu=[54,69,108,162,147,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1381,lambda=[66,93,122,172,131,84,27]/2,nu=[54,81,114,174,141,108,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1382,lambda=[66,97,124,176,137,82,57]/2,nu=[54,75,111,168,132,111,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1383,lambda=[64,93,122,180,133,80,27]/2,nu=[57,81,114,162,138,114,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1384,lambda=[62,101,118,182,139,116,61]/2,nu=[60,69,120,159,129,60,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1385,lambda=[64,105,122,186,165,118,59]/2,nu=[57,63,114,153,90,57,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1386,lambda=[70,85,126,176,135,88,63]/2,nu=[48,93,108,168,135,102,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1387,lambda=[70,85,128,180,141,118,57]/2,nu=[48,93,105,162,126,57,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1388,lambda=[70,85,130,184,163,104,55]/2,nu=[48,93,102,156,93,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1389,lambda=[70,85,132,198,141,100,53]/2,nu=[48,93,99,135,126,84,42]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1391,lambda=[62,85,118,184,163,116,63]/2,nu=[60,93,120,156,93,60,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1392,lambda=[62,97,128,178,135,86,61]/2,nu=[60,75,105,165,135,105,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1393,lambda=[64,101,130,182,141,118,59]/2,nu=[57,69,102,159,126,57,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1394,lambda=[66,105,132,186,165,108,57]/2,nu=[54,63,99,153,90,72,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1395,lambda=[62,93,124,180,131,82,27]/2,nu=[60,81,111,162,141,111,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1396,lambda=[64,97,126,188,137,84,59]/2,nu=[57,75,108,150,132,108,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1399,lambda=[62,85,130,180,139,116,63]/2,nu=[60,93,102,162,129,60,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1400,lambda=[64,85,132,184,163,118,57]/2,nu=[57,93,99,156,93,57,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1401,lambda=[66,85,134,200,163,104,55]/2,nu=[54,93,96,132,93,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1446,lambda=[64,97,122,174,123,80,55]/2,nu=[57,75,114,171,153,114,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1447,lambda=[64,93,120,170,131,78,27]/2,nu=[57,81,117,177,141,117,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1448,lambda=[66,81,126,156,135,96,51]/2,nu=[54,99,108,198,135,90,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1449,lambda=[60,97,114,176,133,84,59]/2,nu=[63,75,126,168,138,108,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1450,lambda=[62,101,118,180,139,116,59]/2,nu=[60,69,120,162,129,60,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1452,lambda=[66,81,124,176,123,100,53]/2,nu=[54,99,111,168,153,84,42]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1453,lambda=[66,81,120,168,129,84,27]/2,nu=[54,99,117,180,144,108,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1454,lambda=[66,81,122,172,135,80,55]/2,nu=[54,99,114,174,135,114,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1456,lambda=[60,83,114,178,137,114,61]/2,nu=[63,96,126,165,132,63,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1457,lambda=[62,83,118,182,161,116,57]/2,nu=[60,96,120,159,96,60,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1458,lambda=[64,101,126,178,127,104,55]/2,nu=[57,69,108,165,147,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1459,lambda=[60,93,122,170,129,82,27]/2,nu=[63,81,114,177,144,111,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1460,lambda=[62,97,124,174,135,82,57]/2,nu=[60,75,111,171,135,111,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1461,lambda=[62,93,122,180,131,80,27]/2,nu=[60,81,114,162,141,114,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1462,lambda=[60,83,126,174,133,86,61]/2,nu=[63,96,108,171,138,105,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1463,lambda=[62,83,128,178,139,116,57]/2,nu=[60,96,105,165,129,60,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1464,lambda=[64,83,130,182,161,104,55]/2,nu=[57,96,102,159,96,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1501,lambda=[62,93,118,168,119,76,27]/2,nu=[60,81,120,180,159,120,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1502,lambda=[64,79,122,152,119,96,51]/2,nu=[57,102,114,204,159,90,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1503,lambda=[58,81,110,156,135,112,59]/2,nu=[66,99,132,198,135,66,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1505,lambda=[58,93,110,168,127,80,27]/2,nu=[66,81,132,180,147,114,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1507,lambda=[60,97,114,172,133,82,57]/2,nu=[63,75,126,174,138,111,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1508,lambda=[64,79,120,170,119,78,53]/2,nu=[57,102,117,177,159,117,42]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1509,lambda=[64,79,118,166,129,76,27]/2,nu=[57,102,120,183,144,120,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1510,lambda=[58,81,110,172,131,84,59]/2,nu=[66,99,132,174,141,108,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1511,lambda=[60,81,114,176,137,114,57]/2,nu=[63,99,126,168,132,63,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1513,lambda=[62,97,122,172,123,80,55]/2,nu=[60,75,114,174,153,114,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1514,lambda=[60,93,120,168,129,78,27]/2,nu=[63,81,117,180,144,117,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1515,lambda=[62,79,124,174,123,100,53]/2,nu=[60,102,111,171,153,84,42]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1516,lambda=[58,79,120,166,127,82,27]/2,nu=[66,102,117,183,147,111,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1517,lambda=[60,79,122,170,133,80,55]/2,nu=[63,102,114,177,138,114,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1546,lambda=[62,77,118,148,115,76,51]/2,nu=[60,105,120,210,165,120,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1547,lambda=[56,79,106,150,129,82,57]/2,nu=[69,102,138,207,144,111,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1550,lambda=[58,93,110,166,127,78,27]/2,nu=[66,81,132,183,147,117,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1551,lambda=[62,77,116,164,115,74,27]/2,nu=[60,105,123,186,165,123,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1553,lambda=[56,77,106,164,125,80,27]/2,nu=[69,105,138,186,150,114,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1555,lambda=[58,77,110,168,131,80,55]/2,nu=[66,105,132,180,141,114,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1557,lambda=[60,93,118,166,119,76,27]/2,nu=[63,81,120,183,159,120,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1559,lambda=[60,77,120,168,119,78,53]/2,nu=[63,105,117,180,159,117,42]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1561,lambda=[58,77,118,164,127,76,27]/2,nu=[66,105,120,186,147,120,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1583,lambda=[60,75,114,144,111,72,27]/2,nu=[63,108,126,216,171,126,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1584,lambda=[54,75,102,144,123,78,27]/2,nu=[72,108,144,216,153,117,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1591,lambda=[56,75,106,162,125,76,27]/2,nu=[69,108,138,189,150,120,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1593,lambda=[58,75,116,162,115,74,27]/2,nu=[66,108,123,189,165,123,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=783,lambda=[102,127,178,254,197,142,81]/2,nu=[0,30,30,51,42,21,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=790,lambda=[88,127,170,254,205,156,81]/2,nu=[21,30,42,51,30,0,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=806,lambda=[90,147,178,268,205,136,69]/2,nu=[9,0,15,15,15,15,9]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=860,lambda=[90,129,168,240,177,108,51]/2,nu=[18,27,45,72,72,72,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=870,lambda=[88,119,156,232,183,142,81]/2,nu=[21,42,63,84,63,21,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=888,lambda=[102,125,176,250,193,140,65]/2,nu=[0,33,33,57,48,24,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=895,lambda=[86,123,166,248,201,132,81]/2,nu=[12,18,24,30,18,18,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=923,lambda=[78,123,174,248,193,140,81]/2,nu=[18,18,18,30,24,12,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=925,lambda=[88,123,174,264,201,132,67]/2,nu=[21,36,36,36,36,36,21]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=941,lambda=[80,103,154,222,181,134,81]/2,nu=[33,66,66,99,66,33,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=945,lambda=[80,103,154,222,181,134,81]/2,nu=[33,66,66,99,66,33,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=972,lambda=[82,127,158,228,181,132,81]/2,nu=[15,15,30,45,33,18,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=977,lambda=[86,117,152,228,181,126,81]/2,nu=[24,45,69,90,66,45,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=978,lambda=[88,117,154,228,179,140,65]/2,nu=[21,45,66,90,69,24,24]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=991,lambda=[88,115,166,238,175,106,49]/2,nu=[21,48,48,75,75,75,48]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=992,lambda=[102,123,180,246,183,120,63]/2,nu=[0,36,27,63,63,54,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=994,lambda=[80,103,154,222,181,132,81]/2,nu=[33,66,66,99,66,36,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=998,lambda=[102,123,174,246,189,120,63]/2,nu=[0,36,36,63,54,54,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1001,lambda=[84,121,162,244,181,130,81]/2,nu=[27,39,54,66,66,39,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1006,lambda=[84,119,162,242,197,128,53]/2,nu=[27,42,54,69,42,42,42]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1007,lambda=[82,127,168,238,175,106,51]/2,nu=[30,30,45,75,75,75,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1009,lambda=[86,119,170,232,181,128,81]/2,nu=[12,21,21,42,33,21,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1012,lambda=[86,119,170,232,197,128,65]/2,nu=[12,21,21,42,21,21,12]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1014,lambda=[72,117,154,228,179,140,81]/2,nu=[45,45,66,90,69,24,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1020,lambda=[78,127,154,228,185,136,81]/2,nu=[18,15,33,45,30,15,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1022,lambda=[74,119,154,232,197,140,81]/2,nu=[21,21,33,42,21,12,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1027,lambda=[78,103,154,222,181,134,81]/2,nu=[36,66,66,99,66,33,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1029,lambda=[76,121,172,244,189,138,63]/2,nu=[39,39,39,66,54,27,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1032,lambda=[76,121,154,244,189,138,81]/2,nu=[39,39,66,66,54,27,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1041,lambda=[78,99,150,216,177,132,57]/2,nu=[18,36,36,54,36,18,18]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1068,lambda=[86,113,164,220,157,104,63]/2,nu=[24,51,51,102,102,78,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1069,lambda=[86,113,164,220,173,104,47]/2,nu=[24,51,51,102,78,78,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1073,lambda=[80,125,154,222,175,128,53]/2,nu=[33,33,66,99,75,42,42]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1075,lambda=[82,119,158,220,177,128,81]/2,nu=[15,21,30,51,36,21,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1080,lambda=[86,113,148,220,173,104,63]/2,nu=[24,51,75,102,78,78,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1081,lambda=[84,113,146,220,175,122,47]/2,nu=[27,51,78,102,75,51,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1086,lambda=[80,125,154,236,173,104,51]/2,nu=[33,33,66,78,78,78,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1088,lambda=[84,117,150,228,177,126,81]/2,nu=[27,45,72,90,72,45,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1090,lambda=[84,117,150,228,195,126,63]/2,nu=[27,45,72,90,45,45,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1091,lambda=[78,99,150,216,177,128,53]/2,nu=[18,36,36,54,36,21,21]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1094,lambda=[80,103,154,222,177,130,81]/2,nu=[33,66,66,99,72,39,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1097,lambda=[102,121,172,244,181,120,63]/2,nu=[0,39,39,66,66,54,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1102,lambda=[82,117,158,238,175,126,51]/2,nu=[30,45,60,75,75,45,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1105,lambda=[84,115,166,224,161,124,63]/2,nu=[27,48,48,96,96,48,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1107,lambda=[84,115,166,224,175,124,49]/2,nu=[27,48,48,96,75,48,48]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1111,lambda=[70,115,150,224,177,124,81]/2,nu=[24,24,36,48,36,24,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1112,lambda=[70,115,152,224,175,138,63]/2,nu=[48,48,69,96,75,27,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1115,lambda=[74,119,150,220,185,136,81]/2,nu=[21,21,36,51,30,15,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1117,lambda=[72,117,150,228,177,138,81]/2,nu=[45,45,72,90,72,27,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1119,lambda=[76,125,150,222,181,134,59]/2,nu=[39,33,72,99,66,33,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1120,lambda=[72,117,150,228,195,138,63]/2,nu=[45,45,72,90,45,27,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1121,lambda=[82,115,166,236,173,104,49]/2,nu=[15,24,24,39,39,39,24]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1122,lambda=[82,121,178,242,179,116,61]/2,nu=[30,39,30,69,69,60,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1123,lambda=[76,99,150,216,177,132,57]/2,nu=[39,72,72,108,72,36,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1125,lambda=[74,119,170,240,185,116,61]/2,nu=[21,21,21,36,30,30,15]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1127,lambda=[74,119,150,240,185,136,61]/2,nu=[21,21,36,36,30,15,15]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1128,lambda=[76,103,150,222,181,134,81]/2,nu=[39,66,72,99,66,33,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1137,lambda=[76,95,146,210,173,104,55]/2,nu=[39,78,78,117,78,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1164,lambda=[84,111,162,216,153,102,45]/2,nu=[27,54,54,108,108,81,54]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1170,lambda=[78,123,150,216,171,102,51]/2,nu=[36,36,72,108,81,81,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1172,lambda=[80,115,154,212,171,124,49]/2,nu=[33,48,66,114,81,48,48]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1173,lambda=[102,119,170,232,179,120,63]/2,nu=[0,42,42,84,69,54,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1175,lambda=[84,111,144,216,153,102,63]/2,nu=[27,54,81,108,108,81,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1177,lambda=[84,111,144,216,171,102,45]/2,nu=[27,54,81,108,81,81,54]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1179,lambda=[82,117,148,218,175,126,81]/2,nu=[30,45,75,105,75,45,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1182,lambda=[82,113,144,220,157,122,61]/2,nu=[30,51,81,102,102,51,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1184,lambda=[82,113,144,220,171,122,47]/2,nu=[30,51,81,102,81,51,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1189,lambda=[78,99,150,216,171,126,51]/2,nu=[36,72,72,108,81,45,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1191,lambda=[80,103,154,216,175,128,81]/2,nu=[33,66,66,108,75,42,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1198,lambda=[80,115,154,234,171,102,49]/2,nu=[33,48,66,81,81,81,48]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1199,lambda=[80,117,146,236,173,112,59]/2,nu=[33,45,78,78,78,66,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1200,lambda=[82,113,164,220,157,102,61]/2,nu=[30,51,51,102,102,81,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1202,lambda=[82,113,164,220,171,102,47]/2,nu=[30,51,51,102,81,81,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1206,lambda=[66,111,146,216,169,100,61]/2,nu=[27,27,39,54,42,42,15]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1207,lambda=[66,111,144,216,171,120,45]/2,nu=[54,54,81,108,81,54,54]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1209,lambda=[72,117,148,218,175,136,81]/2,nu=[45,45,75,105,75,30,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1210,lambda=[72,117,146,214,181,134,59]/2,nu=[45,45,78,111,66,33,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1212,lambda=[70,115,148,224,175,124,81]/2,nu=[48,48,75,96,75,48,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1213,lambda=[70,115,146,224,173,136,61]/2,nu=[24,24,39,48,39,15,15]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1214,lambda=[74,123,146,216,177,108,57]/2,nu=[21,18,39,54,36,36,18]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1215,lambda=[70,115,148,224,193,124,63]/2,nu=[48,48,75,96,48,48,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1216,lambda=[74,95,146,210,173,104,55]/2,nu=[42,78,78,117,78,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1217,lambda=[72,117,168,238,175,116,61]/2,nu=[45,45,45,75,75,60,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1219,lambda=[74,103,148,216,181,134,81]/2,nu=[42,66,75,108,66,33,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1221,lambda=[72,117,146,236,181,112,59]/2,nu=[45,45,78,78,66,66,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1222,lambda=[74,99,146,216,177,132,57]/2,nu=[21,36,39,54,36,18,18]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1224,lambda=[74,91,142,204,141,100,53]/2,nu=[21,42,42,63,63,42,21]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1254,lambda=[82,109,140,192,149,100,63]/2,nu=[30,57,87,144,114,84,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1255,lambda=[80,111,140,194,153,120,59]/2,nu=[33,54,87,141,108,54,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1256,lambda=[78,113,150,206,167,98,47]/2,nu=[36,51,72,123,87,87,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1257,lambda=[78,113,140,196,167