E6:
E6:(27)
E6:10(27)
E6:11(27)
E6:2(27)
E6:3(27)
E6:3(27)+3(78)
E6:4(27)
E6:4(78)
E6:5(27)
E6:6(27)
E6:6(27)+2(78)
E6:7(27)
E6:8(27)
E6:8(27)+(78)
E6:9(27)
E6:9(27)+(78)
E7:
E7:(56)
E7:2(56)
E7:3(56)
E7:4(56)
E7:4(56)+(133)
E7:5(56)
E7:6(56)
E8:
F4:
F4:(26)
F4:(26)+5(52)
F4:10(26)
F4:11(26)
F4:2(26)
F4:3(26)
F4:3(26)+4(52)
F4:4(26)
F4:5(26)
F4:5(26)+3(52)
F4:6(26)
F4:7(26)
F4:7(26)+2(52)
F4:8(26)
F4:8(26)+(52)
F4:9(26)
F4:9(26)+(52)
SO(10):2(10)
SO(11):3(11)
SO(12):4(12)
SO(13):5(13)
SO(14):6(14)
SO(15):7(15)
SO(16):8(16)
SO(17):9(17)
SO(18):10(18)
SO(19):11(19)
SO(20):12(20)
SO(21):13(21)
SO(22):14(22)
SO(23):15(23)
SO(24):16(24)
SO(25):17(25)
SO(26):18(26)
SO(27):19(27)
SO(28):20(28)
SO(29):21(29)
SO(30):22(30)
SU(10):10(10)+5(45)
SU(10):12(10)+4(45)
SU(10):14(10)+3(45)
SU(10):16(10)+2(45)
SU(10):18(10)+(45)
SU(10):2(10)+(55)
SU(10):20(10)
SU(11):10(11)+4(55)
SU(11):13(11)+3(55)
SU(11):16(11)+2(55)
SU(11):19(11)+(55)
SU(11):22(11)
SU(11):3(11)+(66)
SU(11):7(11)+5(55)
SU(12):12(12)+3(66)
SU(12):16(12)+2(66)
SU(12):20(12)+(66)
SU(12):24(12)
SU(12):4(12)+(78)
SU(12):4(12)+5(66)
SU(12):8(12)+4(66)
SU(13):(13)+5(78)
SU(13):11(13)+3(78)
SU(13):16(13)+2(78)
SU(13):21(13)+(78)
SU(13):26(13)
SU(13):5(13)+(91)
SU(13):6(13)+4(78)
SU(14):10(14)+3(91)
SU(14):16(14)+2(91)
SU(14):22(14)+(91)
SU(14):28(14)
SU(14):4(14)+4(91)
SU(14):6(14)+(105)
SU(15):16(15)+2(105)
SU(15):2(15)+4(105)
SU(15):23(15)+(105)
SU(15):30(15)
SU(15):7(15)+(120)
SU(15):9(15)+3(105)
SU(16):16(16)+2(120)
SU(16):4(120)
SU(16):8(16)+(136)
SU(16):8(16)+3(120)
SU(17):7(17)+3(136)
SU(17):9(17)+(153)
SU(18):10(18)+(171)
SU(18):6(18)+3(153)
SU(19):11(19)+(190)
SU(20):12(20)+(210)
SU(21):13(21)+(231)
SU(22):14(22)+(253)
SU(23):15(23)+(276)
SU(24):16(24)+(300)
SU(25):17(25)+(325)
SU(26):18(26)+(351)
SU(27):19(27)+(378)
SU(28):20(28)+(406)
SU(29):21(29)+(435)
SU(30):22(30)+(465)
E6xE6:(27,1)+11(1,27)
E6xE6:(27,1)+2(1,27)+4(1,78)
E6xE6:10(27,1)+2(1,27)
E6xE6:12(1,27)
E6xE6:2(27,1)+4(1,27)+3(1,78)
E6xE6:2(27,1)+7(1,27)
E6xE6:2(27,1)+9(1,27)+(1,78)
E6xE6:3(27,1)+6(1,27)+2(1,78)
E6xE6:3(27,1)+9(1,27)
E6xE6:4(27,1)+8(1,27)
E6xE6:5(1,78)
E6xE6:5(27,1)+7(1,27)
E6xE6:6(27,1)+6(1,27)
E6xE7:10(27,1)+2(1,56)
E6xE7:12(27,1)+(1,56)
E6xE7:14(27,1)
E6xE7:2(27,1)+3(1,133)
E6xE7:2(27,1)+6(1,56)