,108,57]/2,nu=[36,51,87,138,87,72,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1258,lambda=[82,109,140,212,149,100,43]/2,nu=[30,57,87,114,114,84,57]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1260,lambda=[76,121,142,206,147,104,55]/2,nu=[39,39,84,123,117,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1262,lambda=[80,113,142,210,169,122,47]/2,nu=[33,51,84,117,84,51,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1263,lambda=[80,111,140,216,153,98,59]/2,nu=[33,54,87,108,108,87,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1264,lambda=[80,111,140,216,167,98,45]/2,nu=[33,54,87,108,87,87,54]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1272,lambda=[76,95,146,210,167,98,49]/2,nu=[39,78,78,117,87,87,48]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1274,lambda=[78,99,150,208,169,124,49]/2,nu=[18,36,36,60,42,24,24]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1278,lambda=[80,103,146,214,173,126,81]/2,nu=[33,66,78,111,78,45,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1281,lambda=[82,111,162,216,153,100,45]/2,nu=[15,27,27,54,54,42,27]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1283,lambda=[70,115,166,224,173,116,61]/2,nu=[24,24,24,48,39,30,15]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1285,lambda=[64,109,142,212,149,98,61]/2,nu=[57,57,84,114,114,87,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1286,lambda=[64,109,142,212,167,98,43]/2,nu=[57,57,84,114,87,87,57]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1288,lambda=[70,115,146,216,173,124,81]/2,nu=[24,24,39,54,39,24,0]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1289,lambda=[70,115,144,212,171,134,59]/2,nu=[48,48,81,114,81,33,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1290,lambda=[70,115,142,208,177,108,57]/2,nu=[24,24,42,60,36,36,18]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1291,lambda=[72,121,142,210,147,104,55]/2,nu=[45,39,84,117,117,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1292,lambda=[66,111,142,216,153,120,61]/2,nu=[27,27,42,54,54,27,15]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1293,lambda=[66,111,140,216,167,98,59]/2,nu=[54,54,87,108,87,87,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1294,lambda=[66,111,142,216,169,120,45]/2,nu=[27,27,42,54,42,27,27]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1295,lambda=[72,91,142,204,141,100,53]/2,nu=[45,84,84,126,126,84,42]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1298,lambda=[72,103,146,214,173,134,81]/2,nu=[45,66,78,111,78,33,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1299,lambda=[72,99,144,210,177,132,57]/2,nu=[45,72,81,117,72,36,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1300,lambda=[70,115,144,234,171,112,59]/2,nu=[48,48,81,81,81,66,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1301,lambda=[72,95,142,210,173,104,55]/2,nu=[45,78,84,117,78,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1303,lambda=[72,87,138,168,135,96,51]/2,nu=[45,90,90,180,135,90,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1330,lambda=[76,111,146,200,137,94,45]/2,nu=[39,54,78,132,132,93,54]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1334,lambda=[80,107,136,186,145,98,41]/2,nu=[33,60,93,153,120,87,60]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1335,lambda=[76,111,136,190,137,104,55]/2,nu=[39,54,93,147,132,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1337,lambda=[78,109,136,188,149,94,57]/2,nu=[36,57,93,150,114,93,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1339,lambda=[78,111,138,204,165,96,45]/2,nu=[18,27,45,63,45,45,27]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1340,lambda=[80,109,138,212,149,96,43]/2,nu=[33,57,90,114,114,90,57]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1342,lambda=[66,111,126,216,167,112,59]/2,nu=[54,54,108,108,87,66,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1347,lambda=[80,85,136,186,145,98,63]/2,nu=[33,93,93,153,120,87,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1348,lambda=[78,85,136,188,149,118,57]/2,nu=[36,93,93,150,114,57,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1349,lambda=[76,95,146,202,165,96,47]/2,nu=[39,78,78,129,90,90,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1350,lambda=[76,85,136,190,163,104,55]/2,nu=[39,93,93,147,93,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1352,lambda=[74,85,136,198,141,100,53]/2,nu=[42,93,93,135,126,84,42]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1354,lambda=[78,99,140,206,167,122,47]/2,nu=[36,72,87,123,87,51,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1356,lambda=[70,87,138,168,135,96,51]/2,nu=[48,90,90,180,135,90,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1357,lambda=[62,107,138,188,145,96,61]/2,nu=[30,30,45,75,60,45,15]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1358,lambda=[64,109,138,190,149,118,59]/2,nu=[57,57,90,147,114,57,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1359,lambda=[66,111,138,192,165,108,57]/2,nu=[27,27,45,72,45,36,18]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1360,lambda=[62,107,138,208,145,96,41]/2,nu=[30,30,45,60,60,45,30]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1361,lambda=[66,111,136,200,137,104,55]/2,nu=[54,54,93,132,132,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1362,lambda=[70,121,140,204,147,104,55]/2,nu=[48,39,87,126,117,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1363,lambda=[66,111,138,204,165,96,57]/2,nu=[27,27,45,63,45,45,18]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1364,lambda=[66,111,140,208,167,120,45]/2,nu=[54,54,87,120,87,54,54]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1365,lambda=[64,109,138,212,149,96,59]/2,nu=[57,57,90,114,114,90,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1366,lambda=[64,109,138,212,165,96,43]/2,nu=[57,57,90,114,90,90,57]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1371,lambda=[70,99,142,208,169,132,57]/2,nu=[24,36,42,60,42,18,18]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1372,lambda=[70,95,140,204,173,104,55]/2,nu=[48,78,87,126,78,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1373,lambda=[70,91,138,204,141,100,53]/2,nu=[24,42,45,63,63,42,21]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1404,lambda=[76,109,134,186,135,92,55]/2,nu=[39,57,96,153,135,96,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1406,lambda=[78,107,134,184,145,92,41]/2,nu=[18,30,48,78,60,48,30]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1407,lambda=[76,109,134,198,135,92,43]/2,nu=[39,57,96,135,135,96,57]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1412,lambda=[66,83,98,160,129,92,49]/2,nu=[27,48,75,96,72,48,24]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1413,lambda=[60,105,114,184,141,92,59]/2,nu=[63,63,126,156,126,96,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1414,lambda=[62,107,118,186,145,116,59]/2,nu=[60,60,120,153,120,60,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1415,lambda=[64,109,122,188,163,108,57]/2,nu=[57,57,114,150,93,72,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1416,lambda=[74,91,142,196,133,92,45]/2,nu=[21,42,42,69,69,48,27]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1417,lambda=[78,81,132,180,141,96,39]/2,nu=[36,99,99,162,126,90,63]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1418,lambda=[74,81,132,184,131,100,53]/2,nu=[42,99,99,156,141,84,42]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1419,lambda=[76,81,132,182,145,90,55]/2,nu=[39,99,99,159,120,99,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1420,lambda=[72,81,132,162,135,96,51]/2,nu=[45,99,99,189,135,90,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1423,lambda=[76,95,136,200,163,94,45]/2,nu=[39,78,93,132,93,93,54]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1426,lambda=[60,105,134,182,141,94,39]/2,nu=[63,63,96,159,126,93,63]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1427,lambda=[64,109,134,186,135,104,55]/2,nu=[57,57,96,153,135,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1428,lambda=[62,107,134,184,145,92,57]/2,nu=[30,30,48,78,60,48,18]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1429,lambda=[66,87,132,162,135,96,51]/2,nu=[54,90,99,189,135,90,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1430,lambda=[64,109,134,198,135,92,55]/2,nu=[57,57,96,135,135,96,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1431,lambda=[64,109,136,202,163,94,43]/2,nu=[57,57,93,129,93,93,57]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1432,lambda=[62,107,136,208,145,94,41]/2,nu=[60,60,93,120,120,93,60]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1433,lambda=[60,83,134,182,141,94,61]/2,nu=[63,96,96,159,126,93,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1434,lambda=[62,83,134,184,145,116,57]/2,nu=[30,48,48,78,60,30,18]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1435,lambda=[64,83,134,186,161,104,55]/2,nu=[57,96,96,153,96,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1436,lambda=[66,91,134,196,133,100,53]/2,nu=[27,42,48,69,69,42,21]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1437,lambda=[66,83,134,196,141,100,53]/2,nu=[27,48,48,69,63,42,21]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1438,lambda=[66,95,136,200,163,94,55]/2,nu=[54,78,93,132,93,93,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1467,lambda=[76,107,132,182,133,90,41]/2,nu=[39,60,99,159,138,99,60]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1473,lambda=[58,103,110,178,137,90,37]/2,nu=[66,66,132,165,132,99,66]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1474,lambda=[62,107,118,182,133,104,55]/2,nu=[60,60,120,159,138,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1475,lambda=[60,105,114,180,141,90,57]/2,nu=[63,63,126,162,126,99,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1476,lambda=[64,83,96,154,129,92,49]/2,nu=[57,96,153,201,144,96,48]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1477,lambda=[74,79,130,180,129,88,53]/2,nu=[21,51,51,81,72,51,21]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1478,lambda=[72,79,130,160,127,96,51]/2,nu=[45,102,102,192,147,90,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1479,lambda=[76,79,130,178,141,88,39]/2,nu=[39,102,102,165,126,102,63]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1480,lambda=[74,91,132,194,131,90,43]/2,nu=[42,84,99,141,141,99,57]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1482,lambda=[58,81,110,178,137,90,59]/2,nu=[66,99,132,165,132,99,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1483,lambda=[60,81,114,180,141,114,57]/2,nu=[63,99,126,162,126,63,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1484,lambda=[62,81,118,182,159,104,55]/2,nu=[60,99,120,159,99,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1485,lambda=[62,107,132,182,133,90,55]/2,nu=[60,60,99,159,138,99,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1486,lambda=[64,87,130,160,127,96,51]/2,nu=[57,90,102,192,147,90,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1487,lambda=[60,105,132,180,141,90,39]/2,nu=[63,63,99,162,126,99,63]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1488,lambda=[62,107,132,196,133,90,41]/2,nu=[60,60,99,138,138,99,60]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1494,lambda=[58,79,130,176,137,92,37]/2,nu=[33,51,51,84,66,48,33]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1495,lambda=[62,79,130,180,129,100,53]/2,nu=[30,51,51,81,72,42,21]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1496,lambda=[60,79,130,178,141,88,55]/2,nu=[63,102,102,165,126,102,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1497,lambda=[64,79,130,160,135,96,51]/2,nu=[57,102,102,192,135,90,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1498,lambda=[64,91,132,194,131,90,53]/2,nu=[57,84,99,141,141,99,42]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1520,lambda=[72,87,128,158,125,86,41]/2,nu=[45,90,105,195,150,105,60]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1521,lambda=[56,79,106,150,133,86,57]/2,nu=[69,102,138,207,138,105,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1524,lambda=[60,105,114,178,131,88,55]/2,nu=[63,63,126,165,141,102,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1525,lambda=[62,83,94,152,121,92,49]/2,nu=[30,48,78,102,78,48,24]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1526,lambda=[58,103,110,176,137,88,37]/2,nu=[33,33,66,84,66,51,33]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1527,lambda=[74,77,128,176,127,86,39]/2,nu=[42,105,105,168,147,105,63]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1528,lambda=[72,77,128,158,125,86,51]/2,nu=[45,105,105,195,150,105,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1529,lambda=[58,79,110,156,137,112,57]/2,nu=[33,51,66,99,66,33,18]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1531,lambda=[56,77,106,172,133,88,35]/2,nu=[69,105,138,174,138,102,69]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1532,lambda=[60,77,114,176,127,100,53]/2,nu=[63,105,126,168,147,84,42]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1533,lambda=[58,77,110,174,137,86,55]/2,nu=[66,105,132,171,132,105,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1534,lambda=[62,75,94,152,129,92,49]/2,nu=[30,54,78,102,72,48,24]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1535,lambda=[60,105,130,178,131,88,39]/2,nu=[63,63,102,165,141,102,63]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1536,lambda=[62,87,128,158,125,86,51]/2,nu=[60,90,105,195,150,105,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1541,lambda=[60,77,128,176,127,86,53]/2,nu=[63,105,105,168,147,105,42]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1542,lambda=[62,77,128,158,125,96,51]/2,nu=[60,105,105,195,150,90,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1543,lambda=[58,77,128,174,137,86,37]/2,nu=[66,105,105,171,132,105,66]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1562,lambda=[54,77,102,144,103,82,55]/2,nu=[72,105,144,216,183,111,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1563,lambda=[54,75,102,144,129,84,33]/2,nu=[36,54,72,108,72,54,36]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1564,lambda=[58,73,110,140,121,96,51]/2,nu=[66,111,132,222,156,90,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1567,lambda=[60,83,92,150,119,82,49]/2,nu=[63,96,159,207,159,111,48]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1568,lambda=[72,75,126,156,123,84,39]/2,nu=[45,108,108,198,153,108,63]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1569,lambda=[56,75,106,150,133,84,55]/2,nu=[69,108,138,207,138,108,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1571,lambda=[58,75,110,172,125,84,53]/2,nu=[33,54,66,87,75,54,21]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1572,lambda=[60,73,92,150,119,92,49]/2,nu=[63,111,159,207,159,96,48]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1573,lambda=[56,75,106,170,133,84,35]/2,nu=[69,108,138,177,138,108,69]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1578,lambda=[58,75,126,172,125,84,37]/2,nu=[33,54,54,87,75,54,33]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1579,lambda=[60,75,126,156,123,84,51]/2,nu=[63,108,108,198,153,108,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1597,lambda=[56,71,106,136,119,80,51]/2,nu=[69,114,138,228,159,114,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1598,lambda=[58,71,90,136,117,92,49]/2,nu=[33,57,81,114,81,48,24]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1600,lambda=[54,71,102,144,101,80,53]/2,nu=[36,57,72,108,93,57,21]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1604,lambda=[58,71,90,148,117,80,49]/2,nu=[33,57,81,105,81,57,24]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1622,lambda=[54,69,102,132,99,78,51]/2,nu=[72,117,144,234,189,117,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1624,lambda=[56,69,88,132,115,78,49]/2,nu=[69,117,165,234,165,117,48]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1641,lambda=[54,67,86,128,97,76,49]/2,nu=[36,60,84,120,96,60,24]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1370,lambda=[70,103,144,212,171,124,81]/2,nu=[48,66,81,114,81,48,0]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1439,lambda=[66,99,138,204,165,120,45]/2,nu=[27,36,45,63,45,27,27]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1500,lambda=[64,95,134,198,161,92,43]/2,nu=[57,78,96,135,96,96,57]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1544,lambda=[62,91,130,192,129,88,41]/2,nu=[30,42,51,72,72,51,30]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1566,lambda=[58,103,110,174,129,86,37]/2,nu=[66,66,132,171,144,105,66]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1574,lambda=[60,87,126,156,123,84,39]/2,nu=[63,90,108,198,153,108,63]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1596,lambda=[52,73,98,138,99,80,31]/2,nu=[75,111,150,225,189,114,75]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1599,lambda=[58,83,90,148,117,80,37]/2,nu=[33,48,81,105,81,57,33]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1601,lambda=[54,73,102,144,129,82,33]/2,nu=[72,111,144,216,144,111,72]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1603,lambda=[56,73,106,168,123,82,35]/2,nu=[69,111,138,180,153,111,69]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1607,lambda=[58,73,124,154,121,82,37]/2,nu=[66,111,111,201,156,111,66]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1621,lambda=[50,69,94,132,95,52,29]/2,nu=[78,117,156,234,195,156,78]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1623,lambda=[54,69,102,132,117,78,33]/2,nu=[72,117,144,234,162,117,72]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1625,lambda=[52,69,98,138,97,78,31]/2,nu=[75,117,150,225,192,117,75]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1626,lambda=[56,69,88,146,115,78,35]/2,nu=[69,117,165,213,165,117,69]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1640,lambda=[52,67,98,128,95,76,31]/2,nu=[75,120,150,240,195,120,75]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1642,lambda=[54,67,86,128,113,76,33]/2,nu=[36,60,84,120,84,60,36]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1643,lambda=[50,67