E6xE7:4(27,1)+3(78,1)+2(1,56)
E6xE7:4(27,1)+5(1,56)
E6xE7:5(78,1)+(1,56)
E6xE7:6(27,1)+4(1,56)
E6xE7:7(1,56)
E6xE7:7(27,1)+2(1,56)
E6xE7:8(27,1)+3(1,56)
E6xE7:9(27,1)+(78,1)+2(1,56)
E6xE8:18(27,1)
E6xE8:9(27,1)+4(78,1)
E6xF4:(27,1)+10(1,26)
E6xF4:(27,1)+5(1,26)+4(1,52)
E6xF4:10(27,1)+(1,26)
E6xF4:10(27,1)+4(1,26)
E6xF4:11(1,26)
E6xF4:11(27,1)
E6xF4:2(27,1)+4(78,1)
E6xF4:2(27,1)+6(1,26)
E6xF4:2(27,1)+6(1,26)+3(1,52)
E6xF4:2(27,1)+6(1,52)
E6xF4:2(27,1)+9(1,26)
E6xF4:2(27,1)+9(1,26)+(1,52)
E6xF4:3(27,1)+7(1,26)+2(1,52)
E6xF4:3(27,1)+8(1,26)
E6xF4:4(1,26)+5(1,52)
E6xF4:4(27,1)+3(78,1)+(1,26)
E6xF4:4(27,1)+7(1,26)
E6xF4:4(27,1)+8(1,26)+(1,52)
E6xF4:5(27,1)+6(1,26)
E6xF4:5(27,1)+9(1,26)
E6xF4:6(27,1)+2(78,1)+2(1,26)
E6xF4:6(27,1)+5(1,26)
E6xF4:7(27,1)+(1,26)
E6xF4:7(27,1)+4(1,26)
E6xF4:8(27,1)+(78,1)+3(1,26)
E6xF4:8(27,1)+3(1,26)
E6xF4:9(27,1)+(78,1)+(1,26)
E6xF4:9(27,1)+2(1,26)
E6xSO(10):10(27,1)+2(1,10)
E6xSO(10):4(27,1)+3(78,1)+2(1,10)
E6xSO(10):7(27,1)+2(1,10)
E6xSO(10):9(27,1)+(78,1)+2(1,10)
E6xSO(11):10(27,1)+3(1,11)
E6xSO(11):4(27,1)+3(78,1)+3(1,11)
E6xSO(11):7(27,1)+3(1,11)
E6xSO(11):9(27,1)+(78,1)+3(1,11)
E6xSO(12):10(27,1)+4(1,12)
E6xSO(12):7(27,1)+4(1,12)
E6xSO(12):9(27,1)+(78,1)+4(1,12)
E6xSO(13):10(27,1)+5(1,13)
E6xSO(13):7(27,1)+5(1,13)
E6xSO(13):9(27,1)+(78,1)+5(1,13)
E6xSO(14):10(27,1)+6(1,14)
E6xSO(14):7(27,1)+6(1,14)
E6xSO(14):9(27,1)+(78,1)+6(1,14)
E6xSO(15):10(27,1)+7(1,15)
E6xSO(15):7(27,1)+7(1,15)
E6xSO(15):9(27,1)+(78,1)+7(1,15)
E6xSO(16):10(27,1)+8(1,16)
E6xSO(16):7(27,1)+8(1,16)
E6xSO(17):10(27,1)+9(1,17)
E6xSO(17):7(27,1)+9(1,17)
E6xSO(18):10(27,1)+10(1,18)
E6xSO(18):7(27,1)+10(1,18)
E6xSO(19):10(27,1)+11(1,19)
E6xSO(19):7(27,1)+11(1,19)
E6xSO(20):10(27,1)+12(1,20)
E6xSO(20):7(27,1)+12(1,20)
E6xSO(21):7(27,1)+13(1,21)
E6xSO(22):7(27,1)+14(1,22)
E6xSO(23):7(27,1)+15(1,23)
E6xSO(24):7(27,1)+16(1,24)
E6xSO(25):7(27,1)+17(1,25)
E6xSU(10):(27,1)+6(1,10)+7(1,45)
E6xSU(10):10(27,1)+2(1,10)+(1,55)
E6xSU(10):2(27,1)+14(1,10)+3(1,45)
E6xSU(10):2(27,1)+8(1,10)+6(1,45)
E6xSU(10):3(27,1)+10(1,10)+5(1,45)
E6xSU(10):4(1,10)+8(1,45)
E6xSU(10):4(27,1)+12(1,10)+4(1,45)
E6xSU(10):4(27,1)+3(78,1)+2(1,10)+(1,55)
E6xSU(10):5(27,1)+14(1,10)+3(1,45)
E6xSU(10):6(27,1)+16(1,10)+2(1,45)
E6xSU(10):7(27,1)+18(1,10)+(1,45)
E6xSU(10):7(27,1)+2(1,10)+(1,55)
E6xSU(10):8(27,1)+20(1,10)
E6xSU(10):9(27,1)+(78,1)+2(1,10)+(1,55)
E6xSU(11):(27,1)+(1,11)+7(1,55)
E6xSU(11):10(27,1)+3(1,11)+(1,66)
E6xSU(11):2(27,1)+13(1,11)+3(1,55)
E6xSU(11):2(27,1)+4(1,11)+6(1,55)
E6xSU(11):3(27,1)+7(1,11)+5(1,55)
E6xSU(11):4(27,1)+10(1,11)+4(1,55)
E6xSU(11):4(27,1)+3(78,1)+3(1,11)+(1,66)
E6xSU(11):7(27,1)+3(1,11)+(1,66)
E6xSU(11):9(27,1)+(78,1)+3(1,11)+(1,66)
E6xSU(12):10(27,1)+4(1,12)+(1,78)
E6xSU(12):2(27,1)+12(1,12)+3(1,66)
E6xSU(12):2(27,1)+6(1,66)
E6xSU(12):3(27,1)+4(1,12)+5(1,66)
E6xSU(12):7(27,1)+4(1,12)+(1,78)
E6xSU(12):9(27,1)+(78,1)+4(1,12)+(1,78)
E6xSU(13):10(27,1)+5(1,13)+(1,91)
E6xSU(13):2(27,1)+11(1,13)+3(1,78)
E6xSU(13):3(27,1)+(1,13)+5(1,78)
E6xSU(13):7(27,1)+5(1,13)+(1,91)
E6xSU(13):9(27,1)+(78,1)+5(1,13)+(1,91)
E6xSU(14):10(27,1)+6(1,14)+(1,105)
E6xSU(14):2(27,1)+10(1,14)+3(1,91)
E6xSU(14):7(27,1)+6(1,14)+(1,105)
E6xSU(14):9(27,1)+(78,1)+6(1,14)+(1,105)
E6xSU(15):10(27,1)+7(1,15)+(1,120)
E6xSU(15):2(27,1)+9(1,15)+3(1,105)
E6xSU(15):7(27,1)+7(1,15)+(1,120)
E6xSU(15):9(27,1)+(78,1)+7(1,15)+(1,120)
E6xSU(16):10(27,1)+8(1,16)+(1,136)
E6xSU(16):2(27,1)+8(1,16)+3(1,120)
E6xSU(16):7(27,1)+8(1,16)+(1,136)
E6xSU(17):10(27,1)+9(1,17)+(1,153)
E6xSU(17):2(27,1)+7(1,17)+3(1,136)
E6xSU(17):7(27,1)+9(1,17)+(1,153)
E6xSU(18):10(27,1)+10(1,18)+(1,171)
E6xSU(18):2(27,1)+6(1,18)+3(1,153)
E6xSU(18):7(27,1)+10(1,18)+(1,171)
E6xSU(19):10(27,1)+11(1,19)+(1,190)
E6xSU(19):2(27,1)+5(1,19)+3(1,171)
E6xSU(19):7(27,1)+11(1,19)+(1,190)
E6xSU(20):10(27,1)+12(1,20)+(1,210)
E6xSU(20):2(27,1)+4(1,20)+3(1,190)
E6xSU(20):7(27,1)+12(1,20)+(1,210)
E6xSU(21):2(27,1)+3(1,21)+3(1,210)
E6xSU(21):7(27,1)+13(1,21)+(1,231)
E6xSU(22):2(27,1)+2(1,22)+3(1,231)
E6xSU(22):7(27,1)+14(1,22)+(1,253)
E6xSU(23):2(27,1)+(1,23)+3(1,253)
E6xSU(23):7(27,1)+15(1,23)+(1,276)
E6xSU(24):2(27,1)+3(1,276)
E6xSU(24):7(27,1)+16(1,24)+(1,300)
E6xSU(25):7(27,1)+17(1,25)+(1,325)
E6xSp(10):2(27,1)+4(1,20)+2(1,189)
E6xSp(11):2(27,1)+2(1,22)+2(1,230)
E6xSp(12):2(27,1)+2(1,275)
E7xE7:(56,1)+7(1,56)
E7xE7:2(56,1)+6(1,56)
E7xE7:3(56,1)+5(1,56)
E7xE7:4(56,1)+4(1,56)
E7xE7:8(1,56)
E7xE8:10(56,1)
E7xF4:(56,1)+11(1,26)
E7xF4:(56,1)+4(1,26)+5(1,52)
E7xF4:13(1,26)
E7xF4:2(1,26)+7(1,52)
E7xF4:2(56,1)+6(1,26)
E7xF4:2(56,1)+6(1,26)+3(1,52)
E7xF4:2(56,1)+6(1,52)
E7xF4:2(56,1)+9(1,26)