,94,132,93,52,29]/2,nu=[39,60,78,117,99,78,39]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1652,lambda=[50,65,94,124,91,52,29]/2,nu=[78,123,156,246,201,156,78]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1653,lambda=[52,65,84,124,93,74,31]/2,nu=[75,123,171,246,198,123,75]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1660,lambda=[50,63,82,120,89,52,29]/2,nu=[39,63,87,126,102,78,39]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=752,lambda=[102,129,180,252,189,120,61]/2,nu=[0,27,27,54,54,54,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=897,lambda=[82,127,178,248,185,116,59]/2,nu=[30,30,30,60,60,60,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=983,lambda=[80,125,154,244,181,112,57]/2,nu=[33,33,66,66,66,66,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1045,lambda=[78,99,150,216,177,132,57]/2,nu=[18,36,36,54,36,18,18]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1070,lambda=[78,123,150,216,177,108,55]/2,nu=[36,36,72,108,72,72,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1135,lambda=[76,121,146,210,147,104,55]/2,nu=[39,39,78,117,117,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1141,lambda=[76,95,146,210,173,104,55]/2,nu=[39,78,78,117,78,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1165,lambda=[76,121,146,210,147,104,53]/2,nu=[39,39,78,117,117,78,42]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1186,lambda=[76,95,146,210,173,104,53]/2,nu=[39,78,78,117,78,78,42]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1228,lambda=[74,91,142,204,141,100,53]/2,nu=[21,42,42,63,63,42,21]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1252,lambda=[76,121,146,210,147,100,51]/2,nu=[39,39,78,117,117,84,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1267,lambda=[74,91,142,204,141,100,51]/2,nu=[42,84,84,126,126,84,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1307,lambda=[72,87,138,168,135,96,51]/2,nu=[45,90,90,180,135,90,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1331,lambda=[72,87,138,168,135,96,49]/2,nu=[45,90,90,180,135,90,48]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1344,lambda=[74,91,142,204,141,96,49]/2,nu=[21,42,42,63,63,45,24]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1379,lambda=[70,83,102,160,129,92,49]/2,nu=[24,48,72,96,72,48,24]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1402,lambda=[72,87,138,168,135,92,47]/2,nu=[45,90,90,180,135,96,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1408,lambda=[70,83,102,160,129,92,47]/2,nu=[48,96,144,192,144,96,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1445,lambda=[34,79,96,152,123,88,47]/2,nu=[102,102,153,204,153,102,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1466,lambda=[72,87,138,168,129,90,45]/2,nu=[45,90,90,180,144,99,54]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1470,lambda=[70,83,102,160,129,88,45]/2,nu=[24,48,72,96,72,51,27]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1489,lambda=[34,79,96,152,123,88,45]/2,nu=[102,102,153,204,153,102,54]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1522,lambda=[70,83,102,160,123,86,43]/2,nu=[48,96,144,192,153,105,57]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1537,lambda=[34,79,96,152,123,84,43]/2,nu=[102,102,153,204,153,108,57]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1565,lambda=[70,83,102,152,121,84,41]/2,nu=[24,48,72,102,78,54,30]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1575,lambda=[34,79,96,152,117,82,41]/2,nu=[102,102,153,204,162,111,60]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1605,lambda=[34,79,96,144,115,80,39]/2,nu=[102,102,153,216,165,114,63]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1235,lambda=[102,119,172,236,183,124,65]/2,nu=[0,45,42,84,69,54,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1235,lambda=[102,117,170,232,179,120,63]/2,nu=[0,45,42,84,69,54,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1326,lambda=[72,115,168,228,177,120,63]/2,nu=[48,51,48,96,78,60,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1326,lambda=[70,113,166,224,173,116,61]/2,nu=[48,51,48,96,78,60,30]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1346,lambda=[72,85,138,168,135,96,51]/2,nu=[45,93,90,180,135,90,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1375,lambda=[70,83,102,160,129,92,49]/2,nu=[24,48,72,96,72,48,24]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1390,lambda=[68,111,130,220,171,116,61]/2,nu=[54,57,108,108,87,66,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1390,lambda=[66,109,126,216,167,112,59]/2,nu=[54,57,108,108,87,66,33]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1397,lambda=[72,123,142,210,153,108,57]/2,nu=[48,39,90,126,117,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1397,lambda=[70,121,138,204,147,104,55]/2,nu=[48,39,90,126,117,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1398,lambda=[72,89,142,176,141,100,53]/2,nu=[48,93,90,180,135,90,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1398,lambda=[70,85,138,168,135,96,51]/2,nu=[48,93,90,180,135,90,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1422,lambda=[70,81,102,160,129,92,49]/2,nu=[48,99,144,192,144,96,48]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1441,lambda=[34,79,96,152,123,88,47]/2,nu=[102,102,153,204,153,102,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1451,lambda=[66,107,126,190,167,112,59]/2,nu=[57,63,114,156,93,72,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1451,lambda=[64,105,122,184,163,108,57]/2,nu=[57,63,114,156,93,72,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1455,lambda=[68,85,104,168,135,96,51]/2,nu=[54,99,150,192,144,96,48]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1455,lambda=[66,81,98,160,129,92,49]/2,nu=[54,99,150,192,144,96,48]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1465,lambda=[68,87,136,202,147,104,55]/2,nu=[54,96,99,138,126,84,42]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1465,lambda=[66,83,132,196,141,100,53]/2,nu=[54,96,99,138,126,84,42]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1481,lambda=[70,79,102,156,129,92,49]/2,nu=[24,51,72,99,72,48,24]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1493,lambda=[34,79,94,152,123,88,47]/2,nu=[102,102,156,204,153,102,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1499,lambda=[34,77,96,152,123,88,47]/2,nu=[102,105,153,204,153,102,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1504,lambda=[66,83,102,158,135,96,51]/2,nu=[57,102,153,207,144,96,48]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1504,lambda=[64,79,96,150,129,92,49]/2,nu=[57,102,153,207,144,96,48]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1506,lambda=[64,103,122,182,133,108,57]/2,nu=[60,69,120,168,147,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1506,lambda=[62,101,118,176,127,104,55]/2,nu=[60,69,120,168,147,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1512,lambda=[64,85,122,186,163,108,57]/2,nu=[60,99,120,162,99,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1512,lambda=[62,81,118,180,159,104,55]/2,nu=[60,99,120,162,99,78,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1518,lambda=[66,83,130,164,141,100,53]/2,nu=[57,102,108,198,135,90,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1518,lambda=[64,79,126,156,135,96,51]/2,nu=[57,102,108,198,135,90,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1519,lambda=[38,81,100,160,129,92,49]/2,nu=[102,105,156,204,153,102,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1519,lambda=[34,77,94,152,123,88,47]/2,nu=[102,105,156,204,153,102,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1530,lambda=[70,77,102,154,123,92,49]/2,nu=[48,105,144,201,153,96,48]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1540,lambda=[34,79,92,148,123,88,47]/2,nu=[102,102,159,210,153,102,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1545,lambda=[34,75,96,148,123,88,47]/2,nu=[102,108,153,210,153,102,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1548,lambda=[64,81,100,154,121,96,51]/2,nu=[60,105,156,213,165,96,48]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1548,lambda=[62,77,94,146,115,92,49]/2,nu=[60,105,156,213,165,96,48]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1549,lambda=[62,99,118,176,129,84,57]/2,nu=[63,75,126,177,153,114,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1549,lambda=[60,97,114,170,123,80,55]/2,nu=[63,75,126,177,153,114,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1554,lambda=[62,81,118,178,129,104,55]/2,nu=[63,105,126,174,153,84,42]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1554,lambda=[60,77,114,172,123,100,53]/2,nu=[63,105,126,174,153,84,42]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1556,lambda=[64,79,100,158,135,96,51]/2,nu=[60,108,156,207,144,96,48]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1556,lambda=[62,75,94,150,129,92,49]/2,nu=[60,108,156,207,144,96,48]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1558,lambda=[38,79,98,152,129,92,49]/2,nu=[102,108,159,216,153,102,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1558,lambda=[34,75,92,144,123,88,47]/2,nu=[102,108,159,216,153,102,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1560,lambda=[64,81,126,160,125,100,53]/2,nu=[60,105,114,204,159,90,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1560,lambda=[62,77,122,152,119,96,51]/2,nu=[60,105,114,204,159,90,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1570,lambda=[70,75,102,152,121,84,49]/2,nu=[24,54,72,102,78,54,24]/1) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1577,lambda=[34,79,90,146,117,88,47]/2,nu=[102,102,162,213,162,102,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1580,lambda=[34,73,96,146,117,88,47]/2,nu=[102,111,153,213,162,102,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1581,lambda=[34,73,90,146,123,88,47]/2,nu=[102,111,162,213,153,102,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1585,lambda=[60,77,114,148,125,100,53]/2,nu=[66,111,132,222,159,90,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1585,lambda=[58,73,110,140,119,96,51]/2,nu=[66,111,132,222,159,90,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1586,lambda=[62,79,98,150,117,78,51]/2,nu=[63,108,159,219,171,123,48]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1586,lambda=[60,75,92,142,111,74,49]/2,nu=[63,108,159,219,171,123,48]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1589,lambda=[62,77,98,154,121,96,51]/2,nu=[63,111,159,213,165,96,48]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1589,lambda=[60,73,92,146,115,92,49]/2,nu=[63,111,159,213,165,96,48]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1590,lambda=[60,79,114,172,125,82,55]/2,nu=[66,108,132,183,159,117,42]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1590,lambda=[58,75,110,166,119,78,53]/2,nu=[66,108,132,183,159,117,42]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1592,lambda=[38,77,96,148,117,92,49]/2,nu=[102,111,162,222,171,102,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1592,lambda=[34,73,90,140,111,88,47]/2,nu=[102,111,162,222,171,102,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1594,lambda=[62,79,122,156,121,80,53]/2,nu=[63,108,120,210,165,120,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1594,lambda=[60,75,118,148,115,76,51]/2,nu=[63,108,120,210,165,120,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1595,lambda=[38,77,96,152,129,92,49]/2,nu=[102,111,162,216,153,102,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1595,lambda=[34,73,90,144,123,88,47]/2,nu=[102,111,162,216,153,102,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1606,lambda=[34,79,88,144,115,80,47]/2,nu=[102,102,165,216,165,114,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1608,lambda=[34,71,96,144,115,80,47]/2,nu=[102,114,153,216,165,114,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1609,lambda=[34,71,88,144,115,88,47]/2,nu=[102,114,165,216,165,102,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1611,lambda=[58,75,110,144,121,80,53]/2,nu=[69,114,138,228,165,120,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1611,lambda=[56,71,106,136,115,76,51]/2,nu=[69,114,138,228,165,120,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1613,lambda=[60,75,96,144,121,96,51]/2,nu=[66,114,162,228,165,96,48]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1613,lambda=[58,71,90,136,115,92,49]/2,nu=[66,114,162,228,165,96,48]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1616,lambda=[60,75,96,150,117,78,51]/2,nu=[66,114,162,219,171,123,48]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1616,lambda=[58,71,90,142,111,74,49]/2,nu=[66,114,162,219,171,123,48]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1618,lambda=[38,75,94,144,113,76,49]/2,nu=[102,114,165,228,177,126,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1618,lambda=[34,71,88,136,107,72,47]/2,nu=[102,114,165,228,177,126,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1620,lambda=[38,75,94,148,117,92,49]/2,nu=[102,114,165,222,171,102,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1620,lambda=[34,71,88,140,111,88,47]/2,nu=[102,114,165,222,171,102,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1627,lambda=[34,69,86,132,113,88,47]/2,nu=[102,117,168,234,168,102,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1630,lambda=[34,69,86,142,113,78,47]/2,nu=[102,117,168,219,168,117,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1634,lambda=[58,73,94,140,117,78,51]/2,nu=[69,117,165,234,171,123,48]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1634,lambda=[56,69,88,132,111,74,49]/2,nu=[69,117,165,234,171,123,48]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1638,lambda=[38,73,92,140,117,92,49]/2,nu=[102,117,168,234,171,102,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1638,lambda=[34,69,86,132,111,88,47]/2,nu=[102,117,168,234,171,102,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1639,lambda=[38,73,92,144,113,76,49]/2,nu=[102,117,168,228,177,126,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1639,lambda=[34,69,86,136,107,72,47]/2,nu=[102,117,168,228,177,126,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1644,lambda=[34,67,84,128,111,76,47]/2,nu=[102,120,171,240,171,120,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1650,lambda=[38,71,90,136,113,76,49]/2,nu=[102,120,171,240,177,126,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1650,lambda=[34,67,84,128,107,72,47]/2,nu=[102,120,171,240,177,126,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1654,lambda=[34,65,82,124,95,74,47]/2,nu=[102,123,174,246,195,123,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1552,lambda=[60,83,114,162,139,114,59]/2,nu=[66,102,132,198,135,66,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1582,lambda=[56,79,106,150,109,84,57]/2,nu=[72,105,144,216,183,114,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1587,lambda=[60,95,114,170,125,80,29]/2,nu=[66,81,132,186,159,120,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1588,lambda=[58,79,110,156,133,84,57]/2,nu=[69,108,138,207,144,114,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1610,lambda=[54,75,102,144,105,80,29]/2,nu=[75,111,150,225,189,120,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1612,lambda=[60,77,96,146,113,74,29]/2,nu=[66,111,162,225,177,129,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1614,lambda=[56,75,106,150,107,82,55]/2,nu=[72,114,144,216,186,117,42]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1615,lambda=[56,77,106,150,127,80,29]/2,nu=[72,111,144,216,153,120,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1617,lambda=[58,77,110,166,121,78,29]/2,nu=[69,111,138,192,165,123,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1619,lambda=[60,77,118,152,117,76,29]/2,nu=[66,111,126,216,171,126,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1631,lambda=[52,71,98,138,101,56,29]/2,nu=[78,117,156,234,195,156,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1632,lambda=[56,73,106,140,105,80,53]/2,nu=[72,117,144,234,189,120,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1633,lambda=[56,73,106,140,117,76,29]/2,nu=[72,117,144,234,171,126,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1635,lambda=[54,73,102,144,103,78,29]/2,nu=[75,117,150,225,192,123,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1636,lambda=[58,73,94,146,113,74,29]/2,nu=[69,117,165,225,177,129,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1637,lambda=[38,73,92,140,109,72,29]/2,nu=[102,117,168,234,183,132,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1646,lambda=[54,71,102,136,101,76,29]/2,nu=[75,120,150,240,195,126,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1647,lambda=[56,71,92,136,103,78,51]/2,nu=[72,120,168,240,192,123,48]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1648,lambda=[56,71,92,136,113,74,29]/2,nu=[72,120,168,240,177,129,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1649,lambda=[52,71,98,138,99,56,29]/2,nu=[78,120,156,234,198,156,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1651,lambda=[38,71,90,140,109,72,29]/2,nu=[102,120,171,234,183,132,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1656,lambda=[52,69,98,132,97,56,29]/2,nu=[78,123,156,246,201,156,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1657,lambda=[54,69,90,132,99,74,29]/2,nu=[75,123,171,246,198,129,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1658,lambda=[38,69,88,132,101,76,49]/2,nu=[102,123,174,246,195,126,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1659,lambda=[38,69,88,132,109,72,29]/2,nu=[102,123,174,246,183,132,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1662,lambda=[52,67,88,128,95,56,29]/2,nu=[78,126,174,252,204,156,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1663,lambda=[38,67,86,128,97,72,29]/2,nu=[102,126,177,252,201,132,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1552,lambda=[58,79,110,156,135,112,57]/2,nu=[66,102,132,198,135,66,36]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1582,lambda=[54,77,102,144,103,80,55]/2,nu=[72,105,144,216,183,114,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1587,lambda=[58,93,110,164,119,76,27]/2,nu