E7xF4:2(56,1)+9(1,26)+(1,52)
E7xF4:3(133,1)+(1,26)
E7xF4:3(56,1)+7(1,26)
E7xF4:3(56,1)+8(1,26)+(1,52)
E7xF4:4(56,1)+5(1,26)
E7xF4:5(56,1)+3(1,26)
E7xF4:6(56,1)+(1,26)
E7xSO(10):3(133,1)+2(1,10)
E7xSO(10):6(56,1)+2(1,10)
E7xSO(11):3(133,1)+3(1,11)
E7xSO(11):6(56,1)+3(1,11)
E7xSO(12):6(56,1)+4(1,12)
E7xSO(13):6(56,1)+5(1,13)
E7xSO(14):6(56,1)+6(1,14)
E7xSO(15):6(56,1)+7(1,15)
E7xSO(16):6(56,1)+8(1,16)
E7xSO(17):6(56,1)+9(1,17)
E7xSO(18):6(56,1)+10(1,18)
E7xSO(19):6(56,1)+11(1,19)
E7xSU(10):(56,1)+4(1,10)+8(1,45)
E7xSU(10):10(1,45)
E7xSU(10):2(56,1)+14(1,10)+3(1,45)
E7xSU(10):2(56,1)+8(1,10)+6(1,45)
E7xSU(10):3(133,1)+2(1,10)+(1,55)
E7xSU(10):3(56,1)+12(1,10)+4(1,45)
E7xSU(10):4(56,1)+16(1,10)+2(1,45)
E7xSU(10):6(56,1)+2(1,10)+(1,55)
E7xSU(11):2(56,1)+13(1,11)+3(1,55)
E7xSU(11):2(56,1)+4(1,11)+6(1,55)
E7xSU(11):6(56,1)+3(1,11)+(1,66)
E7xSU(12):2(56,1)+12(1,12)+3(1,66)
E7xSU(12):2(56,1)+6(1,66)
E7xSU(12):6(56,1)+4(1,12)+(1,78)
E7xSU(13):2(56,1)+11(1,13)+3(1,78)
E7xSU(13):6(56,1)+5(1,13)+(1,91)
E7xSU(14):2(56,1)+10(1,14)+3(1,91)
E7xSU(14):6(56,1)+6(1,14)+(1,105)
E7xSU(15):2(56,1)+9(1,15)+3(1,105)
E7xSU(15):6(56,1)+7(1,15)+(1,120)
E7xSU(16):2(56,1)+8(1,16)+3(1,120)
E7xSU(16):6(56,1)+8(1,16)+(1,136)
E7xSU(17):2(56,1)+7(1,17)+3(1,136)
E7xSU(17):6(56,1)+9(1,17)+(1,153)
E7xSU(18):2(56,1)+6(1,18)+3(1,153)
E7xSU(18):6(56,1)+10(1,18)+(1,171)
E7xSU(19):2(56,1)+5(1,19)+3(1,171)
E7xSU(19):6(56,1)+11(1,19)+(1,190)
E7xSU(20):2(56,1)+4(1,20)+3(1,190)
E7xSU(21):2(56,1)+3(1,21)+3(1,210)
E7xSU(22):2(56,1)+2(1,22)+3(1,231)
E7xSU(23):2(56,1)+(1,23)+3(1,253)
E7xSU(24):2(56,1)+3(1,276)
E7xSp(10):2(56,1)+4(1,20)+2(1,189)
E7xSp(11):2(56,1)+2(1,22)+2(1,230)
E7xSp(12):2(56,1)+2(1,275)
E8xF4:12(1,26)+4(1,52)
E8xF4:17(1,26)
F4xF4:(26,1)+6(1,26)
F4xF4:(26,1)+6(1,26)+3(1,52)
F4xF4:(26,1)+9(1,26)
F4xF4:(26,1)+9(1,26)+(1,52)
F4xF4:10(1,26)
F4xF4:2(26,1)+7(1,26)+2(1,52)
F4xF4:2(26,1)+8(1,26)
F4xF4:3(26,1)+7(1,26)
F4xF4:3(26,1)+8(1,26)+(1,52)
F4xF4:4(26,1)+6(1,26)
F4xF4:4(26,1)+9(1,26)
F4xF4:5(1,26)+4(1,52)
F4xF4:5(26,1)+5(1,26)
F4xF4:6(52,1)+(1,26)
F4xSO(10):6(26,1)+2(1,10)
F4xSO(10):6(26,1)+3(52,1)+2(1,10)
F4xSO(10):6(52,1)+2(1,10)
F4xSO(10):9(26,1)+(52,1)+2(1,10)
F4xSO(10):9(26,1)+2(1,10)
F4xSO(11):6(26,1)+3(1,11)
F4xSO(11):6(26,1)+3(52,1)+3(1,11)
F4xSO(11):6(52,1)+3(1,11)
F4xSO(11):9(26,1)+(52,1)+3(1,11)
F4xSO(11):9(26,1)+3(1,11)
F4xSO(12):6(26,1)+3(52,1)+4(1,12)
F4xSO(12):6(26,1)+4(1,12)
F4xSO(12):6(52,1)+4(1,12)
F4xSO(12):9(26,1)+(52,1)+4(1,12)
F4xSO(12):9(26,1)+4(1,12)
F4xSO(13):6(26,1)+5(1,13)
F4xSO(13):9(26,1)+(52,1)+5(1,13)
F4xSO(13):9(26,1)+5(1,13)
F4xSO(14):6(26,1)+6(1,14)
F4xSO(14):9(26,1)+(52,1)+6(1,14)
F4xSO(14):9(26,1)+6(1,14)
F4xSO(15):6(26,1)+7(1,15)
F4xSO(15):9(26,1)+(52,1)+7(1,15)
F4xSO(15):9(26,1)+7(1,15)
F4xSO(16):6(26,1)+8(1,16)
F4xSO(16):9(26,1)+(52,1)+8(1,16)
F4xSO(16):9(26,1)+8(1,16)
F4xSO(17):6(26,1)+9(1,17)
F4xSO(17):9(26,1)+9(1,17)
F4xSO(18):6(26,1)+10(1,18)
F4xSO(18):9(26,1)+10(1,18)
F4xSO(19):6(26,1)+11(1,19)
F4xSO(19):9(26,1)+11(1,19)
F4xSO(20):6(26,1)+12(1,20)
F4xSO(20):9(26,1)+12(1,20)
F4xSO(21):6(26,1)+13(1,21)
F4xSO(22):6(26,1)+14(1,22)
F4xSO(23):6(26,1)+15(1,23)
F4xSO(24):6(26,1)+16(1,24)
F4xSO(25):6(26,1)+17(1,25)
F4xSU(10):(26,1)+14(1,10)+3(1,45)
F4xSU(10):(26,1)+8(1,10)+6(1,45)
F4xSU(10):2(26,1)+10(1,10)+5(1,45)
F4xSU(10):3(26,1)+12(1,10)+4(1,45)
F4xSU(10):4(26,1)+14(1,10)+3(1,45)
F4xSU(10):5(26,1)+16(1,10)+2(1,45)
F4xSU(10):6(1,10)+7(1,45)
F4xSU(10):6(26,1)+18(1,10)+(1,45)
F4xSU(10):6(26,1)+2(1,10)+(1,55)
F4xSU(10):6(26,1)+3(52,1)+2(1,10)+(1,55)
F4xSU(10):6(52,1)+2(1,10)+(1,55)
F4xSU(10):7(26,1)+20(1,10)
F4xSU(10):9(26,1)+(52,1)+2(1,10)+(1,55)
F4xSU(10):9(26,1)+2(1,10)+(1,55)
F4xSU(11):(1,11)+7(1,55)
F4xSU(11):(26,1)+13(1,11)+3(1,55)
F4xSU(11):(26,1)+4(1,11)+6(1,55)
F4xSU(11):2(26,1)+7(1,11)+5(1,55)
F4xSU(11):3(26,1)+10(1,11)+4(1,55)
F4xSU(11):4(26,1)+13(1,11)+3(1,55)
F4xSU(11):5(26,1)+16(1,11)+2(1,55)
F4xSU(11):6(26,1)+3(1,11)+(1,66)
F4xSU(11):6(26,1)+3(52,1)+3(1,11)+(1,66)
F4xSU(11):6(52,1)+3(1,11)+(1,66)
F4xSU(11):9(26,1)+(52,1)+3(1,11)+(1,66)
F4xSU(11):9(26,1)+3(1,11)+(1,66)
F4xSU(12):(26,1)+12(1,12)+3(1,66)
F4xSU(12):(26,1)+6(1,66)
F4xSU(12):2(26,1)+4(1,12)+5(1,66)
F4xSU(12):3(26,1)+8(1,12)+4(1,66)
F4xSU(12):6(26,1)+3(52,1)+4(1,12)+(1,78)
F4xSU(12):6(26,1)+4(1,12)+(1,78)
F4xSU(12):6(52,1)+4(1,12)+(1,78)
F4xSU(12):9(26,1)+(52,1)+4(1,12)+(1,78)
F4xSU(12):9(26,1)+4(1,12)+(1,78)
F4xSU(13):(26,1)+11(1,13)+3(1,78)
F4xSU(13):2(26,1)+(1,13)+5(1,78)
F4xSU(13):6(26,1)+5(1,13)+(1,91)
F4xSU(13):9(26,1)+(52,1)+5(1,13)+(1,91)
F4xSU(13):9(26,1)+5(1,13)+(1,91)
F4xSU(14):(26,1)+10(1,14)+3(1,91)