=[66,81,132,186,159,120,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1588,lambda=[56,75,106,150,129,80,55]/2,nu=[69,108,138,207,144,114,39]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1610,lambda=[52,73,98,138,99,76,27]/2,nu=[75,111,150,225,189,120,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1612,lambda=[58,73,90,138,107,70,27]/2,nu=[66,111,162,225,177,129,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1614,lambda=[54,71,102,144,101,78,53]/2,nu=[72,114,144,216,186,117,42]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1615,lambda=[54,73,102,144,123,76,27]/2,nu=[72,111,144,216,153,120,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1617,lambda=[56,73,106,160,115,74,27]/2,nu=[69,111,138,192,165,123,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1619,lambda=[58,73,114,144,111,72,27]/2,nu=[66,111,126,216,171,126,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1631,lambda=[50,69,94,132,95,52,27]/2,nu=[78,117,156,234,195,156,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1632,lambda=[54,69,102,132,99,76,51]/2,nu=[72,117,144,234,189,120,45]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1633,lambda=[54,69,102,132,111,72,27]/2,nu=[72,117,144,234,171,126,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1635,lambda=[52,69,98,138,97,74,27]/2,nu=[75,117,150,225,192,123,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1636,lambda=[56,69,88,138,107,70,27]/2,nu=[69,117,165,225,177,129,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1637,lambda=[34,69,86,132,103,68,27]/2,nu=[102,117,168,234,183,132,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1646,lambda=[52,67,98,128,95,72,27]/2,nu=[75,120,150,240,195,126,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1647,lambda=[54,67,86,128,97,74,49]/2,nu=[72,120,168,240,192,123,48]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1648,lambda=[54,67,86,128,107,70,27]/2,nu=[72,120,168,240,177,129,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1649,lambda=[50,67,94,132,93,52,27]/2,nu=[78,120,156,234,198,156,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1651,lambda=[34,67,84,132,103,68,27]/2,nu=[102,120,171,234,183,132,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1656,lambda=[50,65,94,124,91,52,27]/2,nu=[78,123,156,246,201,156,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1657,lambda=[52,65,84,124,93,70,27]/2,nu=[75,123,171,246,198,129,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1658,lambda=[34,65,82,124,95,72,47]/2,nu=[102,123,174,246,195,126,51]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1659,lambda=[34,65,82,124,103,68,27]/2,nu=[102,123,174,246,183,132,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1662,lambda=[50,63,82,120,89,52,27]/2,nu=[78,126,174,252,204,156,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1663,lambda=[34,63,80,120,91,68,27]/2,nu=[102,126,177,252,201,132,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1602,lambda=[70,73,102,150,119,82,39]/2,nu=[48,111,144,207,159,111,63]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1628,lambda=[34,79,86,142,113,78,37]/2,nu=[102,102,168,219,168,117,66]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1629,lambda=[34,69,96,142,113,78,37]/2,nu=[102,117,153,219,168,117,66]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1645,lambda=[34,67,84,140,111,76,35]/2,nu=[102,120,171,222,171,120,69]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1655,lambda=[34,65,82,124,109,74,33]/2,nu=[102,123,174,246,174,123,72]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1661,lambda=[34,63,80,120,91,72,31]/2,nu=[102,126,177,252,201,126,75]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1664,lambda=[34,61,78,116,87,52,29]/2,nu=[102,129,180,258,207,156,78]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 survive:final parameter(x=1665,lambda=[38,65,84,124,93,56,29]/2,nu=[102,129,180,258,207,156,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 cell character: 1 springer_O:1 survive:final parameter(x=1665,lambda=[34,61,78,116,87,52,27]/2,nu=[102,129,180,258,207,156,81]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 cell character: 1 springer_O:1 Computing weak packets for 31 dual orbits of disconnected real group with Lie algebra 'so(10,2).gl(1,R)' Orbit by diagram: (root datum of Lie type 'D6.T1',(),[ -15, 2, 2, 2, 2, 2, 2 ]) Skipping dual orbit (root datum of Lie type 'D6.T1',(),[ 0, 0, 0, 0, 0, 0, 0 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D6.T1',(),[ -11, 2, 2, 0, 2, 2, 2 ]) Skipping dual orbit (root datum of Lie type 'D6.T1',(),[ 0, 1, 1, 2, 2, 2, 1 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D6.T1',(),[ -10, 0, 0, 2, 2, 2, 2 ]) Skipping dual orbit (root datum of Lie type 'D6.T1',(),[ 0, 1, 1, 2, 2, 2, 2 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D6.T1',(),[ -9, 2, 2, 0, 2, 0, 2 ]) Skipping dual orbit (root datum of Lie type 'D6.T1',(),[ 0, 2, 2, 4, 3, 2, 1 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D6.T1',(),[ -9, 0, 2, 2, 0, 2, 0 ]) Skipping dual orbit (root datum of Lie type 'D6.T1',(),[ 0, 3, 2, 4, 3, 2, 1 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D6.T1',(),[ -8, 2, 0, 2, 0, 2, 0 ]) Skipping dual orbit (root datum of Lie type 'D6.T1',(),[ 0, 2, 3, 4, 3, 2, 1 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D6.T1',(),[ -7, 0, 0, 2, 0, 2, 2 ]) Skipping dual orbit (root datum of Lie type 'D6.T1',(),[ 0, 2, 2, 4, 4, 3, 2 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D6.T1',(),[ -7, 0, 0, 2, 0, 2, 2 ]) Skipping dual orbit (root datum of Lie type 'D6.T1',(),[ 0, 2, 2, 4, 4, 4, 2 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D6.T1',(),[ -6, 0, 0, 0, 2, 2, 2 ]) Skipping dual orbit (root datum of Lie type 'D6.T1',(),[ 0, 3, 3, 6, 6, 6, 4 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D6.T1',(),[ -6, 0, 0, 2, 0, 2, 0 ]) Skipping dual orbit (root datum of Lie type 'D6.T1',(),[ 0, 3, 3, 5, 4, 3, 2 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D6.T1',(),[ -6, 0, 0, 2, 0, 2, 0 ]) Skipping dual orbit (root datum of Lie type 'D6.T1',(),[ 0, 3, 3, 6, 5, 4, 2 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D6.T1',(),[ -5, 0, 0, 2, 0, 0, 2 ]) Skipping dual orbit (root datum of Lie type 'D6.T1',(),[ 0, 3, 3, 6, 6, 4, 2 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D6.T1',(),[ -5, 1, 1, 0, 1, 0, 2 ]) Skipping dual orbit (root datum of Lie type 'D6.T1',(),[ 0, 4, 4, 8, 7, 6, 3 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D6.T1',(),[ -4, 0, 0, 0, 2, 0, 2 ]) Skipping dual orbit (root datum of Lie type 'D6.T1',(),[ 0, 4, 4, 8, 7, 6, 4 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D6.T1',(),[ -5, 1, 1, 0, 1, 1, 0 ]) Skipping dual orbit (root datum of Lie type 'D6.T1',(),[ 0, 4, 4, 8, 6, 4, 2 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D6.T1',(),[ -4, 0, 0, 0, 2, 0, 2 ]) Skipping dual orbit (root datum of Lie type 'D6.T1',(),[ 0, 4, 4, 8, 8, 6, 4 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D6.T1',(),[ -5, 0, 2, 0, 0, 2, 0 ]) Skipping dual orbit (root datum of Lie type 'D6.T1',(),[ 0, 5, 4, 8, 7, 6, 3 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D6.T1',(),[ -4, 2, 0, 0, 0, 2, 0 ]) Skipping dual orbit (root datum of Lie type 'D6.T1',(),[ 0, 4, 5, 8, 7, 6, 3 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D6.T1',(),[ -3, 0, 0, 0, 0, 2, 2 ]) Computing weak packet for orbit: root datum of Lie type 'D6.T1' [ 0, 6, 6, 12, 12, 10, 6 ] dim=48 Computing weak packets for disconnected real group with Lie algebra 'so(10,2).gl(1,R)' gamma:[ 0, 18, 18, 34, 30, 23, 13 ]/1 gamma_final:[ 0, 3, 3, 6, 6, 5, 3 ]/1 integral data: st_int rd_int:root datum of Lie type 'D6.T1' st_int.rd: simply connected root datum of Lie type 'D6' O_check_int:(adjoint root datum of Lie type 'D6',(),[ 2, 2, 2, 0, 0, 0 ]) computing packet for:(adjoint root datum of Lie type 'D6',(),[ 2, 2, 2, 0, 0, 0 ]) computing springer map of[2,2,0,0,0,0] O: (adjoint root datum of Lie type 'D6',(),[ 2, 2, 0, 0, 0, 0 ]) survive:final parameter(x=12,lambda=[4,35,41,76,66,50,28]/2,nu=[0,1,1,0,0,0,0]/1) [ 0, 3, 3, 6, 6, 5, 3 ]/1 cell character: 24 springer_O:24 dim: 5 10 survive:final parameter(x=12,lambda=[0,35,35,68,60,46,26]/2,nu=[0,1,1,0,0,0,0]/1) [ 0, 3, 3, 6, 6, 5, 3 ]/1 cell character: 24 springer_O:24 dim: 5 10 Orbit by diagram: (root datum of Lie type 'D6.T1',(),[ -4, 0, 0, 1, 0, 2, 0 ]) Skipping dual orbit (root datum of Lie type 'D6.T1',(),[ 0, 5, 5, 9, 8, 6, 4 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D6.T1',(),[ -4, 0, 0, 2, 0, 0, 0 ]) Skipping dual orbit (root datum of Lie type 'D6.T1',(),[ 0, 5, 5, 9, 8, 6, 3 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D6.T1',(),[ -3, 0, 0, 0, 2, 0, 0 ]) Skipping dual orbit (root datum of Lie type 'D6.T1',(),[ 0, 5, 5, 10, 8, 6, 4 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D6.T1',(),[ -3, 0, 0, 1, 0, 1, 0 ]) Skipping dual orbit (root datum of Lie type 'D6.T1',(),[ 0, 6, 6, 12, 10, 8, 4 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D6.T1',(),[ -2, 0, 0, 0, 0, 2, 0 ]) Computing weak packet for orbit: root datum of Lie type 'D6.T1' [ 0, 7, 7, 13, 12, 10, 6 ] dim=52 Computing weak packets for disconnected real group with Lie algebra 'so(10,2).gl(1,R)' gamma:[ 0, 37, 37, 69, 60, 46, 26 ]/2 gamma_final:[ 0, 7, 7, 13, 12, 10, 6 ]/2 integral data: st_int rd_int:root datum of Lie type 'A1.D4.A1.T1' st_int.rd: simply connected root datum of Lie type 'A1.D4.A1' O_check_int:(adjoint root datum of Lie type 'A1.D4.A1',(),[ 0, 2, 2, 2, 2, 2 ]) computing packet for:(adjoint root datum of Lie type 'A1.D4.A1',(),[ 0, 2, 2, 2, 2, 2 ]) computing springer map of[2,0,0,0,0,0] O: (root datum of Lie type 'A1.D4.A1',(),[ 1, 0, 0, 0, 0, 0 ]) survive:final parameter(x=9,lambda=[0,37,37,68,60,46,26]/2,nu=[0,0,0,1,0,0,0]/1) [ 0, 7, 7, 13, 12, 10, 6 ]/2 survive:final parameter(x=25,lambda=[0,33,33,64,60,46,26]/2,nu=[0,7,7,9,0,0,0]/2) [ 0, 7, 7, 13, 12, 10, 6 ]/2 cell character: 34 springer_O:34 survive:final parameter(x=25,lambda=[4,37,39,68,66,50,28]/2,nu=[0,7,7,9,0,0,0]/2) [ 0, 7, 7, 13, 12, 10, 6 ]/2 cell character: 34 springer_O:34 Orbit by diagram: (root datum of Lie type 'D6.T1',(),[ -2, 0, 0, 0, 0, 2, 0 ]) Computing weak packet for orbit: root datum of Lie type 'D6.T1' [ 0, 7, 7, 14, 12, 10, 6 ] dim=54 Computing weak packets for disconnected real group with Lie algebra 'so(10,2).gl(1,R)' gamma:[ 0, 37, 37, 70, 60, 46, 26 ]/2 gamma_final:[ 0, 7, 7, 14, 12, 10, 6 ]/2 integral data: st_int rd_int:root datum of Lie type 'D6.T1' st_int.rd: simply connected root datum of Lie type 'D6' O_check_int:(adjoint root datum of Lie type 'D6',(),[ 2, 2, 0, 2, 0, 0 ]) computing packet for:(adjoint root datum of Lie type 'D6',(),[ 2, 2, 0, 2, 0, 0 ]) computing springer map of[0,2,0,0,0,0] O: (adjoint root datum of Lie type 'D6',(),[ 0, 2, 0, 0, 0, 0 ]) dim: 10 24 dim: 5 24 survive:final parameter(x=18,lambda=[4,35,39,68,66,50,28]/2,nu=[0,5,5,10,0,0,0]/2) [ 0, 7, 7, 14, 12, 10, 6 ]/2 survive:final parameter(x=18,lambda=[0,35,33,64,60,46,26]/2,nu=[0,5,5,10,0,0,0]/2) [ 0, 7, 7, 14, 12, 10, 6 ]/2 cell character: 14 springer_O:14 dim: 5 24 dim: 5 24 dim: 6 24 dim: 1 24 dim: 1 24 Orbit by diagram: (root datum of Lie type 'D6.T1',(),[ -3, 0, 2, 0, 0, 0, 0 ]) Skipping dual orbit (root datum of Lie type 'D6.T1',(),[ 0, 9, 8, 16, 13, 10, 5 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D6.T1',(),[ -2, 2, 0, 0, 0, 0, 0 ]) Skipping dual orbit (root datum of Lie type 'D6.T1',(),[ 0, 8, 9, 16, 13, 10, 5 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D6.T1',(),[ -1, 0, 0, 0, 0, 0, 2 ]) Computing weak packet for orbit: root datum of Lie type 'D6.T1' [ 0, 10, 10, 20, 18, 14, 8 ] dim=56 Computing weak packets for disconnected real group with Lie algebra 'so(10,2).gl(1,R)' gamma:[ 0, 20, 20, 38, 33, 25, 14 ]/1 gamma_final:[ 0, 5, 5, 10, 9, 7, 4 ]/1 integral data: st_int rd_int:root datum of Lie type 'D6.T1' st_int.rd: simply connected root datum of Lie type 'D6' O_check_int:(adjoint root datum of Lie type 'D6',(),[ 2, 2, 2, 2, 0, 0 ]) computing packet for:(adjoint root datum of Lie type 'D6',(),[ 2, 2, 2, 2, 0, 0 ]) computing springer map of[2,0,0,0,0,0] O: (adjoint root datum of Lie type 'D6',(),[ 2, 0, 0, 0, 0, 0 ]) survive:final parameter(x=12,lambda=[0,39,39,76,66,50,28]/2,nu=[0,1,1,0,0,0,0]/1) [ 0, 5, 5, 10, 9, 7, 4 ]/1 survive:final parameter(x=18,lambda=[0,37,37,70,66,50,28]/2,nu=[0,5,5,10,0,0,0]/2) [ 0, 5, 5, 10, 9, 7, 4 ]/1 survive:final parameter(x=24,lambda=[0,35,35,66,56,50,28]/2,nu=[0,4,4,8,8,0,0]/1) [ 0, 5, 5, 10, 9, 7, 4 ]/1 survive:final parameter(x=30,lambda=[0,33,33,62,52,36,28]/2,nu=[0,11,11,22,22,22,0]/2) [ 0, 5, 5, 10, 9, 7, 4 ]/1 survive:final parameter(x=36,lambda=[0,31,31,58,48,32,10]/2,nu=[0,7,7,14,14,14,14]/1) [ 0, 5, 5, 10, 9, 7, 4 ]/1 cell character: 21 springer_O:21 survive:final parameter(x=12,lambda=[4,39,45,84,72,54,30]/2,nu=[0,1,1,0,0,0,0]/1) [ 0, 5, 5, 10, 9, 7, 4 ]/1 survive:final parameter(x=18,lambda=[4,37,43,74,72,54,30]/2,nu=[0,5,5,10,0,0,0]/2) [ 0, 5, 5, 10, 9, 7, 4 ]/1 survive:final parameter(x=24,lambda=[4,35,41,70,58,54,30]/2,nu=[0,4,4,8,8,0,0]/1) [ 0, 5, 5, 10, 9, 7, 4 ]/1 survive:final parameter(x=30,lambda=[4,33,39,66,54,36,30]/2,nu=[0,11,11,22,22,22,0]/2) [ 0, 5, 5, 10, 9, 7, 4 ]/1 survive:final parameter(x=36,lambda=[4,31,37,62,50,32,8]/2,nu=[0,7,7,14,14,14,14]/1) [ 0, 5, 5, 10, 9, 7, 4 ]/1 cell character: 21 springer_O:21 Orbit by diagram: (root datum of Lie type 'D6.T1',(),[ -2, 0, 0, 1, 0, 0, 0 ]) Skipping dual orbit (root datum of Lie type 'D6.T1',(),[ 0, 9, 9, 16, 14, 10, 6 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D6.T1',(),[ -1, 0, 0, 0, 0, 1, 0 ]) Computing weak packet for orbit: root datum of Lie type 'D6.T1' [ 0, 11, 11, 20, 18, 14, 8 ] dim=58 Computing weak packets for disconnected real group with Lie algebra 'so(10,2).gl(1,R)' gamma:[ 0, 41, 41, 76, 66, 50, 28 ]/2 gamma_final:[ 0, 11, 11, 20, 18, 14, 8 ]/2 integral data: st_int rd_int:root datum of Lie type 'D6.T1' st_int.rd: simply connected root datum of Lie type 'D6' O_check_int:(adjoint root datum of Lie type 'D6',(),[ 2, 2, 2, 0, 2, 2 ]) computing packet for:(adjoint root datum of Lie type 'D6',(),[ 2, 2, 2, 0, 2, 2 ]) computing springer map of[0,1,0,0,0,0] O: (adjoint root datum of Lie type 'D6',(),[ 0, 1, 0, 0, 0, 0 ]) survive:final parameter(x=3,lambda=[0,41,41,76,66,50,28]/2,nu=[0,0,0,0,0,0,0]/1) [ 0, 11, 11, 20, 18, 14, 8 ]/2 survive:final parameter(x=4,lambda=[0,41,41,76,66,50,28]/2,nu=[0,0,0,0,0,0,0]/1) [ 0, 11, 11, 20, 18, 14, 8 ]/2 survive:final parameter(x=8,lambda=[0,41,41,76,64,50,28]/2,nu=[0,0,0,0,3,0,0]/2) [ 0, 11, 11, 20, 18, 14, 8 ]/2 survive:final parameter(x=14,lambda=[0,41,41,76,62,46,28]/2,nu=[0,0,0,0,3,3,0]/1) [ 0, 11, 11, 20, 18, 14, 8 ]/2 dim: 5 6 survive:final parameter(x=10,lambda=[0,39,41,76,66,50,28]/2,nu=[0,3,0,0,0,0,0]/2) [ 0, 11, 11, 20, 18, 14, 8 ]/2 survive:final parameter(x=11,lambda=[0,41,39,76,66,50,28]/2,nu=[0,0,3,0,0,0,0]/2) [ 0, 11, 11, 20, 18, 14, 8 ]/2 survive:final parameter(x=12,lambda=[0,39,39,76,66,50,28]/2,nu=[0,3,3,0,0,0,0]/2) [ 0, 11, 11, 20, 18, 14, 8 ]/2 survive:final parameter(x=12,lambda=[4,39,45,84,72,54,30]/2,nu=[0,3,3,0,0,0,0]/2) [ 0, 11, 11, 20, 18, 14, 8 ]/2 survive:final parameter(x=23,lambda=[4,37,39,76,72,54,30]/2,nu=[0,4,4,4,0,0,0]/1) [ 0, 11, 11, 20, 18, 14, 8 ]/2 survive:final parameter(x=29,lambda=[4,35,37,74,62,54,30]/2,nu=[0,11,11,11,11,0,0]/2) [ 0, 11, 11, 20, 18, 14, 8 ]/2 survive:final parameter(x=31,lambda=[4,37,39,70,58,54,30]/2,nu=[0,11,11,16,16,0,0]/2) [ 0, 11, 11, 20, 18, 14, 8 ]/2 survive:final parameter(x=31,lambda=[0,33,33,66,56,50,28]/2,nu=[0,11,11,16,16,0,0]/2) [ 0, 11, 11, 20, 18, 14, 8 ]/2 survive:final parameter(x=35,lambda=[4,33,35,72,60,42,30]/2,nu=[0,7,7,7,7,7,0]/1) [ 0, 11, 11, 20, 18, 14, 8 ]/2 survive:final parameter(x=38,lambda=[4,35,37,66,54,36,30]/2,nu=[0,7,7,11,11,11,0]/1) [ 0, 11, 11, 20, 18, 14, 8 ]/2 survive:final parameter(x=38,lambda=[0,31,31,62,52,36,28]/2,nu=[0,7,7,11,11,11,0]/1) [ 0, 11, 11, 20, 18, 14, 8 ]/2 dim: 5 6 dim: 5 6 survive:final parameter(x=40,lambda=[4,31,33,70,58,40,16]/2,nu=[0,17,17,17,17,17,17]/2) [ 0, 11, 11, 20, 18, 14, 8 ]/2 cell character: 13 springer_O:13 dim: 1 6 dim: 1 6 Orbit by diagram: (root datum of Lie type 'D6.T1',(),[ 0, 0, 0, 0, 0, 0, 0 ]) Computing weak packet for orbit: root datum of Lie type 'D6.T1' [ 0, 15, 15, 28, 24, 18, 10 ] dim=60 Computing weak packets for disconnected real group with Lie algebra 'so(10,2).gl(1,R)' gamma:[ 0, 45, 45, 84, 72, 54, 30 ]/2 gamma_final:[ 0, 15, 15, 28, 24, 18, 10 ]/2 integral data: st_int rd_int:root datum of Lie type 'D6.T1' st_int.rd: simply connected root datum of Lie type 'D6' O_check_int:(adjoint root datum of Lie type 'D6',(),[ 2, 2, 2, 2, 2, 2 ]) computing packet for:(adjoint root datum of Lie type 'D6',(),[ 2, 2, 2, 2, 2, 2 ]) computing springer map of[0,0,0,0,0,0] O: (adjoint root datum of Lie type 'D6',(),[ 0, 0, 0, 0, 0, 0 ]) survive:final parameter(x=0,lambda=[0,45,45,84,72,54,30]/2,nu=[0,0,0,0,0,0,0]/1) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=1,lambda=[0,45,45,84,72,54,30]/2,nu=[0,0,0,0,0,0,0]/1) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=3,lambda=[0,45,45,84,72,54,30]/2,nu=[0,0,0,0,0,0,0]/1) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=4,lambda=[0,45,45,84,72,54,30]/2,nu=[0,0,0,0,0,0,0]/1) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=7,lambda=[0,45,45,84,72,52,30]/2,nu=[0,0,0,0,0,3,0]/2) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=8,lambda=[0,45,45,84,70,54,30]/2,nu=[0,0,0,0,3,0,0]/2) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=9,lambda=[0,45,45,82,72,54,30]/2,nu=[0,0,0,3,0,0,0]/2) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=14,lambda=[0,45,45,84,68,50,30]/2,nu=[0,0,0,0,3,3,0]/1) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=15,lambda=[0,45,45,80,68,54,30]/2,nu=[0,0,0,3,3,0,0]/1) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=20,lambda=[0,45,45,78,66,48,30]/2,nu=[0,0,0,9,9,9,0]/2) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=2,lambda=[0,45,45,84,72,54,30]/2,nu=[0,0,0,0,0,0,0]/1) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=6,lambda=[0,45,45,84,72,54,28]/2,nu=[0,0,0,0,0,0,3]/2) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=13,lambda=[0,45,45,84,72,50,26]/2,nu=[0,0,0,0,0,3,3]/1) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=19,lambda=[0,45,45,84,66,48,24]/2,nu=[0,0,0,0,9,9,9]/2) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=26,lambda=[0,45,45,76,64,46,22]/2,nu=[0,0,0,6,6,6,6]/1) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=5,lambda=[0,45,45,84,72,54,30]/2,nu=[0,0,0,0,0,0,0]/1) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=10,lambda=[0,43,45,84,72,54,30]/2,nu=[0,3,0,0,0,0,0]/2) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=11,lambda=[0,45,43,84,72,54,30]/2,nu=[0,0,3,0,0,0,0]/2) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=12,lambda=[0,43,43,84,72,54,30]/2,nu=[0,3,3,0,0,0,0]/2) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=12,lambda=[4,43,49,92,78,58,32]/2,nu=[0,3,3,0,0,0,0]/2) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=16,lambda=[0,41,45,80,72,54,30]/2,nu=[0,3,0,3,0,0,0]/1) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=17,lambda=[0,45,41,80,72,54,30]/2,nu=[0,0,3,3,0,0,0]/1) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=18,lambda=[0,41,41,76,72,54,30]/2,nu=[0,3,3,6,0,0,0]/1) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=18,lambda=[4,41,47,80,78,58,32]/2,nu=[0,3,3,6,0,0,0]/1) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=21,lambda=[0,39,45,78,66,54,30]/2,nu=[0,9,0,9,9,0,0]/2) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=22,lambda=[0,45,39,78,66,54,30]/2,nu=[0,0,9,9,9,0,0]/2) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=23,lambda=[0,39,39,78,72,54,30]/2,nu=[0,9,9,9,0,0,0]/2) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=24,lambda=[0,39,39,72,60,54,30]/2,nu=[0,9,9,18,18,0,0]/2) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=24,lambda=[4,39,45,76,62,58,32]/2,nu=[0,9,9,18,18,0,0]/2) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=25,lambda=[0,39,39,76,72,54,30]/2,nu=[0,9,9,12,0,0,0]/2) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=25,lambda=[4,43,45,80,78,58,32]/2,nu=[0,9,9,12,0,0,0]/2) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=27,lambda=[0,37,45,76,64,46,30]/2,nu=[0,6,0,6,6,6,0]/1) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=28,lambda=[0,45,37,76,64,46,30]/2,nu=[0,0,6,6,6,6,0]/1) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=29,lambda=[0,37,37,76,64,54,30]/2,nu=[0,6,6,6,6,0,0]/1) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=30,lambda=[0,37,37,68,56,38,30]/2,nu=[0,6,6,12,12,12,0]/1) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=30,lambda=[4,37,43,72,58,38,32]/2,nu=[0,6,6,12,12,12,0]/1) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=31,lambda=[0,37,37,72,60,54,30]/2,nu=[0,6,6,9,9,0,0]/1) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=31,lambda=[4,41,43,76,62,58,32]/2,nu=[0,6,6,9,9,0,0]/1) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=32,lambda=[0,35,35,64,62,54,30]/2,nu=[0,15,15,30,15,0,0]/2) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=35,lambda=[0,35,35,74,62,44,30]/2,nu=[0,15,15,15,15,15,0]/2) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=37,lambda=[0,35,35,64,60,54,30]/2,nu=[0,15,15,30,18,0,0]/2) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=37,lambda=[4,39,41,72,62,58,32]/2,nu=[0,15,15,30,18,0,0]/2) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=38,lambda=[0,35,35,68,56,38,30]/2,nu=[0,15,15,24,24,24,0]/2) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=38,lambda=[4,39,41,72,58,38,32]/2,nu=[0,15,15,24,24,24,0]/2) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=39,lambda=[0,33,33,60,60,42,30]/2,nu=[0,9,9,18,9,9,0]/1) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=41,lambda=[0,33,33,60,56,38,30]/2,nu=[0,9,9,18,12,12,0]/1) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=41,lambda=[4,37,39,68,58,38,32]/2,nu=[0,9,9,18,12,12,0]/1) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=43,lambda=[0,31,31,56,44,40,30]/2,nu=[0,21,21,42,42,21,0]/2) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=36,lambda=[0,35,35,64,52,34,10]/2,nu=[0,15,15,30,30,30,30]/2) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=42,lambda=[0,33,33,64,52,34,10]/2,nu=[0,9,9,15,15,15,15]/1) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=45,lambda=[0,31,31,56,44,38,30]/2,nu=[0,21,21,42,42,24,0]/2) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=46,lambda=[0,31,31,56,52,34,10]/2,nu=[0,21,21,42,30,30,30]/2) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=48,lambda=[0,29,29,52,40,34,10]/2,nu=[0,12,12,24,24,15,15]/1) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=36,lambda=[4,35,41,68,54,34,8]/2,nu=[0,15,15,30,30,30,30]/2) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=42,lambda=[4,37,39,68,54,34,8]/2,nu=[0,9,9,15,15,15,15]/1) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=45,lambda=[4,35,37,64,50,38,32]/2,nu=[0,21,21,42,42,24,0]/2) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=46,lambda=[4,35,37,64,54,34,8]/2,nu=[0,21,21,42,30,30,30]/2) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=48,lambda=[4,33,35,60,46,34,8]/2,nu=[0,12,12,24,24,15,15]/1) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=33,lambda=[0,35,45,74,62,44,20]/2,nu=[0,15,0,15,15,15,15]/2) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=34,lambda=[0,45,35,74,62,44,20]/2,nu=[0,0,15,15,15,15,15]/2) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=40,lambda=[0,33,33,72,60,42,18]/2,nu=[0,9,9,9,9,9,9]/1) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=44,lambda=[0,31,31,56,58,40,16]/2,nu=[0,21,21,42,21,21,21]/2) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=47,lambda=[0,29,29,52,40,38,14]/2,nu=[0,12,12,24,24,12,12]/1) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=49,lambda=[0,27,27,48,36,18,12]/2,nu=[0,27,27,54,54,54,27]/2) [ 0, 15, 15, 28, 24, 18, 10 ]/2 survive:final parameter(x=50,lambda=[0,27,27,48,36,18,10]/2,nu=[0,27,27,54,54,54,30]/2) [ 0, 15, 15, 28, 24, 18, 10 ]/2 cell character: 20 springer_O:20 survive:final parameter(x=50,lambda=[4,31,33,56,42,22,8]/2,nu=[0,27,27,54,54,54,30]/2) [ 0, 15, 15, 28, 24, 18, 10 ]/2 cell character: 20 springer_O:20 Computing weak packets for 32 dual orbits of disconnected real group with Lie algebra 'so(9,1).sl(2,R).gl(1,R)' Orbit by diagram: (root datum of Lie type 'D5.A1.T1',(),[ 2, 2, 2, 2, 2, -11, 2 ]) Skipping dual orbit (root datum of Lie type 'D5.A1.T1',(),[ 0, 0, 0, 0, 0, 0, 0 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D5.A1.T1',(),[ 2, 2, 2, 2, 2, -10, 0 ]) Skipping dual orbit (root datum of Lie type 'D5.A1.T1',(),[ 0, 0, 0, 0, 0, 0, 1 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D5.A1.T1',(),[ 2, 2, 2, 0, 2, -8, 2 ]) Skipping dual orbit (root datum of Lie type 'D5.A1.T1',(),[ 1, 1, 2, 2, 1, 0, 0 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D5.A1.T1',(),[ 2, 0, 2, 2, 0, -7, 2 ]) Skipping dual orbit (root datum of Lie type 'D5.A1.T1',(),[ 2, 1, 2, 2, 1, 0, 0 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D5.A1.T1',(),[ 2, 2, 2, 0, 2, -7, 0 ]) Skipping dual orbit (root datum of Lie type 'D5.A1.T1',(),[ 1, 1, 2, 2, 1, 0, 1 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D5.A1.T1',(),[ 2, 0, 2, 2, 0, -6, 0 ]) Skipping dual orbit (root datum of Lie type 'D5.A1.T1',(),[ 2, 1, 2, 2, 1, 0, 1 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D5.A1.T1',(),[ 0, 2, 2, 0, 2, -7, 2 ]) Skipping dual orbit (root datum of Lie type 'D5.A1.T1',(),[ 1, 2, 2, 3, 2, 0, 0 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D5.A1.T1',(),[ 0, 2, 2, 0, 2, -6, 0 ]) Skipping dual orbit (root datum of Lie type 'D5.A1.T1',(),[ 1, 2, 2, 3, 2, 0, 1 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D5.A1.T1',(),[ 2, 0, 0, 2, 0, -5, 2 ]) Skipping dual orbit (root datum of Lie type 'D5.A1.T1',(),[ 2, 2, 3, 4, 2, 0, 0 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D5.A1.T1',(),[ 2, 0, 0, 2, 0, -5, 2 ]) Skipping dual orbit (root datum of Lie type 'D5.A1.T1',(),[ 2, 2, 4, 4, 2, 0, 0 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D5.A1.T1',(),[ 2, 0, 0, 2, 0, -4, 0 ]) Skipping dual orbit (root datum of Lie type 'D5.A1.T1',(),[ 2, 2, 3, 4, 2, 0, 1 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D5.A1.T1',(),[ 0, 1, 2, 0, 1, -5, 2 ]) Skipping dual orbit (root datum of Lie type 'D5.A1.T1',(),[ 2, 3, 4, 5, 3, 0, 0 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D5.A1.T1',(),[ 2, 0, 2, 0, 0, -4, 2 ]) Skipping dual orbit (root datum of Lie type 'D5.A1.T1',(),[ 4, 3, 6, 6, 3, 0, 0 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D5.A1.T1',(),[ 2, 0, 0, 2, 0, -4, 0 ]) Skipping dual orbit (root datum of Lie type 'D5.A1.T1',(),[ 2, 2, 4, 4, 2, 0, 1 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D5.A1.T1',(),[ 0, 0, 0, 2, 0, -4, 2 ]) Skipping dual orbit (root datum of Lie type 'D5.A1.T1',(),[ 2, 3, 4, 6, 3, 0, 0 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D5.A1.T1',(),[ 0, 1, 2, 0, 1, -4, 0 ]) Skipping dual orbit (root datum of Lie type 'D5.A1.T1',(),[ 2, 3, 4, 5, 3, 0, 1 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D5.A1.T1',(),[ 2, 0, 2, 0, 0, -3, 0 ]) Skipping dual orbit (root datum of Lie type 'D5.A1.T1',(),[ 4, 3, 6, 6, 3, 0, 1 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D5.A1.T1',(),[ 0, 1, 1, 0, 1, -4, 2 ]) Skipping dual orbit (root datum of Lie type 'D5.A1.T1',(),[ 3, 4, 6, 7, 4, 0, 0 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D5.A1.T1',(),[ 0, 0, 2, 0, 0, -3, 2 ]) Skipping dual orbit (root datum of Lie type 'D5.A1.T1',(),[ 4, 4, 6, 7, 4, 0, 0 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D5.A1.T1',(),[ 0, 0, 0, 2, 0, -3, 0 ]) Skipping dual orbit (root datum of Lie type 'D5.A1.T1',(),[ 2, 3, 4, 6, 3, 0, 1 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D5.A1.T1',(),[ 0, 0, 2, 0, 0, -3, 2 ]) Skipping dual orbit (root datum of Lie type 'D5.A1.T1',(),[ 4, 4, 6, 8, 4, 0, 0 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D5.A1.T1',(),[ 0, 1, 1, 0, 1, -3, 0 ]) Skipping dual orbit (root datum of Lie type 'D5.A1.T1',(),[ 3, 4, 6, 7, 4, 0, 1 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D5.A1.T1',(),[ 0, 0, 2, 0, 0, -2, 0 ]) Skipping dual orbit (root datum of Lie type 'D5.A1.T1',(),[ 4, 4, 6, 7, 4, 0, 1 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D5.A1.T1',(),[ 0, 1, 0, 0, 1, -3, 2 ]) Skipping dual orbit (root datum of Lie type 'D5.A1.T1',(),[ 4, 6, 8, 10, 6, 0, 0 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D5.A1.T1',(),[ 2, 0, 0, 0, 0, -2, 2 ]) Computing weak packet for orbit: root datum of Lie type 'D5.A1.T1' [ 6, 6, 10, 12, 6, 0, 0 ] dim=36 Computing weak packets for disconnected real group with Lie algebra 'so(9,1).sl(2,R).gl(1,R)' gamma:[ 11, 13, 19, 24, 13, 0, 1 ]/1 gamma_final:[ 3, 3, 5, 6, 3, 0, 0 ]/1 integral data: st_int rd_int:root datum of Lie type 'D5.A1.T1' st_int.rd: simply connected root datum of Lie type 'D5.A1' O_check_int:(adjoint root datum of Lie type 'D5.A1',(),[ 2, 2, 2, 0, 0, 0 ]) computing packet for:(adjoint root datum of Lie type 'D5.A1',(),[ 2, 2, 2, 0, 0, 0 ]) computing springer map of[2,0,0,0,0,2] O: (root datum of Lie type 'D5.A1',(),[ 2, 0, 0, 0, 0, 1 ]) survive:final parameter(x=1,lambda=[22,26,38,48,26,0,1]/2,nu=[0,0,0,0,0,0,1]/1) [ 3, 3, 5, 6, 3, 0, 0 ]/1 cell character: 25 springer_O:25 dim: 1 4 survive:final parameter(x=1,lambda=[22,26,38,48,26,0,3]/2,nu=[0,0,0,0,0,0,1]/1) [ 3, 3, 5, 6, 3, 0, 0 ]/1 cell character: 25 springer_O:25 dim: 1 4 Orbit by diagram: (root datum of Lie type 'D5.A1.T1',(),[ 0, 0, 2, 0, 0, -2, 0 ]) Skipping dual orbit (root datum of Lie type 'D5.A1.T1',(),[ 4, 4, 6, 8, 4, 0, 1 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D5.A1.T1',(),[ 0, 0, 1, 0, 0, -2, 2 ]) Skipping dual orbit (root datum of Lie type 'D5.A1.T1',(),[ 6, 7, 10, 12, 7, 0, 0 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D5.A1.T1',(),[ 0, 1, 0, 0, 1, -2, 0 ]) Skipping dual orbit (root datum of Lie type 'D5.A1.T1',(),[ 4, 6, 8, 10, 6, 0, 1 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D5.A1.T1',(),[ 2, 0, 0, 0, 0, -1, 0 ]) Computing weak packet for orbit: root datum of Lie type 'D5.A1.T1' [ 6, 6, 10, 12, 6, 0, 1 ] dim=38 Computing weak packets for disconnected real group with Lie algebra 'so(9,1).sl(2,R).gl(1,R)' gamma:[ 22, 26, 38, 48, 26, 0, 3 ]/2 gamma_final:[ 6, 6, 10, 12, 6, 0, 1 ]/2 integral data: st_int rd_int:root datum of Lie type 'D5.A1.T1' st_int.rd: simply connected root datum of Lie type 'D5.A1' O_check_int:(adjoint root datum of Lie type 'D5.A1',(),[ 2, 2, 2, 0, 0, 2 ]) computing packet for:(adjoint root datum of Lie type 'D5.A1',(),[ 2, 2, 2, 0, 0, 2 ]) computing springer map of[2,0,0,0,0,0] O: (root datum of Lie type 'D5.A1',(),[ 2, 0, 0, 0, 0, 0 ]) survive:final parameter(x=0,lambda=[22,26,38,48,26,0,3]/2,nu=[0,0,0,0,0,0,0]/1) [ 6, 6, 10, 12, 6, 0, 1 ]/2 survive:final parameter(x=1,lambda=[22,26,38,48,26,0,3]/2,nu=[0,0,0,0,0,0,3]/2) [ 6, 6, 10, 12, 6, 0, 1 ]/2 cell character: 24 springer_O:24 survive:final parameter(x=1,lambda=[22,26,38,48,26,0,1]/2,nu=[0,0,0,0,0,0,3]/2) [ 6, 6, 10, 12, 6, 0, 1 ]/2 cell character: 24 springer_O:24 dim: 1 4 dim: 1 4 dim: 1 4 Orbit by diagram: (root datum of Lie type 'D5.A1.T1',(),[ 0, 0, 0, 0, 0, -1, 2 ]) Computing weak packet for orbit: root datum of Lie type 'D5.A1.T1' [ 8, 10, 14, 18, 10, 0, 0 ] dim=40 Computing weak packets for disconnected real group with Lie algebra 'so(9,1).sl(2,R).gl(1,R)' gamma:[ 12, 15, 21, 27, 15, 0, 1 ]/1 gamma_final:[ 4, 5, 7, 9, 5, 0, 0 ]/1 integral data: st_int rd_int:root datum of Lie type 'D5.A1.T1' st_int.rd: simply connected root datum of Lie type 'D5.A1' O_check_int:(adjoint root datum of Lie type 'D5.A1',(),[ 2, 2, 2, 2, 2, 0 ]) computing packet for:(adjoint root datum of Lie type 'D5.A1',(),[ 2, 2, 2, 2, 2, 0 ]) computing springer map of[0,0,0,0,0,2] O: (root datum of Lie type 'D5.A1',(),[ 0, 0, 0, 0, 0, 1 ]) survive:final parameter(x=1,lambda=[24,30,42,54,30,0,1]/2,nu=[0,0,0,0,0,0,1]/1) [ 4, 5, 7, 9, 5, 0, 0 ]/1 survive:final parameter(x=3,lambda=[24,28,42,54,28,0,1]/2,nu=[0,3,0,0,3,0,2]/2) [ 4, 5, 7, 9, 5, 0, 0 ]/1 survive:final parameter(x=5,lambda=[24,26,42,46,26,0,1]/2,nu=[0,3,0,6,3,0,1]/1) [ 4, 5, 7, 9, 5, 0, 0 ]/1 survive:final parameter(x=7,lambda=[24,24,30,42,24,0,1]/2,nu=[0,9,18,18,9,0,2]/2) [ 4, 5, 7, 9, 5, 0, 0 ]/1 survive:final parameter(x=9,lambda=[8,22,26,38,22,0,1]/2,nu=[12,6,12,12,6,0,1]/1) [ 4, 5, 7, 9, 5, 0, 0 ]/1 cell character: 23 springer_O:23 survive:final parameter(x=1,lambda=[24,30,42,54,30,0,3]/2,nu=[0,0,0,0,0,0,1]/1) [ 4, 5, 7, 9, 5, 0, 0 ]/1 survive:final parameter(x=3,lambda=[24,28,42,54,28,0,3]/2,nu=[0,3,0,0,3,0,2]/2) [ 4, 5, 7, 9, 5, 0, 0 ]/1 survive:final parameter(x=5,lambda=[24,26,42,46,26,0,3]/2,nu=[0,3,0,6,3,0,1]/1) [ 4, 5, 7, 9, 5, 0, 0 ]/1 survive:final parameter(x=7,lambda=[24,24,30,42,24,0,3]/2,nu=[0,9,18,18,9,0,2]/2) [ 4, 5, 7, 9, 5, 0, 0 ]/1 survive:final parameter(x=9,lambda=[8,22,26,38,22,0,3]/2,nu=[12,6,12,12,6,0,1]/1) [ 4, 5, 7, 9, 5, 0, 0 ]/1 cell character: 23 springer_O:23 Orbit by diagram: (root datum of Lie type 'D5.A1.T1',(),[ 0, 0, 1, 0, 0, -1, 0 ]) Skipping dual orbit (root datum of Lie type 'D5.A1.T1',(),[ 6, 7, 10, 12, 7, 0, 1 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'D5.A1.T1',(),[ 0, 0, 0, 0, 0, 0, 0 ]) Computing weak packet for orbit: root datum of Lie type 'D5.A1.T1' [ 8, 10, 14, 18, 10, 0, 1 ] dim=42 Computing weak packets for disconnected real group with Lie algebra 'so(9,1).sl(2,R).gl(1,R)' gamma:[ 24, 30, 42, 54, 30, 0, 3 ]/2 gamma_final:[ 8, 10, 14, 18, 10, 0, 1 ]/2 integral data: st_int rd_int:root datum of Lie type 'D5.A1.T1' st_int.rd: simply connected root datum of Lie type 'D5.A1' O_check_int:(adjoint root datum of Lie type 'D5.A1',(),[ 2, 2, 2, 2, 2, 2 ]) computing packet for:(adjoint root datum of Lie type 'D5.A1',(),[ 2, 2, 2, 2, 2, 2 ]) computing springer map of[0,0,0,0,0,0] O: (root datum of Lie type 'D5.A1',(),[ 0, 0, 0, 0, 0, 0 ]) survive:final parameter(x=0,lambda=[24,30,42,54,30,0,3]/2,nu=[0,0,0,0,0,0,0]/1) [ 8, 10, 14, 18, 10, 0, 1 ]/2 survive:final parameter(x=2,lambda=[24,28,42,54,28,0,3]/2,nu=[0,3,0,0,3,0,0]/2) [ 8, 10, 14, 18, 10, 0, 1 ]/2 survive:final parameter(x=4,lambda=[24,26,42,46,26,0,3]/2,nu=[0,3,0,6,3,0,0]/1) [ 8, 10, 14, 18, 10, 0, 1 ]/2 survive:final parameter(x=6,lambda=[24,24,30,42,24,0,3]/2,nu=[0,9,18,18,9,0,0]/2) [ 8, 10, 14, 18, 10, 0, 1 ]/2 survive:final parameter(x=1,lambda=[24,30,42,54,30,0,3]/2,nu=[0,0,0,0,0,0,3]/2) [ 8, 10, 14, 18, 10, 0, 1 ]/2 survive:final parameter(x=3,lambda=[24,28,42,54,28,0,3]/2,nu=[0,3,0,0,3,0,3]/2) [ 8, 10, 14, 18, 10, 0, 1 ]/2 survive:final parameter(x=5,lambda=[24,26,42,46,26,0,3]/2,nu=[0,6,0,12,6,0,3]/2) [ 8, 10, 14, 18, 10, 0, 1 ]/2 survive:final parameter(x=7,lambda=[24,24,30,42,24,0,3]/2,nu=[0,9,18,18,9,0,3]/2) [ 8, 10, 14, 18, 10, 0, 1 ]/2 survive:final parameter(x=1,lambda=[24,30,42,54,30,0,1]/2,nu=[0,0,0,0,0,0,3]/2) [ 8, 10, 14, 18, 10, 0, 1 ]/2 survive:final parameter(x=3,lambda=[24,28,42,54,28,0,1]/2,nu=[0,3,0,0,3,0,3]/2) [ 8, 10, 14, 18, 10, 0, 1 ]/2 survive:final parameter(x=5,lambda=[24,26,42,46,26,0,1]/2,nu=[0,6,0,12,6,0,3]/2) [ 8, 10, 14, 18, 10, 0, 1 ]/2 survive:final parameter(x=7,lambda=[24,24,30,42,24,0,1]/2,nu=[0,9,18,18,9,0,3]/2) [ 8, 10, 14, 18, 10, 0, 1 ]/2 survive:final parameter(x=8,lambda=[8,22,26,38,22,0,3]/2,nu=[12,6,12,12,6,0,0]/1) [ 8, 10, 14, 18, 10, 0, 1 ]/2 survive:final parameter(x=9,lambda=[8,22,26,38,22,0,3]/2,nu=[24,12,24,24,12,0,3]/2) [ 8, 10, 14, 18, 10, 0, 1 ]/2 cell character: 22 springer_O:22 survive:final parameter(x=9,lambda=[8,22,26,38,22,0,1]/2,nu=[24,12,24,24,12,0,3]/2) [ 8, 10, 14, 18, 10, 0, 1 ]/2 cell character: 22 springer_O:22 Computing weak packets for 21 dual orbits of disconnected real group with Lie algebra 'e6(f4).gl(1,R)' Initializing CharacterTable for Lie type 'E6' Step 1/6 Step 2/6 Step 3/6 Step 4/6 Step 5/6 Step 6/6 Orbit by diagram: (root datum of Lie type 'E6.T1',(),[ 2, 2, 2, 2, 2, 2, -16 ]) Skipping dual orbit (root datum of Lie type 'E6.T1',(),[ 0, 0, 0, 0, 0, 0, 0 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'E6.T1',(),[ 2, 2, 2, 0, 2, 2, -12 ]) Skipping dual orbit (root datum of Lie type 'E6.T1',(),[ 1, 2, 2, 3, 2, 1, 0 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'E6.T1',(),[ 2, 2, 0, 2, 0, 2, -10 ]) Skipping dual orbit (root datum of Lie type 'E6.T1',(),[ 2, 2, 3, 4, 3, 2, 0 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'E6.T1',(),[ 2, 0, 0, 2, 0, 2, -8 ]) Skipping dual orbit (root datum of Lie type 'E6.T1',(),[ 2, 3, 4, 6, 4, 2, 0 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'E6.T1',(),[ 2, 0, 0, 2, 0, 2, -8 ]) Skipping dual orbit (root datum of Lie type 'E6.T1',(),[ 2, 4, 4, 6, 4, 2, 0 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'E6.T1',(),[ 1, 2, 1, 0, 1, 1, -7 ]) Skipping dual orbit (root datum of Lie type 'E6.T1',(),[ 3, 4, 5, 7, 5, 3, 0 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'E6.T1',(),[ 0, 2, 0, 2, 0, 0, -6 ]) Skipping dual orbit (root datum of Lie type 'E6.T1',(),[ 4, 4, 6, 8, 6, 4, 0 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'E6.T1',(),[ 1, 1, 1, 0, 1, 1, -6 ]) Skipping dual orbit (root datum of Lie type 'E6.T1',(),[ 3, 4, 6, 8, 6, 3, 0 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'E6.T1',(),[ 2, 2, 0, 0, 0, 2, -6 ]) Skipping dual orbit (root datum of Lie type 'E6.T1',(),[ 4, 6, 7, 10, 7, 4, 0 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'E6.T1',(),[ 0, 0, 0, 2, 0, 0, -4 ]) Skipping dual orbit (root datum of Lie type 'E6.T1',(),[ 4, 5, 7, 10, 7, 4, 0 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'E6.T1',(),[ 0, 0, 0, 2, 0, 0, -4 ]) Skipping dual orbit (root datum of Lie type 'E6.T1',(),[ 4, 6, 8, 11, 8, 4, 0 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'E6.T1',(),[ 0, 0, 0, 2, 0, 0, -4 ]) Skipping dual orbit (root datum of Lie type 'E6.T1',(),[ 4, 6, 8, 12, 8, 4, 0 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'E6.T1',(),[ 1, 2, 0, 0, 0, 1, -4 ]) Skipping dual orbit (root datum of Lie type 'E6.T1',(),[ 6, 8, 10, 14, 10, 6, 0 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'E6.T1',(),[ 2, 0, 0, 0, 0, 2, -4 ]) Computing weak packet for orbit: root datum of Lie type 'E6.T1' [ 6, 10, 12, 18, 12, 6, 0 ] dim=60 Computing weak packets for disconnected real group with Lie algebra 'e6(f4).gl(1,R)' gamma:[ 19, 27, 36, 51, 36, 19, 0 ]/1 gamma_final:[ 3, 5, 6, 9, 6, 3, 0 ]/1 Initializing CharacterTable for Lie type 'E6' Step 1/6 Step 2/6 Step 3/6 Step 4/6 Step 5/6 Step 6/6 integral data: st_int rd_int:root datum of Lie type 'E6.T1' st_int.rd: simply connected root datum of Lie type 'E6' O_check_int:(adjoint root datum of Lie type 'E6',(),[ 0, 2, 0, 2, 0, 0 ]) computing packet for:(adjoint root datum of Lie type 'E6',(),[ 0, 2, 0, 2, 0, 0 ]) computing springer map of[2,0,0,0,0,2] O: (adjoint root datum of Lie type 'E6',(),[ 2, 0, 0, 0, 0, 2 ]) survive:final parameter(x=0,lambda=[19,28,37,53,38,21,1]/1,nu=[0,0,0,0,0,0,0]/1) [ 3, 5, 6, 9, 6, 3, 0 ]/1 cell character: 13 springer_O:13 dim: 20 24 dim: 1 24 survive:final parameter(x=0,lambda=[19,27,36,51,36,19,0]/1,nu=[0,0,0,0,0,0,0]/1) [ 3, 5, 6, 9, 6, 3, 0 ]/1 cell character: 13 springer_O:13 dim: 20 24 dim: 1 24 Orbit by diagram: (root datum of Lie type 'E6.T1',(),[ 1, 0, 0, 1, 0, 1, -4 ]) Skipping dual orbit (root datum of Lie type 'E6.T1',(),[ 6, 8, 11, 15, 11, 6, 0 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'E6.T1',(),[ 1, 1, 0, 0, 0, 1, -3 ]) Skipping dual orbit (root datum of Lie type 'E6.T1',(),[ 7, 10, 13, 18, 13, 7, 0 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'E6.T1',(),[ 0, 2, 0, 0, 0, 0, -2 ]) Skipping dual orbit (root datum of Lie type 'E6.T1',(),[ 8, 10, 14, 19, 14, 8, 0 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'E6.T1',(),[ 0, 2, 0, 0, 0, 0, -2 ]) Skipping dual orbit (root datum of Lie type 'E6.T1',(),[ 8, 10, 14, 20, 14, 8, 0 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'E6.T1',(),[ 1, 0, 0, 0, 0, 1, -2 ]) Computing weak packet for orbit: root datum of Lie type 'E6.T1' [ 10, 14, 18, 26, 18, 10, 0 ] dim=68 Computing weak packets for disconnected real group with Lie algebra 'e6(f4).gl(1,R)' gamma:[ 21, 29, 39, 55, 39, 21, 0 ]/1 gamma_final:[ 5, 7, 9, 13, 9, 5, 0 ]/1 Initializing CharacterTable for Lie type 'E6' Step 1/6 Step 2/6 Step 3/6 Step 4/6 Step 5/6 Step 6/6 integral data: st_int rd_int:root datum of Lie type 'E6.T1' st_int.rd: simply connected root datum of Lie type 'E6' O_check_int:(adjoint root datum of Lie type 'E6',(),[ 2, 2, 0, 2, 0, 2 ]) computing packet for:(adjoint root datum of Lie type 'E6',(),[ 2, 2, 0, 2, 0, 2 ]) computing springer map of[1,0,0,0,0,1] O: (adjoint root datum of Lie type 'E6',(),[ 1, 0, 0, 0, 0, 1 ]) survive:final parameter(x=0,lambda=[21,30,40,57,41,23,1]/1,nu=[0,0,0,0,0,0,0]/1) [ 5, 7, 9, 13, 9, 5, 0 ]/1 survive:final parameter(x=2,lambda=[21,30,40,57,41,22,1]/1,nu=[3,0,0,0,0,3,0]/2) [ 5, 7, 9, 13, 9, 5, 0 ]/1 survive:final parameter(x=13,lambda=[19,30,38,52,38,20,1]/1,nu=[4,0,4,8,4,4,0]/1) [ 5, 7, 9, 13, 9, 5, 0 ]/1 survive:final parameter(x=19,lambda=[18,23,37,50,37,19,1]/1,nu=[11,22,11,22,11,11,0]/2) [ 5, 7, 9, 13, 9, 5, 0 ]/1 survive:final parameter(x=31,lambda=[17,21,31,39,32,18,1]/1,nu=[8,16,16,32,16,8,0]/1) [ 5, 7, 9, 13, 9, 5, 0 ]/1 cell character: 10 springer_O:10 dim: 1 20 survive:final parameter(x=0,lambda=[21,29,39,55,39,21,0]/1,nu=[0,0,0,0,0,0,0]/1) [ 5, 7, 9, 13, 9, 5, 0 ]/1 survive:final parameter(x=2,lambda=[20,29,39,55,39,20,0]/1,nu=[3,0,0,0,0,3,0]/2) [ 5, 7, 9, 13, 9, 5, 0 ]/1 survive:final parameter(x=13,lambda=[20,31,40,55,40,22,2]/1,nu=[4,0,4,8,4,4,0]/1) [ 5, 7, 9, 13, 9, 5, 0 ]/1 survive:final parameter(x=19,lambda=[19,25,39,53,39,21,2]/1,nu=[11,22,11,22,11,11,0]/2) [ 5, 7, 9, 13, 9, 5, 0 ]/1 survive:final parameter(x=31,lambda=[16,19,29,35,29,16,0]/1,nu=[8,16,16,32,16,8,0]/1) [ 5, 7, 9, 13, 9, 5, 0 ]/1 cell character: 10 springer_O:10 dim: 1 20 Orbit by diagram: (root datum of Lie type 'E6.T1',(),[ 0, 1, 0, 0, 0, 0, -1 ]) Skipping dual orbit (root datum of Lie type 'E6.T1',(),[ 12, 16, 22, 30, 22, 12, 0 ]) (d(O_check) has no real forms for G) Orbit by diagram: (root datum of Lie type 'E6.T1',(),[ 0, 0, 0, 0, 0, 0, 0 ]) Computing weak packet for orbit: root datum of Lie type 'E6.T1' [ 16, 22, 30, 42, 30, 16, 0 ] dim=72 Computing weak packets for disconnected real group with Lie algebra 'e6(f4).gl(1,R)' gamma:[ 24, 33, 45, 63, 45, 24, 0 ]/1 gamma_final:[ 8, 11, 15, 21, 15, 8, 0 ]/1 Initializing CharacterTable for Lie type 'E6' Step 1/6 Step 2/6 Step 3/6 Step 4/6 Step 5/6 Step 6/6 integral data: st_int rd_int:root datum of Lie type 'E6.T1' st_int.rd: simply connected root datum of Lie type 'E6' O_check_int:(adjoint root datum of Lie type 'E6',(),[ 2, 2, 2, 2, 2, 2 ]) computing packet for:(adjoint root datum of Lie type 'E6',(),[ 2, 2, 2, 2, 2, 2 ]) computing springer map of[0,0,0,0,0,0] O: (adjoint root datum of Lie type 'E6',(),[ 0, 0, 0, 0, 0, 0 ]) survive:final parameter(x=0,lambda=[24,33,45,63,45,24,0]/1,nu=[0,0,0,0,0,0,0]/1) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=1,lambda=[24,33,44,63,44,24,0]/1,nu=[0,0,3,0,3,0,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=2,lambda=[23,33,45,63,45,23,0]/1,nu=[3,0,0,0,0,3,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=3,lambda=[24,33,43,59,43,24,0]/1,nu=[0,0,3,6,3,0,0]/1) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=4,lambda=[23,33,43,63,44,22,0]/1,nu=[3,0,6,0,3,6,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=5,lambda=[22,33,44,63,43,23,0]/1,nu=[6,0,3,0,6,3,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=6,lambda=[23,33,42,58,43,21,0]/1,nu=[3,0,9,15,6,9,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=7,lambda=[24,27,42,57,42,24,0]/1,nu=[0,18,9,18,9,0,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=8,lambda=[21,33,43,58,42,23,0]/1,nu=[9,0,6,15,9,3,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=9,lambda=[22,33,43,63,43,22,0]/1,nu=[3,0,3,0,3,3,0]/1) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=10,lambda=[22,33,41,57,37,20,0]/1,nu=[3,0,6,9,12,6,0]/1) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=11,lambda=[20,33,37,57,41,22,0]/1,nu=[6,0,12,9,6,3,0]/1) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=12,lambda=[23,26,41,56,42,20,0]/1,nu=[3,21,12,21,9,12,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=13,lambda=[21,33,42,57,42,21,0]/1,nu=[9,0,9,18,9,9,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=14,lambda=[20,26,42,56,41,23,0]/1,nu=[12,21,9,21,12,3,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=15,lambda=[20,33,37,56,41,21,0]/1,nu=[12,0,24,21,12,9,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=16,lambda=[22,25,40,55,35,19,0]/1,nu=[6,24,15,24,30,15,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=17,lambda=[19,25,35,55,40,22,0]/1,nu=[15,24,30,24,15,6,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=18,lambda=[21,33,41,56,37,20,0]/1,nu=[9,0,12,21,24,12,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=19,lambda=[20,25,41,55,41,20,0]/1,nu=[6,12,6,12,6,6,0]/1) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=20,lambda=[21,24,39,45,33,18,0]/1,nu=[9,27,18,54,36,18,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=21,lambda=[18,24,33,45,39,21,0]/1,nu=[18,27,36,54,18,9,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=23,lambda=[19,24,35,54,40,20,0]/1,nu=[15,27,30,27,15,12,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=24,lambda=[20,24,40,54,35,19,0]/1,nu=[12,27,15,27,30,15,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=22,lambda=[20,33,37,55,37,20,0]/1,nu=[6,0,12,12,12,6,0]/1) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=25,lambda=[17,23,31,42,27,20,0]/1,nu=[21,30,42,63,54,12,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=26,lambda=[20,23,27,42,31,17,0]/1,nu=[12,30,54,63,42,21,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=27,lambda=[18,23,33,45,39,20,0]/1,nu=[9,15,18,27,9,6,0]/1) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=28,lambda=[19,23,35,53,35,19,0]/1,nu=[15,30,30,30,30,15,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=29,lambda=[20,23,39,45,33,18,0]/1,nu=[6,15,9,27,18,9,0]/1) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=30,lambda=[16,21,29,39,25,8,0]/1,nu=[12,18,24,36,30,24,0]/1) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=31,lambda=[18,21,33,39,33,18,0]/1,nu=[9,18,18,36,18,9,0]/1) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=32,lambda=[17,21,31,42,26,19,0]/1,nu=[21,36,42,63,57,15,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=33,lambda=[19,21,26,42,31,17,0]/1,nu=[15,36,57,63,42,21,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=34,lambda=[8,21,25,39,29,16,0]/1,nu=[24,18,30,36,24,12,0]/1) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=35,lambda=[17,20,31,37,25,18,0]/1,nu=[21,39,42,78,60,18,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=36,lambda=[18,20,25,37,31,17,0]/1,nu=[18,39,60,78,42,21,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=37,lambda=[16,20,29,39,24,8,0]/1,nu=[24,39,48,72,63,48,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=38,lambda=[8,20,24,39,29,16,0]/1,nu=[48,39,63,72,48,24,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=39,lambda=[16,19,29,35,23,8,0]/1,nu=[12,21,24,42,33,24,0]/1) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=40,lambda=[17,19,24,35,24,17,0]/1,nu=[21,42,63,84,63,21,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=41,lambda=[8,19,23,35,29,16,0]/1,nu=[24,21,33,42,24,12,0]/1) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=42,lambda=[16,18,23,33,22,8,0]/1,nu=[24,45,66,90,69,48,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=43,lambda=[8,18,22,33,23,16,0]/1,nu=[48,45,69,90,66,24,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=44,lambda=[8,17,21,31,21,8,0]/1,nu=[24,24,36,48,36,24,0]/1) [ 8, 11, 15, 21, 15, 8, 0 ]/1 cell character: 1 springer_O:1 survive:final parameter(x=0,lambda=[24,34,46,65,47,26,1]/1,nu=[0,0,0,0,0,0,0]/1) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=1,lambda=[24,34,45,65,46,26,1]/1,nu=[0,0,3,0,3,0,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=2,lambda=[24,34,46,65,47,25,1]/1,nu=[3,0,0,0,0,3,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=3,lambda=[24,34,44,61,45,26,1]/1,nu=[0,0,3,6,3,0,0]/1) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=4,lambda=[24,34,45,65,46,24,1]/1,nu=[3,0,6,0,3,6,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=5,lambda=[23,34,45,65,45,25,1]/1,nu=[6,0,3,0,6,3,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=6,lambda=[24,34,44,61,45,23,1]/1,nu=[3,0,9,15,6,9,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=7,lambda=[24,28,43,59,44,26,1]/1,nu=[0,18,9,18,9,0,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=8,lambda=[22,34,44,60,44,25,1]/1,nu=[9,0,6,15,9,3,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=9,lambda=[23,34,45,65,45,24,1]/1,nu=[3,0,3,0,3,3,0]/1) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=10,lambda=[23,34,43,60,40,22,1]/1,nu=[3,0,6,9,12,6,0]/1) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=11,lambda=[21,34,39,59,43,24,1]/1,nu=[6,0,12,9,6,3,0]/1) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=12,lambda=[24,28,43,59,44,22,1]/1,nu=[3,21,12,21,9,12,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=13,lambda=[22,34,44,60,44,23,1]/1,nu=[9,0,9,18,9,9,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=14,lambda=[21,27,43,58,43,25,1]/1,nu=[12,21,9,21,12,3,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=15,lambda=[21,34,39,59,43,23,1]/1,nu=[12,0,24,21,12,9,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=16,lambda=[23,27,42,58,38,21,1]/1,nu=[6,24,15,24,30,15,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=17,lambda=[20,26,37,57,42,24,1]/1,nu=[15,24,30,24,15,6,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=18,lambda=[22,34,43,59,40,22,1]/1,nu=[9,0,12,21,24,12,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=19,lambda=[21,27,43,58,43,22,1]/1,nu=[6,12,6,12,6,6,0]/1) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=20,lambda=[22,26,41,49,36,20,1]/1,nu=[9,27,18,54,36,18,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=21,lambda=[19,25,35,48,41,23,1]/1,nu=[18,27,36,54,18,9,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=23,lambda=[20,26,37,57,42,22,1]/1,nu=[15,27,30,27,15,12,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=24,lambda=[21,26,42,57,38,21,1]/1,nu=[12,27,15,27,30,15,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=22,lambda=[21,34,39,58,40,22,1]/1,nu=[6,0,12,12,12,6,0]/1) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=25,lambda=[18,24,33,45,30,22,1]/1,nu=[21,30,42,63,54,12,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=26,lambda=[21,25,30,46,34,19,1]/1,nu=[12,30,54,63,42,21,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=27,lambda=[19,25,35,48,41,22,1]/1,nu=[9,15,18,27,9,6,0]/1) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=28,lambda=[20,25,37,56,38,21,1]/1,nu=[15,30,30,30,30,15,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=29,lambda=[21,25,41,49,36,20,1]/1,nu=[6,15,9,27,18,9,0]/1) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=30,lambda=[17,22,31,42,28,10,1]/1,nu=[12,18,24,36,30,24,0]/1) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=31,lambda=[19,23,35,43,36,20,1]/1,nu=[9,18,18,36,18,9,0]/1) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=32,lambda=[18,23,33,45,29,21,1]/1,nu=[21,36,42,63,57,15,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=33,lambda=[20,23,29,46,34,19,1]/1,nu=[15,36,57,63,42,21,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=34,lambda=[10,23,28,43,32,18,1]/1,nu=[24,18,30,36,24,12,0]/1) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=35,lambda=[18,22,33,41,28,20,1]/1,nu=[21,39,42,78,60,18,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=36,lambda=[19,22,28,41,34,19,1]/1,nu=[18,39,60,78,42,21,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=37,lambda=[17,22,31,42,27,10,1]/1,nu=[24,39,48,72,63,48,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=38,lambda=[10,22,27,43,32,18,1]/1,nu=[48,39,63,72,48,24,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=39,lambda=[17,21,31,39,26,10,1]/1,nu=[12,21,24,42,33,24,0]/1) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=40,lambda=[18,21,27,39,27,19,1]/1,nu=[21,42,63,84,63,21,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=41,lambda=[10,21,26,39,32,18,1]/1,nu=[24,21,33,42,24,12,0]/1) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=42,lambda=[17,20,26,37,25,10,1]/1,nu=[24,45,66,90,69,48,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=43,lambda=[10,20,25,37,26,18,1]/1,nu=[48,45,69,90,66,24,0]/2) [ 8, 11, 15, 21, 15, 8, 0 ]/1 survive:final parameter(x=44,lambda=[10,19,24,35,24,10,1]/1,nu=[24,24,36,48,36,24,0]/1) [ 8, 11, 15, 21, 15, 8, 0 ]/1 cell character: 1 springer_O:1 =============================================================================== Orbits for the dual group: connected split real group with Lie algebra 'e7(R)' complex nilpotent orbits for inner class Complex reductive group of type E7, with involution defining inner class of type 'c', with 4 real forms and 4 dual real forms root datum of inner class: simply connected root datum of Lie type 'E7' i: orbit number H: semisimple element BC Levi: Bala-Carter Levi Cent_0: identity component of Cent(SL(2)) Z(Cent^0): order of center of derived group of id. comp. of Centralizer C_2: conjugacy classes in Cent(SL(2))_0 with square 1 A(O): orders of conj. classes in component group of centralizer of O #RF: number of real forms of O for all real forms (of integrality datum) in inner class #AP: number of Arthur parameters for O i diagram dim BC Levi Cent_0 Z C_2 A(O) #RF #AP 0 [0,0,0,0,0,0,0] 0 7T1 E7 2 4 [1] [1,1,1,1] 4 1 [1,0,0,0,0,0,0] 34 A1+6T1 D6 4 6 [1] [2,2,0,0,2] 6 2 [0,0,0,0,0,1,0] 52 2A1+5T1 A1+B4 4 8 [1] [3,3,0,2] 8 3 [0,0,0,0,0,0,2] 54 3A1+4T1 F4 1 3 [1,2] [4,2] 6 4 [0,0,1,0,0,0,0] 64 3A1+4T1 A1+C3 4 8 [1] [0,0,4,4,0] 8 5 [2,0,0,0,0,0,0] 66 A2+5T1 A5 6 4 [1,2] [0,0,3,3] 6 6 [0,1,0,0,0,0,1] 70 4A1+3T1 C3 2 4 [1,2] [0,0,8,0] 8 7 [1,0,0,0,0,1,0] 76 A1+A2+4T1 A3+T1 4 6 [1,2] [0,0,0,0,8] 8 8 [0,0,0,1,0,0,0] 82 2A1+A2+3T1 3A1 4 6 [1] [0,0,0,6] 6 9 [2,0,0,0,0,1,0] 84 A3+4T1 A1+B3 4 6 [1] [2,2,0,2] 6 10 [0,0,0,0,0,2,0] 84 2A2+3T1 A1+G2 2 4 [1] [0,0,2,2] 4 11 [0,2,0,0,0,0,0] 84 3A1+A2+2T1 G2 1 2 [1,2] [0,4] 4 12 [2,0,0,0,0,0,2] 86 A1+A3+3T1 B3 2 3 [1,2] [4,2] 6 13 [0,0,1,0,0,1,0] 90 A1+2A2+2T1 2A1 4 4 [1] [0,0,0,0,4] 4 14 [1,0,0,1,0,0,0] 92 A1+A3+3T1 3A1 8 8 [1] [0,0,4,4,0] 8 15 [0,0,2,0,0,0,0] 94 D4+3T1 3A1 8 8 [1,2,3] [0,0,3,3] 6 16 [1,0,0,0,1,0,1] 94 2A1+A3+2T1 2A1 4 4 [1,2] [0,0,8,0] 8 17 [2,0,2,0,0,0,0] 96 D4+3T1 C3 2 4 [1] [0,0,2,2] 4 18 [0,1,1,0,0,0,1] 96 A1+D4+2T1 2A1 4 4 [1,2,2,2] [0,0,0,0,8] 8 19 [0,0,0,1,0,1,0] 98 A2+A3+2T1 A1+T1 2 4 [1,2] [0,0,0,6] 6 20 [2,0,0,0,0,2,0] 100 A4+3T1 A2+T1 3 4 [1,2] [0,0,2,2] 4 21 [0,0,0,0,2,0,0] 100 A1+A2+A3+T1 A1 1 2 [1,2] [0,4] 4 22 [2,1,1,0,0,0,1] 102 A1+D4+2T1 B2 2 3 [1,2] [0,0,0,0,6] 6 23 [2,0,0,0,0,2,2] 102 A5+2T1 G2 1 2 [1,2] [2,2] 4 24 [1,0,0,1,0,1,0] 104 A1+A4+2T1 2T1 1 4 [1,2] [0,0,0,0,4] 4 25 [2,0,0,1,0,1,0] 106 D5+2T1 A1+T1 2 4 [1,2] [0,0,0,6] 6 26 [0,0,0,2,0,0,0] 106 A2+A4+T1 A1 2 2 [1] [0,0,1,1] 2 27 [1,0,0,1,0,2,0] 108 A5+2T1 2A1 4 4 [1] [0,0,2,2,0] 4 28 [2,0,0,0,2,0,0] 108 A1+D5+T1 A1 1 2 [1,2] [0,4] 4 29 [1,0,0,1,0,1,2] 108 A1+A5+T1 A1 2 2 [1,2] [0,0,4,0] 4 30 [0,0,2,0,0,2,0] 110 E6+T1 A1 2 2 [1,2] [0,0,2,2] 4 31 [0,1,1,0,1,0,2] 110 D6+T1 A1 2 2 [1,2] [0,0,0,4] 4 32 [2,0,2,0,0,2,0] 112 D5+2T1 2A1 4 4 [1] [0,0,2,2] 4 33 [0,0,0,2,0,0,2] 112 E7 e 1 1 [1,2,2,2,3,6] [0,4] 4 34 [2,1,1,0,1,1,0] 114 A1+D5+T1 A1 2 2 [1,2] [0,0,0,0,4] 4 35 [0,0,0,2,0,2,0] 114 A6+T1 A1 2 2 [1] [0,0,1,1] 2 36 [2,1,1,0,1,0,2] 114 D6+T1 A1 2 2 [1,2] [0,0,0,4] 4 37 [2,0,0,2,0,0,2] 116 E7 e 1 1 [1,2,2,2] [0,4] 4 38 [2,0,0,2,0,2,0] 118 E6+T1 T1 1 2 [1,2] [0,0,1,1] 2 39 [2,1,1,0,1,2,2] 118 D6+T1 A1 2 2 [1,2] [0,0,0,4] 4 40 [2,0,2,2,0,2,0] 120 E6+T1 A1 2 2 [1] [0,0,1,1] 2 41 [2,0,0,2,0,2,2] 120 E7 e 1 1 [1,2,2,2] [0,4] 4 42 [2,2,2,0,2,0,2] 122 E7 e 1 1 [1,2] [0,2] 2 43 [2,2,2,0,2,2,2] 124 E7 e 1 1 [1,2] [0,2] 2 44 [2,2,2,2,2,2,2] 126 E7 e 1 1 [1,2] [0,2] 2 Information about orbit centralizers: orbit#: 0 diagram: [0,0,0,0,0,0,0] isogeny information: Centralizer: E7 Group is semisimple center=Z/2Z simply connected root datum of Lie type 'E7' ------------- orbit#: 1 diagram: [1,0,0,0,0,0,0] isogeny information: Centralizer: D6 Group is semisimple center=Z/2Z x Z/2Z simply connected root datum of Lie type 'D6' ------------- orbit#: 2 diagram: [0,0,0,0,0,1,0] isogeny information: Centralizer: A1+B4 Group is semisimple center=Z/2Z x Z/2Z simply connected root datum of Lie type 'A1' simply connected root datum of Lie type 'B4' ------------- orbit#: 3 diagram: [0,0,0,0,0,0,2] isogeny information: Centralizer: F4 Center is trivial simply connected adjoint root datum of Lie type 'F4' ------------- orbit#: 4 diagram: [0,0,1,0,0,0,0] isogeny information: Centralizer: A1+C3 Group is semisimple center=Z/2Z x Z/2Z simply connected root datum of Lie type 'C3' simply connected root datum of Lie type 'A1' ------------- orbit#: 5 diagram: [2,0,0,0,0,0,0] isogeny information: Centralizer: A5 Group is semisimple center=Z/6Z simply connected root datum of Lie type 'A5' ------------- orbit#: 6 diagram: [0,1,0,0,0,0,1] isogeny information: Centralizer: C3 Group is semisimple center=Z/2Z simply connected root datum of Lie type 'C3' ------------- orbit#: 7 diagram: [1,0,0,0,0,1,0] isogeny information: Centralizer: A3+T1 Split exact sequence: 1->S->Z->Z/S->1 S=complex torus of rank 1 Z/S=Center(G/S)=Z/2Z simply connected root datum of Lie type 'A3' ------------- orbit#: 8 diagram: [0,0,0,1,0,0,0] isogeny information: Centralizer: 3A1 Group is semisimple center=Z/2Z x Z/2Z simply connected root datum of Lie type 'A1' simply connected root datum of Lie type 'A1' simply connected root datum of Lie type 'A1' ------------- orbit#: 9 diagram: [2,0,0,0,0,1,0] isogeny information: Centralizer: A1+B3 Group is semisimple center=Z/2Z x Z/2Z simply connected root datum of Lie type 'A1' simply connected root datum of Lie type 'B3' ------------- orbit#: 10 diagram: [0,0,0,0,0,2,0] isogeny information: Centralizer: A1+G2 Group is semisimple center=Z/2Z simply connected adjoint root datum of Lie type 'G2' simply connected root datum of Lie type 'A1' ------------- orbit#: 11 diagram: [0,2,0,0,0,0,0] isogeny information: Centralizer: G2 Center is trivial simply connected adjoint root datum of Lie type 'G2' ------------- orbit#: 12 diagram: [2,0,0,0,0,0,2] isogeny information: Centralizer: B3 Group is semisimple center=Z/2Z simply connected root datum of Lie type 'B3' ------------- orbit#: 13 diagram: [0,0,1,0,0,1,0] isogeny information: Centralizer: 2A1 Group is semisimple center=Z/2Z x Z/2Z simply connected root datum of Lie type 'A1' simply connected root datum of Lie type 'A1' ------------- orbit#: 14 diagram: [1,0,0,1,0,0,0] isogeny information: Centralizer: 3A1 Group is semisimple center=Z/2Z x Z/2Z x Z/2Z simply connected root datum of Lie type 'A1' simply connected root datum of Lie type 'A1' simply connected root datum of Lie type 'A1' ------------- orbit#: 15 diagram: [0,0,2,0,0,0,0] isogeny information: Centralizer: 3A1 Group is semisimple center=Z/2Z x Z/2Z x Z/2Z simply connected root datum of Lie type 'A1' simply connected root datum of Lie type 'A1' simply connected root datum of Lie type 'A1' ------------- orbit#: 16 diagram: [1,0,0,0,1,0,1] isogeny information: Centralizer: 2A1 Group is semisimple center=Z/2Z x Z/2Z simply connected root datum of Lie type 'A1' simply connected root datum of Lie type 'A1' ------------- orbit#: 17 diagram: [2,0,2,0,0,0,0] isogeny information: Centralizer: C3 Group is semisimple center=Z/2Z simply connected root datum of Lie type 'C3' ------------- orbit#: 18 diagram: [0,1,1,0,0,0,1] isogeny information: Centralizer: 2A1 Group is semisimple center=Z/2Z x Z/2Z simply connected root datum of Lie type 'A1' simply connected root datum of Lie type 'A1' ------------- orbit#: 19 diagram: [0,0,0,1,0,1,0] isogeny information: Centralizer: A1+T1 Split exact sequence: 1->S->Z->Z/S->1 S=complex torus of rank 1 Z/S=Center(G/S)=Z/2Z simply connected root datum of Lie type 'A1' ------------- orbit#: 20 diagram: [2,0,0,0,0,2,0] isogeny information: Centralizer: A2+T1 Center is a connected complex torus of rank 1 simply connected root datum of Lie type 'A2' ------------- orbit#: 21 diagram: [0,0,0,0,2,0,0] isogeny information: Centralizer: A1 Center is trivial adjoint root datum of Lie type 'A1' ------------- orbit#: 22 diagram: [2,1,1,0,0,0,1] isogeny information: Centralizer: B2 Group is semisimple center=Z/2Z simply connected root datum of Lie type 'B2' ------------- orbit#: 23 diagram: [2,0,0,0,0,2,2] isogeny information: Centralizer: G2 Center is trivial simply connected adjoint root datum of Lie type 'G2' ------------- orbit#: 24 diagram: [1,0,0,1,0,1,0] isogeny information: Centralizer: 2T1 Center is a connected complex torus of rank 2 ------------- orbit#: 25 diagram: [2,0,0,1,0,1,0] isogeny information: Centralizer: A1+T1 Split exact sequence: 1->S->Z->Z/S->1 S=complex torus of rank 1 Z/S=Center(G/S)=Z/2Z simply connected root datum of Lie type 'A1' ------------- orbit#: 26 diagram: [0,0,0,2,0,0,0] isogeny information: Centralizer: A1 Group is semisimple center=Z/2Z simply connected root datum of Lie type 'A1' ------------- orbit#: 27 diagram: [1,0,0,1,0,2,0] isogeny information: Centralizer: 2A1 Group is semisimple center=Z/2Z x Z/2Z simply connected root datum of Lie type 'A1' simply connected root datum of Lie type 'A1' ------------- orbit#: 28 diagram: [2,0,0,0,2,0,0] isogeny information: Centralizer: A1 Center is trivial adjoint root datum of Lie type 'A1' ------------- orbit#: 29 diagram: [1,0,0,1,0,1,2] isogeny information: Centralizer: A1 Group is semisimple center=Z/2Z simply connected root datum of Lie type 'A1' ------------- orbit#: 30 diagram: [0,0,2,0,0,2,0] isogeny information: Centralizer: A1 Group is semisimple center=Z/2Z simply connected root datum of Lie type 'A1' ------------- orbit#: 31 diagram: [0,1,1,0,1,0,2] isogeny information: Centralizer: A1 Group is semisimple center=Z/2Z simply connected root datum of Lie type 'A1' ------------- orbit#: 32 diagram: [2,0,2,0,0,2,0] isogeny information: Centralizer: 2A1 Group is semisimple center=Z/2Z x Z/2Z simply connected root datum of Lie type 'A1' simply connected root datum of Lie type 'A1' ------------- orbit#: 33 diagram: [0,0,0,2,0,0,2] isogeny information: Centralizer: e Center is trivial ------------- orbit#: 34 diagram: [2,1,1,0,1,1,0] isogeny information: Centralizer: A1 Group is semisimple center=Z/2Z simply connected root datum of Lie type 'A1' ------------- orbit#: 35 diagram: [0,0,0,2,0,2,0] isogeny information: Centralizer: A1 Group is semisimple center=Z/2Z simply connected root datum of Lie type 'A1' ------------- orbit#: 36 diagram: [2,1,1,0,1,0,2] isogeny information: Centralizer: A1 Group is semisimple center=Z/2Z simply connected root datum of Lie type 'A1' ------------- orbit#: 37 diagram: [2,0,0,2,0,0,2] isogeny information: Centralizer: e Center is trivial ------------- orbit#: 38 diagram: [2,0,0,2,0,2,0] isogeny information: Centralizer: T1 Center is a connected complex torus of rank 1 ------------- orbit#: 39 diagram: [2,1,1,0,1,2,2] isogeny information: Centralizer: A1 Group is semisimple center=Z/2Z simply connected root datum of Lie type 'A1' ------------- orbit#: 40 diagram: [2,0,2,2,0,2,0] isogeny information: Centralizer: A1 Group is semisimple center=Z/2Z simply connected root datum of Lie type 'A1' ------------- orbit#: 41 diagram: [2,0,0,2,0,2,2] isogeny information: Centralizer: e Center is trivial ------------- orbit#: 42 diagram: [2,2,2,0,2,0,2] isogeny information: Centralizer: e Center is trivial ------------- orbit#: 43 diagram: [2,2,2,0,2,2,2] isogeny information: Centralizer: e Center is trivial ------------- orbit#: 44 diagram: [2,2,2,2,2,2,2] isogeny information: Centralizer: e Center is trivial ------------- Arthur parameters listed by orbit: #parameters by orbit: [4,6,8,6,8,6,8,8,6,6,4,4,6,4,8,6,8,4,8,6,4,4,6,4,4,6,2,4,4,4,4,4,4,4,4,2,4,4,2,4,2,4,2,2,2] Total: 214 orbit #0 for G #orbits for (disconnected) Cent(O): 4 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 0, 0, 0, 0, 0, 0, 0 ] [0,0,0,0,0,0,0] 0 1 simply connected root datum of Lie type 'E7' [ 0, 0, 0, 0, 0, 0, 0 ] [0,0,0,0,0,0,0] 0 1 root datum of Lie type 'D6.A1' [ 0, 0, 0, 0, 0, 0, 0 ] [0,0,0,0,0,0,0] 0 1 root datum of Lie type 'D6.A1' [ 0, 0, 0, 0, 0, 0, 0 ] [0,0,0,0,0,0,0] 0 1 orbit #1 for G #orbits for (disconnected) Cent(O): 6 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 2, 2, 3, 4, 3, 2, 1 ] [1,0,0,0,0,0,0] 34 1 simply connected root datum of Lie type 'E7' [ 2, 2, 3, 4, 3, 2, 1 ] [1,0,0,0,0,0,0] 34 1 root datum of Lie type 'D6.A1' [ 1, 1, 1, 2, 1, 1, 0 ] [0,0,0,0,0,0,2] 2 1 root datum of Lie type 'D6.A1' [ 1, 2, 3, 4, 3, 2, 1 ] [0,0,1,0,0,0,0] 18 1 root datum of Lie type 'D6.A1' [ 1, 1, 1, 2, 1, 1, 0 ] [0,0,0,0,0,0,2] 2 1 root datum of Lie type 'D6.A1' [ 1, 2, 3, 4, 3, 2, 1 ] [0,0,1,0,0,0,0] 18 1 orbit #2 for G #orbits for (disconnected) Cent(O): 8 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 2, 3, 4, 6, 5, 4, 2 ] [0,0,0,0,0,1,0] 52 1 simply connected root datum of Lie type 'E7' [ 2, 3, 4, 6, 5, 4, 2 ] [0,0,0,0,0,1,0] 52 1 root datum of Lie type 'D6.A1' [ 1, 2, 3, 4, 4, 3, 1 ] [0,0,0,0,2,0,0] 20 1 root datum of Lie type 'D6.A1' [ 2, 3, 4, 6, 4, 3, 1 ] [0,0,1,0,0,0,2] 20 1 root datum of Lie type 'D6.A1' [ 2, 3, 4, 6, 5, 3, 2 ] [0,0,0,1,0,0,0] 28 1 root datum of Lie type 'D6.A1' [ 1, 2, 3, 4, 4, 3, 1 ] [0,0,0,0,2,0,0] 20 1 root datum of Lie type 'D6.A1' [ 2, 3, 4, 6, 4, 3, 1 ] [0,0,1,0,0,0,2] 20 1 root datum of Lie type 'D6.A1' [ 2, 3, 4, 6, 5, 3, 2 ] [0,0,0,1,0,0,0] 28 1 orbit #3 for G #orbits for (disconnected) Cent(O): 6 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 2, 3, 4, 6, 5, 4, 3 ] [0,0,0,0,0,0,2] 54 1 simply connected root datum of Lie type 'E7' [ 2, 3, 4, 6, 5, 4, 3 ] [0,0,0,0,0,0,2] 54 1 root datum of Lie type 'D6.A1' [ 2, 3, 4, 6, 5, 4, 1 ] [0,0,0,0,2,0,2] 22 1 root datum of Lie type 'D6.A1' [ 2, 3, 4, 6, 5, 4, 3 ] [0,0,0,0,0,2,0] 30 1 root datum of Lie type 'D6.A1' [ 2, 3, 4, 6, 5, 4, 1 ] [0,0,0,0,2,0,2] 22 1 root datum of Lie type 'D6.A1' [ 2, 3, 4, 6, 5, 4, 3 ] [0,0,0,0,0,2,0] 30 1 orbit #4 for G #orbits for (disconnected) Cent(O): 8 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 3, 4, 6, 8, 6, 4, 2 ] [0,0,1,0,0,0,0] 64 1 simply connected root datum of Lie type 'E7' [ 3, 4, 6, 8, 6, 4, 2 ] [0,0,1,0,0,0,0] 64 1 root datum of Lie type 'D6.A1' [ 3, 3, 5, 6, 5, 3, 2 ] [0,2,0,0,0,0,0] 30 1 root datum of Lie type 'D6.A1' [ 3, 4, 5, 8, 6, 4, 2 ] [0,0,0,1,0,0,2] 30 1 root datum of Lie type 'D6.A1' [ 2, 4, 5, 7, 6, 4, 2 ] [1,0,0,0,1,0,0] 32 1 root datum of Lie type 'D6.A1' [ 3, 3, 5, 6, 5, 3, 2 ] [0,2,0,0,0,0,0] 30 1 root datum of Lie type 'D6.A1' [ 3, 4, 5, 8, 6, 4, 2 ] [0,0,0,1,0,0,2] 30 1 root datum of Lie type 'D6.A1' [ 2, 4, 5, 7, 6, 4, 2 ] [1,0,0,0,1,0,0] 32 1 orbit #5 for G #orbits for (disconnected) Cent(O): 6 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 4, 4, 6, 8, 6, 4, 2 ] [2,0,0,0,0,0,0] 66 1 simply connected root datum of Lie type 'E7' [ 4, 4, 6, 8, 6, 4, 2 ] [2,0,0,0,0,0,0] 66 1 root datum of Lie type 'D6.A1' [ 4, 4, 6, 8, 6, 4, 2 ] [0,2,0,0,0,0,2] 32 1 root datum of Lie type 'D6.A1' [ 2, 4, 6, 8, 6, 4, 2 ] [0,0,2,0,0,0,0] 34 1 root datum of Lie type 'D6.A1' [ 4, 4, 6, 8, 6, 4, 2 ] [0,2,0,0,0,0,2] 32 1 root datum of Lie type 'D6.A1' [ 2, 4, 6, 8, 6, 4, 2 ] [0,0,2,0,0,0,0] 34 1 orbit #6 for G #orbits for (disconnected) Cent(O): 8 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 3, 5, 6, 9, 7, 5, 3 ] [0,1,0,0,0,0,1] 70 1 simply connected root datum of Lie type 'E7' [ 3, 5, 6, 9, 7, 5, 3 ] [0,1,0,0,0,0,1] 70 1 root datum of Lie type 'D6.A1' [ 3, 4, 5, 8, 6, 5, 3 ] [0,0,0,0,0,2,2] 32 1 root datum of Lie type 'D6.A1' [ 3, 5, 6, 9, 7, 5, 2 ] [1,0,0,0,1,0,2] 34 1 root datum of Lie type 'D6.A1' [ 3, 4, 6, 8, 7, 5, 3 ] [0,1,0,0,1,1,0] 36 1 root datum of Lie type 'D6.A1' [ 3, 4, 5, 8, 6, 5, 3 ] [0,0,0,0,0,2,2] 32 1 root datum of Lie type 'D6.A1' [ 3, 5, 6, 9, 7, 5, 2 ] [1,0,0,0,1,0,2] 34 1 root datum of Lie type 'D6.A1' [ 3, 4, 6, 8, 7, 5, 3 ] [0,1,0,0,1,1,0] 36 1 orbit #7 for G #orbits for (disconnected) Cent(O): 8 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 4, 5, 7, 10, 8, 6, 3 ] [1,0,0,0,0,1,0] 76 1 simply connected root datum of Lie type 'E7' [ 4, 5, 7, 10, 8, 6, 3 ] [1,0,0,0,0,1,0] 76 1 root datum of Lie type 'D6.A1' [ 3, 5, 7, 10, 7, 5, 2 ] [0,0,2,0,0,0,2] 36 1 root datum of Lie type 'D6.A1' [ 4, 5, 7, 10, 8, 6, 3 ] [0,1,0,0,1,1,2] 38 1 root datum of Lie type 'D6.A1' [ 3, 5, 7, 10, 8, 5, 3 ] [0,0,1,1,0,0,0] 40 1 root datum of Lie type 'D6.A1' [ 3, 5, 7, 10, 7, 5, 2 ] [0,0,2,0,0,0,2] 36 1 root datum of Lie type 'D6.A1' [ 4, 5, 7, 10, 8, 6, 3 ] [0,1,0,0,1,1,2] 38 1 root datum of Lie type 'D6.A1' [ 3, 5, 7, 10, 8, 5, 3 ] [0,0,1,1,0,0,0] 40 1 orbit #8 for G #orbits for (disconnected) Cent(O): 6 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 4, 6, 8, 12, 9, 6, 3 ] [0,0,0,1,0,0,0] 82 1 simply connected root datum of Lie type 'E7' [ 4, 6, 8, 12, 9, 6, 3 ] [0,0,0,1,0,0,0] 82 1 root datum of Lie type 'D6.A1' [ 3, 6, 7, 10, 8, 5, 3 ] [2,0,0,0,0,0,0] 42 1 root datum of Lie type 'D6.A1' [ 4, 6, 8, 12, 9, 6, 3 ] [0,0,1,1,0,0,2] 42 1 root datum of Lie type 'D6.A1' [ 3, 6, 7, 10, 8, 5, 3 ] [2,0,0,0,0,0,0] 42 1 root datum of Lie type 'D6.A1' [ 4, 6, 8, 12, 9, 6, 3 ] [0,0,1,1,0,0,2] 42 1 orbit #9 for G #orbits for (disconnected) Cent(O): 6 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 6, 7, 10, 14, 11, 8, 4 ] [2,0,0,0,0,1,0] 84 1 simply connected root datum of Lie type 'E7' [ 6, 7, 10, 14, 11, 8, 4 ] [2,0,0,0,0,1,0] 84 1 root datum of Lie type 'D6.A1' [ 3, 6, 9, 12, 10, 7, 3 ] [0,0,2,0,2,0,0] 36 1 root datum of Lie type 'D6.A1' [ 4, 7, 10, 14, 11, 7, 4 ] [0,0,2,1,0,0,0] 44 1 root datum of Lie type 'D6.A1' [ 3, 6, 9, 12, 10, 7, 3 ] [0,0,2,0,2,0,0] 36 1 root datum of Lie type 'D6.A1' [ 4, 7, 10, 14, 11, 7, 4 ] [0,0,2,1,0,0,0] 44 1 orbit #10 for G #orbits for (disconnected) Cent(O): 4 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 4, 6, 8, 12, 10, 8, 4 ] [0,0,0,0,0,2,0] 84 1 simply connected root datum of Lie type 'E7' [ 4, 6, 8, 12, 10, 8, 4 ] [0,0,0,0,0,2,0] 84 1 root datum of Lie type 'D6.A1' [ 4, 6, 8, 12, 10, 6, 4 ] [0,0,0,2,0,0,0] 44 1 root datum of Lie type 'D6.A1' [ 4, 6, 8, 12, 10, 6, 4 ] [0,0,0,2,0,0,0] 44 1 orbit #11 for G #orbits for (disconnected) Cent(O): 4 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 4, 7, 8, 12, 9, 6, 3 ] [0,2,0,0,0,0,0] 84 1 simply connected root datum of Lie type 'E7' [ 4, 7, 8, 12, 9, 6, 3 ] [0,2,0,0,0,0,0] 84 1 root datum of Lie type 'D6.A1' [ 4, 7, 8, 12, 9, 6, 3 ] [2,0,0,0,0,0,2] 44 1 root datum of Lie type 'D6.A1' [ 4, 7, 8, 12, 9, 6, 3 ] [2,0,0,0,0,0,2] 44 1 orbit #12 for G #orbits for (disconnected) Cent(O): 6 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 6, 7, 10, 14, 11, 8, 5 ] [2,0,0,0,0,0,2] 86 1 simply connected root datum of Lie type 'E7' [ 6, 7, 10, 14, 11, 8, 5 ] [2,0,0,0,0,0,2] 86 1 root datum of Lie type 'D6.A1' [ 4, 7, 10, 14, 11, 8, 3 ] [0,0,2,0,2,0,2] 38 1 root datum of Lie type 'D6.A1' [ 4, 7, 10, 14, 11, 8, 5 ] [0,0,2,0,0,2,0] 46 1 root datum of Lie type 'D6.A1' [ 4, 7, 10, 14, 11, 8, 3 ] [0,0,2,0,2,0,2] 38 1 root datum of Lie type 'D6.A1' [ 4, 7, 10, 14, 11, 8, 5 ] [0,0,2,0,0,2,0] 46 1 orbit #13 for G #orbits for (disconnected) Cent(O): 4 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 5, 7, 10, 14, 11, 8, 4 ] [0,0,1,0,0,1,0] 90 1 simply connected root datum of Lie type 'E7' [ 5, 7, 10, 14, 11, 8, 4 ] [0,0,1,0,0,1,0] 90 1 root datum of Lie type 'D6.A1' [ 5, 7, 9, 14, 11, 7, 4 ] [0,0,0,2,0,0,2] 46 1 root datum of Lie type 'D6.A1' [ 5, 7, 9, 14, 11, 7, 4 ] [0,0,0,2,0,0,2] 46 1 orbit #14 for G #orbits for (disconnected) Cent(O): 8 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 6, 8, 11, 16, 12, 8, 4 ] [1,0,0,1,0,0,0] 92 1 simply connected root datum of Lie type 'E7' [ 6, 8, 11, 16, 12, 8, 4 ] [1,0,0,1,0,0,0] 92 1 root datum of Lie type 'D6.A1' [ 4, 7, 10, 14, 12, 8, 4 ] [0,0,1,1,2,0,0] 44 1 root datum of Lie type 'D6.A1' [ 5, 7, 11, 14, 11, 7, 4 ] [0,2,2,0,0,0,0] 46 1 root datum of Lie type 'D6.A1' [ 5, 8, 