F4xSU(14):6(26,1)+6(1,14)+(1,105)
F4xSU(14):9(26,1)+(52,1)+6(1,14)+(1,105)
F4xSU(14):9(26,1)+6(1,14)+(1,105)
F4xSU(15):(26,1)+9(1,15)+3(1,105)
F4xSU(15):6(26,1)+7(1,15)+(1,120)
F4xSU(15):9(26,1)+(52,1)+7(1,15)+(1,120)
F4xSU(15):9(26,1)+7(1,15)+(1,120)
F4xSU(16):(26,1)+8(1,16)+3(1,120)
F4xSU(16):6(26,1)+8(1,16)+(1,136)
F4xSU(16):9(26,1)+(52,1)+8(1,16)+(1,136)
F4xSU(16):9(26,1)+8(1,16)+(1,136)
F4xSU(17):(26,1)+7(1,17)+3(1,136)
F4xSU(17):6(26,1)+9(1,17)+(1,153)
F4xSU(17):9(26,1)+9(1,17)+(1,153)
F4xSU(18):(26,1)+6(1,18)+3(1,153)
F4xSU(18):6(26,1)+10(1,18)+(1,171)
F4xSU(18):9(26,1)+10(1,18)+(1,171)
F4xSU(19):(26,1)+5(1,19)+3(1,171)
F4xSU(19):6(26,1)+11(1,19)+(1,190)
F4xSU(19):9(26,1)+11(1,19)+(1,190)
F4xSU(20):(26,1)+4(1,20)+3(1,190)
F4xSU(20):6(26,1)+12(1,20)+(1,210)
F4xSU(20):9(26,1)+12(1,20)+(1,210)
F4xSU(21):(26,1)+3(1,21)+3(1,210)
F4xSU(21):6(26,1)+13(1,21)+(1,231)
F4xSU(22):(26,1)+2(1,22)+3(1,231)
F4xSU(22):6(26,1)+14(1,22)+(1,253)
F4xSU(23):(26,1)+(1,23)+3(1,253)
F4xSU(23):6(26,1)+15(1,23)+(1,276)
F4xSU(24):(26,1)+3(1,276)
F4xSU(24):6(26,1)+16(1,24)+(1,300)
F4xSU(25):6(26,1)+17(1,25)+(1,325)
F4xSp(10):(26,1)+4(1,20)+2(1,189)
F4xSp(11):(26,1)+2(1,22)+2(1,230)
F4xSp(12):(26,1)+2(1,275)
SO(10)xSU(10):2(10,1)+14(1,10)+3(1,45)
SO(10)xSU(10):2(10,1)+8(1,10)+6(1,45)
SO(10)xSU(11):2(10,1)+13(1,11)+3(1,55)
SO(10)xSU(11):2(10,1)+4(1,11)+6(1,55)
SO(10)xSU(12):2(10,1)+12(1,12)+3(1,66)
SO(10)xSU(12):2(10,1)+6(1,66)
SO(10)xSU(13):2(10,1)+11(1,13)+3(1,78)
SO(10)xSU(14):2(10,1)+10(1,14)+3(1,91)
SO(10)xSU(15):2(10,1)+9(1,15)+3(1,105)
SO(10)xSU(16):2(10,1)+8(1,16)+3(1,120)
SO(10)xSU(17):2(10,1)+7(1,17)+3(1,136)
SO(10)xSU(18):2(10,1)+6(1,18)+3(1,153)
SO(10)xSU(19):2(10,1)+5(1,19)+3(1,171)
SO(10)xSU(20):2(10,1)+4(1,20)+3(1,190)
SO(10)xSU(21):2(10,1)+3(1,21)+3(1,210)
SO(10)xSU(22):2(10,1)+2(1,22)+3(1,231)
SO(10)xSU(23):2(10,1)+(1,23)+3(1,253)
SO(10)xSU(24):2(10,1)+3(1,276)
SO(10)xSp(10):2(10,1)+4(1,20)+2(1,189)
SO(10)xSp(11):2(10,1)+2(1,22)+2(1,230)
SO(10)xSp(12):2(10,1)+2(1,275)
SO(11)xSU(10):3(11,1)+14(1,10)+3(1,45)
SO(11)xSU(10):3(11,1)+8(1,10)+6(1,45)
SO(11)xSU(11):3(11,1)+13(1,11)+3(1,55)
SO(11)xSU(11):3(11,1)+4(1,11)+6(1,55)
SO(11)xSU(12):3(11,1)+12(1,12)+3(1,66)
SO(11)xSU(12):3(11,1)+6(1,66)
SO(11)xSU(13):3(11,1)+11(1,13)+3(1,78)
SO(11)xSU(14):3(11,1)+10(1,14)+3(1,91)
SO(11)xSU(15):3(11,1)+9(1,15)+3(1,105)
SO(11)xSU(16):3(11,1)+8(1,16)+3(1,120)
SO(11)xSU(17):3(11,1)+7(1,17)+3(1,136)
SO(11)xSU(18):3(11,1)+6(1,18)+3(1,153)
SO(11)xSU(19):3(11,1)+5(1,19)+3(1,171)
SO(11)xSU(20):3(11,1)+4(1,20)+3(1,190)
SO(11)xSU(21):3(11,1)+3(1,21)+3(1,210)
SO(11)xSU(22):3(11,1)+2(1,22)+3(1,231)
SO(11)xSU(23):3(11,1)+(1,23)+3(1,253)
SO(11)xSU(24):3(11,1)+3(1,276)
SO(11)xSp(10):3(11,1)+4(1,20)+2(1,189)
SO(11)xSp(11):3(11,1)+2(1,22)+2(1,230)
SO(11)xSp(12):3(11,1)+2(1,275)
SO(12)xSU(10):4(12,1)+14(1,10)+3(1,45)
SO(12)xSU(10):4(12,1)+8(1,10)+6(1,45)
SO(12)xSU(11):4(12,1)+13(1,11)+3(1,55)
SO(12)xSU(11):4(12,1)+4(1,11)+6(1,55)
SO(12)xSU(12):4(12,1)+12(1,12)+3(1,66)
SO(12)xSU(12):4(12,1)+6(1,66)
SO(12)xSU(13):4(12,1)+11(1,13)+3(1,78)
SO(12)xSU(14):4(12,1)+10(1,14)+3(1,91)
SO(12)xSU(15):4(12,1)+9(1,15)+3(1,105)
SO(12)xSU(16):4(12,1)+8(1,16)+3(1,120)
SO(12)xSU(17):4(12,1)+7(1,17)+3(1,136)
SO(12)xSU(18):4(12,1)+6(1,18)+3(1,153)
SO(12)xSU(19):4(12,1)+5(1,19)+3(1,171)
SO(12)xSU(20):4(12,1)+4(1,20)+3(1,190)
SO(12)xSU(21):4(12,1)+3(1,21)+3(1,210)
SO(12)xSU(22):4(12,1)+2(1,22)+3(1,231)
SO(12)xSU(23):4(12,1)+(1,23)+3(1,253)
SO(12)xSU(24):4(12,1)+3(1,276)
SO(12)xSp(10):4(12,1)+4(1,20)+2(1,189)
SO(12)xSp(11):4(12,1)+2(1,22)+2(1,230)
SO(12)xSp(12):4(12,1)+2(1,275)
SO(13)xSU(10):5(13,1)+14(1,10)+3(1,45)
SO(13)xSU(10):5(13,1)+8(1,10)+6(1,45)
SO(13)xSU(11):5(13,1)+13(1,11)+3(1,55)
SO(13)xSU(11):5(13,1)+4(1,11)+6(1,55)
SO(13)xSU(12):5(13,1)+12(1,12)+3(1,66)
SO(13)xSU(12):5(13,1)+6(1,66)
SO(13)xSU(13):5(13,1)+11(1,13)+3(1,78)
SO(13)xSU(14):5(13,1)+10(1,14)+3(1,91)
SO(13)xSU(15):5(13,1)+9(1,15)+3(1,105)
SO(13)xSU(16):5(13,1)+8(1,16)+3(1,120)
SO(13)xSU(17):5(13,1)+7(1,17)+3(1,136)
SO(13)xSU(18):5(13,1)+6(1,18)+3(1,153)
SO(13)xSU(19):5(13,1)+5(1,19)+3(1,171)
SO(13)xSU(20):5(13,1)+4(1,20)+3(1,190)
SO(13)xSU(21):5(13,1)+3(1,21)+3(1,210)
SO(13)xSU(22):5(13,1)+2(1,22)+3(1,231)
SO(13)xSU(23):5(13,1)+(1,23)+3(1,253)
SO(13)xSU(24):5(13,1)+3(1,276)
SO(13)xSp(10):5(13,1)+4(1,20)+2(1,189)
SO(13)xSp(11):5(13,1)+2(1,22)+2(1,230)
SO(13)xSp(12):5(13,1)+2(1,275)
SO(14)xSU(10):6(14,1)+14(1,10)+3(1,45)
SO(14)xSU(10):6(14,1)+8(1,10)+6(1,45)
SO(14)xSU(11):6(14,1)+13(1,11)+3(1,55)
SO(14)xSU(12):6(14,1)+12(1,12)+3(1,66)
SO(14)xSU(13):6(14,1)+11(1,13)+3(1,78)