11, 16, 12, 8, 4 ] [0,0,2,1,0,0,2] 46 1 root datum of Lie type 'D6.A1' [ 4, 7, 10, 14, 12, 8, 4 ] [0,0,1,1,2,0,0] 44 1 root datum of Lie type 'D6.A1' [ 5, 7, 11, 14, 11, 7, 4 ] [0,2,2,0,0,0,0] 46 1 root datum of Lie type 'D6.A1' [ 5, 8, 11, 16, 12, 8, 4 ] [0,0,2,1,0,0,2] 46 1 orbit #15 for G #orbits for (disconnected) Cent(O): 6 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 6, 8, 12, 16, 12, 8, 4 ] [0,0,2,0,0,0,0] 94 1 simply connected root datum of Lie type 'E7' [ 6, 8, 12, 16, 12, 8, 4 ] [0,0,2,0,0,0,0] 94 1 root datum of Lie type 'D6.A1' [ 4, 8, 10, 14, 12, 8, 4 ] [2,0,0,0,2,0,0] 46 1 root datum of Lie type 'D6.A1' [ 6, 8, 12, 16, 12, 8, 4 ] [0,2,2,0,0,0,2] 48 1 root datum of Lie type 'D6.A1' [ 4, 8, 10, 14, 12, 8, 4 ] [2,0,0,0,2,0,0] 46 1 root datum of Lie type 'D6.A1' [ 6, 8, 12, 16, 12, 8, 4 ] [0,2,2,0,0,0,2] 48 1 orbit #16 for G #orbits for (disconnected) Cent(O): 8 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 6, 8, 11, 16, 13, 9, 5 ] [1,0,0,0,1,0,1] 94 1 simply connected root datum of Lie type 'E7' [ 6, 8, 11, 16, 13, 9, 5 ] [1,0,0,0,1,0,1] 94 1 root datum of Lie type 'D6.A1' [ 5, 8, 11, 16, 13, 9, 4 ] [0,0,1,1,2,0,2] 46 1 root datum of Lie type 'D6.A1' [ 5, 8, 11, 15, 12, 8, 5 ] [1,1,1,0,0,1,0] 48 1 root datum of Lie type 'D6.A1' [ 5, 8, 11, 16, 12, 9, 5 ] [0,0,2,0,0,2,2] 48 1 root datum of Lie type 'D6.A1' [ 5, 8, 11, 16, 13, 9, 4 ] [0,0,1,1,2,0,2] 46 1 root datum of Lie type 'D6.A1' [ 5, 8, 11, 15, 12, 8, 5 ] [1,1,1,0,0,1,0] 48 1 root datum of Lie type 'D6.A1' [ 5, 8, 11, 16, 12, 9, 5 ] [0,0,2,0,0,2,2] 48 1 orbit #17 for G #orbits for (disconnected) Cent(O): 4 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 10, 12, 18, 24, 18, 12, 6 ] [2,0,2,0,0,0,0] 96 1 simply connected root datum of Lie type 'E7' [ 10, 12, 18, 24, 18, 12, 6 ] [2,0,2,0,0,0,0] 96 1 root datum of Lie type 'D6.A1' [ 6, 12, 16, 22, 18, 12, 6 ] [2,0,2,0,2,0,0] 48 1 root datum of Lie type 'D6.A1' [ 6, 12, 16, 22, 18, 12, 6 ] [2,0,2,0,2,0,0] 48 1 orbit #18 for G #orbits for (disconnected) Cent(O): 8 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 6, 9, 12, 17, 13, 9, 5 ] [0,1,1,0,0,0,1] 96 1 simply connected root datum of Lie type 'E7' [ 6, 9, 12, 17, 13, 9, 5 ] [0,1,1,0,0,0,1] 96 1 root datum of Lie type 'D6.A1' [ 5, 8, 11, 15, 13, 9, 5 ] [1,1,0,0,2,1,0] 48 1 root datum of Lie type 'D6.A1' [ 5, 9, 11, 16, 13, 9, 4 ] [2,0,0,0,2,0,2] 48 1 root datum of Lie type 'D6.A1' [ 6, 9, 12, 17, 13, 9, 5 ] [1,1,1,0,0,1,2] 50 1 root datum of Lie type 'D6.A1' [ 5, 8, 11, 15, 13, 9, 5 ] [1,1,0,0,2,1,0] 48 1 root datum of Lie type 'D6.A1' [ 5, 9, 11, 16, 13, 9, 4 ] [2,0,0,0,2,0,2] 48 1 root datum of Lie type 'D6.A1' [ 6, 9, 12, 17, 13, 9, 5 ] [1,1,1,0,0,1,2] 50 1 orbit #19 for G #orbits for (disconnected) Cent(O): 6 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 6, 9, 12, 18, 14, 10, 5 ] [0,0,0,1,0,1,0] 98 1 simply connected root datum of Lie type 'E7' [ 6, 9, 12, 18, 14, 10, 5 ] [0,0,0,1,0,1,0] 98 1 root datum of Lie type 'D6.A1' [ 5, 8, 11, 16, 14, 9, 5 ] [0,0,0,2,2,0,0] 50 1 root datum of Lie type 'D6.A1' [ 6, 9, 12, 17, 14, 10, 5 ] [1,1,0,0,2,1,2] 50 1 root datum of Lie type 'D6.A1' [ 5, 8, 11, 16, 14, 9, 5 ] [0,0,0,2,2,0,0] 50 1 root datum of Lie type 'D6.A1' [ 6, 9, 12, 17, 14, 10, 5 ] [1,1,0,0,2,1,2] 50 1 orbit #20 for G #orbits for (disconnected) Cent(O): 4 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 8, 10, 14, 20, 16, 12, 6 ] [2,0,0,0,0,2,0] 100 1 simply connected root datum of Lie type 'E7' [ 8, 10, 14, 20, 16, 12, 6 ] [2,0,0,0,0,2,0] 100 1 root datum of Lie type 'D6.A1' [ 6, 10, 14, 20, 16, 10, 6 ] [0,0,2,2,0,0,0] 52 1 root datum of Lie type 'D6.A1' [ 6, 10, 14, 20, 16, 10, 6 ] [0,0,2,2,0,0,0] 52 1 orbit #21 for G #orbits for (disconnected) Cent(O): 4 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 6, 9, 12, 18, 15, 10, 5 ] [0,0,0,0,2,0,0] 100 1 simply connected root datum of Lie type 'E7' [ 6, 9, 12, 18, 15, 10, 5 ] [0,0,0,0,2,0,0] 100 1 root datum of Lie type 'D6.A1' [ 6, 9, 12, 18, 15, 10, 5 ] [0,0,0,2,2,0,2] 52 1 root datum of Lie type 'D6.A1' [ 6, 9, 12, 18, 15, 10, 5 ] [0,0,0,2,2,0,2] 52 1 orbit #22 for G #orbits for (disconnected) Cent(O): 6 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 10, 13, 18, 25, 19, 13, 7 ] [2,1,1,0,0,0,1] 102 1 simply connected root datum of Lie type 'E7' [ 10, 13, 18, 25, 19, 13, 7 ] [2,1,1,0,0,0,1] 102 1 root datum of Lie type 'D6.A1' [ 7, 13, 17, 24, 19, 13, 6 ] [2,0,2,0,2,0,2] 50 1 root datum of Lie type 'D6.A1' [ 7, 12, 17, 23, 19, 13, 7 ] [1,1,2,0,2,1,0] 52 1 root datum of Lie type 'D6.A1' [ 7, 13, 17, 24, 19, 13, 6 ] [2,0,2,0,2,0,2] 50 1 root datum of Lie type 'D6.A1' [ 7, 12, 17, 23, 19, 13, 7 ] [1,1,2,0,2,1,0] 52 1 orbit #23 for G #orbits for (disconnected) Cent(O): 4 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 10, 13, 18, 26, 21, 16, 9 ] [2,0,0,0,0,2,2] 102 1 simply connected root datum of Lie type 'E7' [ 10, 13, 18, 26, 21, 16, 9 ] [2,0,0,0,0,2,2] 102 1 root datum of Lie type 'D6.A1' [ 8, 13, 18, 26, 21, 14, 9 ] [0,0,2,2,0,2,0] 54 1 root datum of Lie type 'D6.A1' [ 8, 13, 18, 26, 21, 14, 9 ] [0,0,2,2,0,2,0] 54 1 orbit #24 for G #orbits for (disconnected) Cent(O): 4 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 8, 11, 15, 22, 17, 12, 6 ] [1,0,0,1,0,1,0] 104 1 simply connected root datum of Lie type 'E7' [ 8, 11, 15, 22, 17, 12, 6 ] [1,0,0,1,0,1,0] 104 1 root datum of Lie type 'D6.A1' [ 7, 11, 15, 22, 17, 11, 6 ] [0,0,2,2,0,0,2] 54 1 root datum of Lie type 'D6.A1' [ 7, 11, 15, 22, 17, 11, 6 ] [0,0,2,2,0,0,2] 54 1 orbit #25 for G #orbits for (disconnected) Cent(O): 6 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 10, 13, 18, 26, 20, 14, 7 ] [2,0,0,1,0,1,0] 106 1 simply connected root datum of Lie type 'E7' [ 10, 13, 18, 26, 20, 14, 7 ] [2,0,0,1,0,1,0] 106 1 root datum of Lie type 'D6.A1' [ 7, 12, 17, 24, 20, 13, 7 ] [0,0,2,2,2,0,0] 54 1 root datum of Lie type 'D6.A1' [ 8, 13, 18, 25, 20, 14, 7 ] [1,1,2,0,2,1,2] 54 1 root datum of Lie type 'D6.A1' [ 7, 12, 17, 24, 20, 13, 7 ] [0,0,2,2,2,0,0] 54 1 root datum of Lie type 'D6.A1' [ 8, 13, 18, 25, 20, 14, 7 ] [1,1,2,0,2,1,2] 54 1 orbit #26 for G #orbits for (disconnected) Cent(O): 2 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 8, 12, 16, 24, 18, 12, 6 ] [0,0,0,2,0,0,0] 106 1 simply connected root datum of Lie type 'E7' [ 8, 12, 16, 24, 18, 12, 6 ] [0,0,0,2,0,0,0] 106 1 orbit #27 for G #orbits for (disconnected) Cent(O): 4 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 10, 14, 19, 28, 22, 16, 8 ] [1,0,0,1,0,2,0] 108 1 simply connected root datum of Lie type 'E7' [ 10, 14, 19, 28, 22, 16, 8 ] [1,0,0,1,0,2,0] 108 1 root datum of Lie type 'D6.A1' [ 9, 13, 19, 26, 21, 13, 8 ] [0,2,2,2,0,0,0] 54 1 root datum of Lie type 'D6.A1' [ 9, 13, 19, 26, 21, 13, 8 ] [0,2,2,2,0,0,0] 54 1 orbit #28 for G #orbits for (disconnected) Cent(O): 4 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 10, 13, 18, 26, 21, 14, 7 ] [2,0,0,0,2,0,0] 108 1 simply connected root datum of Lie type 'E7' [ 10, 13, 18, 26, 21, 14, 7 ] [2,0,0,0,2,0,0] 108 1 root datum of Lie type 'D6.A1' [ 8, 13, 18, 26, 21, 14, 7 ] [0,0,2,2,2,0,2] 56 1 root datum of Lie type 'D6.A1' [ 8, 13, 18, 26, 21, 14, 7 ] [0,0,2,2,2,0,2] 56 1 orbit #29 for G #orbits for (disconnected) Cent(O): 4 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 10, 14, 19, 28, 22, 16, 9 ] [1,0,0,1,0,1,2] 108 1 simply connected root datum of Lie type 'E7' [ 10, 14, 19, 28, 22, 16, 9 ] [1,0,0,1,0,1,2] 108 1 root datum of Lie type 'D6.A1' [ 9, 14, 19, 28, 22, 15, 9 ] [0,0,2,2,0,2,2] 56 1 root datum of Lie type 'D6.A1' [ 9, 14, 19, 28, 22, 15, 9 ] [0,0,2,2,0,2,2] 56 1 orbit #30 for G #orbits for (disconnected) Cent(O): 4 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 10, 14, 20, 28, 22, 16, 8 ] [0,0,2,0,0,2,0] 110 1 simply connected root datum of Lie type 'E7' [ 10, 14, 20, 28, 22, 16, 8 ] [0,0,2,0,0,2,0] 110 1 root datum of Lie type 'D6.A1' [ 10, 14, 20, 28, 22, 14, 8 ] [0,2,2,2,0,0,2] 56 1 root datum of Lie type 'D6.A1' [ 10, 14, 20, 28, 22, 14, 8 ] [0,2,2,2,0,0,2] 56 1 orbit #31 for G #orbits for (disconnected) Cent(O): 4 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 10, 15, 20, 29, 23, 16, 9 ] [0,1,1,0,1,0,2] 110 1 simply connected root datum of Lie type 'E7' [ 10, 15, 20, 29, 23, 16, 9 ] [0,1,1,0,1,0,2] 110 1 root datum of Lie type 'D6.A1' [ 9, 14, 19, 26, 22, 15, 9 ] [2,2,0,0,2,2,0] 56 1 root datum of Lie type 'D6.A1' [ 9, 14, 19, 26, 22, 15, 9 ] [2,2,0,0,2,2,0] 56 1 orbit #32 for G #orbits for (disconnected) Cent(O): 4 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 14, 18, 26, 36, 28, 20, 10 ] [2,0,2,0,0,2,0] 112 1 simply connected root datum of Lie type 'E7' [ 14, 18, 26, 36, 28, 20, 10 ] [2,0,2,0,0,2,0] 112 1 root datum of Lie type 'D6.A1' [ 10, 18, 24, 34, 28, 18, 10 ] [2,0,2,2,2,0,0] 56 1 root datum of Lie type 'D6.A1' [ 10, 18, 24, 34, 28, 18, 10 ] [2,0,2,2,2,0,0] 56 1 orbit #33 for G #orbits for (disconnected) Cent(O): 4 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 10, 15, 20, 30, 23, 16, 9 ] [0,0,0,2,0,0,2] 112 1 simply connected root datum of Lie type 'E7' [ 10, 15, 20, 30, 23, 16, 9 ] [0,0,0,2,0,0,2] 112 1 root datum of Lie type 'D6.A1' [ 10, 15, 20, 28, 23, 16, 9 ] [2,2,0,0,2,2,2] 58 1 root datum of Lie type 'D6.A1' [ 10, 15, 20, 28, 23, 16, 9 ] [2,2,0,0,2,2,2] 58 1 orbit #34 for G #orbits for (disconnected) Cent(O): 4 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 14, 19, 26, 37, 29, 20, 10 ] [2,1,1,0,1,1,0] 114 1 simply connected root datum of Lie type 'E7' [ 14, 19, 26, 37, 29, 20, 10 ] [2,1,1,0,1,1,0] 114 1 root datum of Lie type 'D6.A1' [ 11, 19, 25, 36, 29, 19, 10 ] [2,0,2,2,2,0,2] 58 1 root datum of Lie type 'D6.A1' [ 11, 19, 25, 36, 29, 19, 10 ] [2,0,2,2,2,0,2] 58 1 orbit #35 for G #orbits for (disconnected) Cent(O): 2 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 12, 18, 24, 36, 28, 20, 10 ] [0,0,0,2,0,2,0] 114 1 simply connected root datum of Lie type 'E7' [ 12, 18, 24, 36, 28, 20, 10 ] [0,0,0,2,0,2,0] 114 1 orbit #36 for G #orbits for (disconnected) Cent(O): 4 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 14, 19, 26, 37, 29, 20, 11 ] [2,1,1,0,1,0,2] 114 1 simply connected root datum of Lie type 'E7' [ 14, 19, 26, 37, 29, 20, 11 ] [2,1,1,0,1,0,2] 114 1 root datum of Lie type 'D6.A1' [ 11, 18, 25, 34, 28, 19, 11 ] [2,2,2,0,2,2,0] 58 1 root datum of Lie type 'D6.A1' [ 11, 18, 25, 34, 28, 19, 11 ] [2,2,2,0,2,2,0] 58 1 orbit #37 for G #orbits for (disconnected) Cent(O): 4 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 14, 19, 26, 38, 29, 20, 11 ] [2,0,0,2,0,0,2] 116 1 simply connected root datum of Lie type 'E7' [ 14, 19, 26, 38, 29, 20, 11 ] [2,0,0,2,0,0,2] 116 1 root datum of Lie type 'D6.A1' [ 12, 19, 26, 36, 29, 20, 11 ] [2,2,2,0,2,2,2] 60 1 root datum of Lie type 'D6.A1' [ 12, 19, 26, 36, 29, 20, 11 ] [2,2,2,0,2,2,2] 60 1 orbit #38 for G #orbits for (disconnected) Cent(O): 2 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 16, 22, 30, 44, 34, 24, 12 ] [2,0,0,2,0,2,0] 118 1 simply connected root datum of Lie type 'E7' [ 16, 22, 30, 44, 34, 24, 12 ] [2,0,0,2,0,2,0] 118 1 orbit #39 for G #orbits for (disconnected) Cent(O): 4 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 18, 25, 34, 49, 39, 28, 15 ] [2,1,1,0,1,2,2] 118 1 simply connected root datum of Lie type 'E7' [ 18, 25, 34, 49, 39, 28, 15 ] [2,1,1,0,1,2,2] 118 1 root datum of Lie type 'D6.A1' [ 15, 24, 33, 46, 38, 25, 15 ] [2,2,2,2,2,2,0] 60 1 root datum of Lie type 'D6.A1' [ 15, 24, 33, 46, 38, 25, 15 ] [2,2,2,2,2,2,0] 60 1 orbit #40 for G #orbits for (disconnected) Cent(O): 2 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 22, 30, 42, 60, 46, 32, 16 ] [2,0,2,2,0,2,0] 120 1 simply connected root datum of Lie type 'E7' [ 22, 30, 42, 60, 46, 32, 16 ] [2,0,2,2,0,2,0] 120 1 orbit #41 for G #orbits for (disconnected) Cent(O): 4 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 18, 25, 34, 50, 39, 28, 15 ] [2,0,0,2,0,2,2] 120 1 simply connected root datum of Lie type 'E7' [ 18, 25, 34, 50, 39, 28, 15 ] [2,0,0,2,0,2,2] 120 1 root datum of Lie type 'D6.A1' [ 16, 25, 34, 48, 39, 26, 15 ] [2,2,2,2,2,2,2] 62 1 root datum of Lie type 'D6.A1' [ 16, 25, 34, 48, 39, 26, 15 ] [2,2,2,2,2,2,2] 62 1 orbit #42 for G #orbits for (disconnected) Cent(O): 2 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 22, 31, 42, 60, 47, 32, 17 ] [2,2,2,0,2,0,2] 122 1 simply connected root datum of Lie type 'E7' [ 22, 31, 42, 60, 47, 32, 17 ] [2,2,2,0,2,0,2] 122 1 orbit #43 for G #orbits for (disconnected) Cent(O): 2 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 26, 37, 50, 72, 57, 40, 21 ] [2,2,2,0,2,2,2] 124 1 simply connected root datum of Lie type 'E7' [ 26, 37, 50, 72, 57, 40, 21 ] [2,2,2,0,2,2,2] 124 1 orbit #44 for G #orbits for (disconnected) Cent(O): 2 K_0 H diagram dim mult simply connected root datum of Lie type 'E7' [ 34, 49, 66, 96, 75, 52, 27 ] [2,2,2,2,2,2,2] 126 1 simply connected root datum of Lie type 'E7' [ 34, 49, 66, 96, 75, 52, 27 ] [2,2,2,2,2,2,2] 126 1 orbit |packet| 17 2 22 2 25 2 32 2 34 2 36 1 39 2 40 2 41 2 42 3 43 1 44 2 Total 23 *: dual(cell) contains an Aq(lambda) orbit# block# cell# parameters 17 0 0 1 17 1 0 1 22 0 1 1 22 0 2 1 25 0 1 2 32 0 1 1 32 1 1 1 34 0 4 1 34 0 5 1 36 0 5 1 39 0 6 1 39 0 7 1 40 0 2 1 40 1 2 1 41 0 11 2 42 0 10 1 42 0 12 1 42 0 13 1 43 0 14 1 44 0 15 1 44 0 16 1 Total 23 orbit# block# cell# parameters inf. char. 17 0 0 final parameter(x=121,lambda=[10,13,18,24,19,12,7]/2,nu=[0,0,0,0,0,0,0]/1)(I) [ 5, 6, 9, 12, 9, 6, 3 ]/1 17 1 0 final parameter(x=121,lambda=[10,13,18,24,19,12,9]/2,nu=[0,0,0,0,0,0,0]/1)(I) [ 5, 6, 9, 12, 9, 6, 3 ]/1 22 0 1 final parameter(x=434,lambda=[10,17,18,30,23,18,11]/2,nu=[0,1,0,1,1,1,1]/2)(I) [ 10, 13, 18, 25, 19, 13, 7 ]/2 22 0 2 final parameter(x=434,lambda=[10,19,18,32,25,20,13]/2,nu=[0,1,0,1,1,1,1]/2)(I) [ 10, 13, 18, 25, 19, 13, 7 ]/2 25 0 1 final parameter(x=528,lambda=[10,17,18,36,31,24,13]/2,nu=[0,1,0,2,2,2,1]/2)(I) [ 10, 13, 18, 26, 20, 14, 7 ]/2 25 0 1 final parameter(x=528,lambda=[10,17,18,34,29,22,11]/2,nu=[0,1,0,2,2,2,1]/2)(I) [ 10, 13, 18, 26, 20, 14, 7 ]/2 32 0 1 final parameter(x=1239,lambda=[24,29,46,56,43,30,15]/2,nu=[4,4,8,8,6,4,2]/1)(I) [ 7, 9, 13, 18, 14, 10, 5 ]/1 32 1 1 final parameter(x=1239,lambda=[26,31,50,60,45,32,17]/2,nu=[4,4,8,8,6,4,2]/1)(I) [ 7, 9, 13, 18, 14, 10, 5 ]/1 34 0 4 final parameter(x=1384,lambda=[30,37,58,78,63,36,19]/2,nu=[8,9,16,21,17,8,4]/2)(I) [ 14, 19, 26, 37, 29, 20, 10 ]/2 34 0 5 final parameter(x=1384,lambda=[28,35,54,74,59,34,17]/2,nu=[8,9,16,21,17,8,4]/2)(I) [ 14, 19, 26, 37, 29, 20, 10 ]/2 36 0 5 final parameter(x=1095,lambda=[20,31,38,58,41,26,17]/2,nu=[5,10,10,15,10,5,5]/2)(I) [ 14, 19, 26, 37, 29, 20, 11 ]/2 39 0 6 final parameter(x=1595,lambda=[34,43,60,84,63,44,23]/2,nu=[18,19,28,37,27,18,9]/2)(I) [ 18, 25, 34, 49, 39, 28, 15 ]/2 39 0 7 final parameter(x=1595,lambda=[38,47,66,92,69,48,25]/2,nu=[18,19,28,37,27,18,9]/2)(I) [ 18, 25, 34, 49, 39, 28, 15 ]/2 40 0 2 final parameter(x=1631,lambda=[34,47,66,96,77,56,29]/2,nu=[8,12,16,24,20,16,8]/1)(I) [ 11, 15, 21, 30, 23, 16, 8 ]/1 40 1 2 final parameter(x=1631,lambda=[32,45,62,90,71,52,27]/2,nu=[8,12,16,24,20,16,8]/1)(I) [ 11, 15, 21, 30, 23, 16, 8 ]/1 41 0 11 final parameter(x=1558,lambda=[38,45,66,92,69,48,25]/2,nu=[18,19,28,38,27,18,9]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 41 0 11 final parameter(x=1558,lambda=[42,49,72,100,75,52,27]/2,nu=[18,19,28,38,27,18,9]/2) [ 18, 25, 34, 50, 39, 28, 15 ]/2 42 0 10 final parameter(x=1267,lambda=[26,39,50,72,59,40,23]/2,nu=[9,18,18,27,27,18,10]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 42 0 12 final parameter(x=1635,lambda=[32,47,62,90,73,50,29]/2,nu=[16,25,32,48,41,26,17]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 42 0 13 final parameter(x=1635,lambda=[34,51,66,96,79,54,31]/2,nu=[16,25,32,48,41,26,17]/2) [ 22, 31, 42, 60, 47, 32, 17 ]/2 43 0 14 final parameter(x=1645,lambda=[34,47,64,90,71,50,27]/2,nu=[26,31,44,57,44,31,18]/2) [ 26, 37, 50, 72, 57, 40, 21 ]/2 44 0 15 final parameter(x=1665,lambda=[34,49,66,96,75,52,27]/2,nu=[34,43,60,86,69,52,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 44 0 16 final parameter(x=1665,lambda=[38,53,72,104,81,56,29]/2,nu=[34,43,60,86,69,52,27]/2) [ 34, 49, 66, 96, 75, 52, 27 ]/2 Total 23 Induced 15 set parameters=[ parameter(G,121,[ 10, 13, 18, 24, 19, 12, 7 ]/2,[ 0, 0, 0, 0, 0, 0, 0 ]/1), parameter(G,121,[ 10, 13, 18, 24, 19, 12, 9 ]/2,[ 0, 0, 0, 0, 0, 0, 0 ]/1), parameter(G,434,[ 10, 17, 18, 30, 23, 18, 11 ]/2,[ 0, 1, 0, 1, 1, 1, 1 ]/2), parameter(G,434,[ 10, 19, 18, 32, 25, 20, 13 ]/2,[ 0, 1, 0, 1, 1, 1, 1 ]/2), parameter(G,528,[ 10, 17, 18, 36, 31, 24, 13 ]/2,[ 0, 1, 0, 2, 2, 2, 1 ]/2), parameter(G,528,[ 10, 17, 18, 34, 29, 22, 11 ]/2,[ 0, 1, 0, 2, 2, 2, 1 ]/2), parameter(G,1239,[ 24, 29, 46, 56, 43, 30, 15 ]/2,[ 4, 4, 8, 8, 6, 4, 2 ]/1), parameter(G,1239,[ 26, 31, 50, 60, 45, 32, 17 ]/2,[ 4, 4, 8, 8, 6, 4, 2 ]/1), parameter(G,1384,[ 30, 37, 58, 78, 63, 36, 19 ]/2,[ 8, 9, 16, 21, 17, 8, 4 ]/2), parameter(G,1384,[ 28, 35, 54, 74, 59, 34, 17 ]/2,[ 8, 9, 16, 21, 17, 8, 4 ]/2), parameter(G,1095,[ 20, 31, 38, 58, 41, 26, 17 ]/2,[ 5, 10, 10, 15, 10, 5, 5 ]/2), parameter(G,1595,[ 34, 43, 60, 84, 63, 44, 23 ]/2,[ 18, 19, 28, 37, 27, 18, 9 ]/2), parameter(G,1595,[ 38, 47, 66, 92, 69, 48, 25 ]/2,[ 18, 19, 28, 37, 27, 18, 9 ]/2), parameter(G,1631,[ 34, 47, 66, 96, 77, 56, 29 ]/2,[ 8, 12, 16, 24, 20, 16, 8 ]/1), parameter(G,1631,[ 32, 45, 62, 90, 71, 52, 27 ]/2,[ 8, 12, 16, 24, 20, 16, 8 ]/1), parameter(G,1558,[ 38, 45, 66, 92, 69, 48, 25 ]/2,[ 18, 19, 28, 38, 27, 18, 9 ]/2), parameter(G,1558,[ 42, 49, 72, 100, 75, 52, 27 ]/2,[ 18, 19, 28, 38, 27, 18, 9 ]/2), parameter(G,1267,[ 26, 39, 50, 72, 59, 40, 23 ]/2,[ 9, 18, 18, 27, 27, 18, 10 ]/2), parameter(G,1635,[ 32, 47, 62, 90, 73, 50, 29 ]/2,[ 16, 25, 32, 48, 41, 26, 17 ]/2), parameter(G,1635,[ 34, 51, 66, 96, 79, 54, 31 ]/2,[ 16, 25, 32, 48, 41, 26, 17 ]/2), parameter(G,1645,[ 34, 47, 64, 90, 71, 50, 27 ]/2,[ 26, 31, 44, 57, 44, 31, 18 ]/2), parameter(G,1665,[ 34, 49, 66, 96, 75, 52, 27 ]/2,[ 34, 43, 60, 86, 69, 52, 27 ]/2), parameter(G,1665,[ 38, 53, 72, 104, 81, 56, 29 ]/2,[ 34, 43, 60, 86, 69, 52, 27 ]/2) ]