SO(14)xSU(14):6(14,1)+10(1,14)+3(1,91)
SO(14)xSU(15):6(14,1)+9(1,15)+3(1,105)
SO(14)xSU(16):6(14,1)+8(1,16)+3(1,120)
SO(14)xSU(17):6(14,1)+7(1,17)+3(1,136)
SO(14)xSU(18):6(14,1)+6(1,18)+3(1,153)
SO(14)xSU(19):6(14,1)+5(1,19)+3(1,171)
SO(14)xSU(20):6(14,1)+4(1,20)+3(1,190)
SO(14)xSp(10):6(14,1)+4(1,20)+2(1,189)
SO(14)xSp(11):6(14,1)+2(1,22)+2(1,230)
SO(14)xSp(12):6(14,1)+2(1,275)
SO(15)xSU(10):7(15,1)+14(1,10)+3(1,45)
SO(15)xSU(11):7(15,1)+13(1,11)+3(1,55)
SO(15)xSU(12):7(15,1)+12(1,12)+3(1,66)
SO(15)xSU(13):7(15,1)+11(1,13)+3(1,78)
SO(15)xSU(14):7(15,1)+10(1,14)+3(1,91)
SO(15)xSU(15):7(15,1)+9(1,15)+3(1,105)
SO(15)xSU(16):7(15,1)+8(1,16)+3(1,120)
SO(15)xSU(17):7(15,1)+7(1,17)+3(1,136)
SO(15)xSU(18):7(15,1)+6(1,18)+3(1,153)
SO(16)xSU(10):8(16,1)+14(1,10)+3(1,45)
SO(16)xSU(11):8(16,1)+13(1,11)+3(1,55)
SO(16)xSU(12):8(16,1)+12(1,12)+3(1,66)
SO(16)xSU(13):8(16,1)+11(1,13)+3(1,78)
SO(16)xSU(14):8(16,1)+10(1,14)+3(1,91)
SO(16)xSU(15):8(16,1)+9(1,15)+3(1,105)
SO(16)xSU(16):8(16,1)+8(1,16)+3(1,120)
SO(17)xSU(10):9(17,1)+14(1,10)+3(1,45)
SO(17)xSU(11):9(17,1)+13(1,11)+3(1,55)
SO(17)xSU(12):9(17,1)+12(1,12)+3(1,66)
SO(17)xSU(13):9(17,1)+11(1,13)+3(1,78)
SO(17)xSU(14):9(17,1)+10(1,14)+3(1,91)
SO(17)xSU(15):9(17,1)+9(1,15)+3(1,105)
SO(18)xSU(10):10(18,1)+14(1,10)+3(1,45)
SO(18)xSU(11):10(18,1)+13(1,11)+3(1,55)
SO(18)xSU(12):10(18,1)+12(1,12)+3(1,66)
SO(18)xSU(13):10(18,1)+11(1,13)+3(1,78)
SO(19)xSU(10):11(19,1)+14(1,10)+3(1,45)
SO(19)xSU(11):11(19,1)+13(1,11)+3(1,55)
SO(19)xSU(12):11(19,1)+12(1,12)+3(1,66)
SO(20)xSU(10):12(20,1)+14(1,10)+3(1,45)
SO(20)xSU(11):12(20,1)+13(1,11)+3(1,55)
SO(21)xSU(10):13(21,1)+14(1,10)+3(1,45)
SU(10)xSU(10):14(10,1)+3(45,1)+2(1,10)+(1,55)
SU(10)xSU(10):2(10,1)+(55,1)+8(1,10)+6(1,45)
SU(10)xSU(10):4(10,1)+3(45,1)+6(1,10)+2(1,45)+(10,10)
SU(10)xSU(10):6(10,1)+2(45,1)+10(1,10)+(10,10)
SU(10)xSU(10):6(10,1)+2(45,1)+6(1,10)+2(1,45)+(10,10)
SU(10)xSU(10):6(10,1)+2(45,1)+8(1,10)+(1,45)+(10,10)
SU(10)xSU(11):14(10,1)+3(45,1)+3(1,11)+(1,66)
SU(10)xSU(11):2(10,1)+(55,1)+13(1,11)+3(1,55)
SU(10)xSU(11):2(10,1)+(55,1)+4(1,11)+6(1,55)
SU(10)xSU(11):3(10,1)+3(45,1)+6(1,11)+2(1,55)+(10,11)
SU(10)xSU(11):5(10,1)+2(45,1)+12(1,11)+(10,11)
SU(10)xSU(11):5(10,1)+2(45,1)+3(1,11)+3(1,55)+(10,11)
SU(10)xSU(11):5(10,1)+2(45,1)+6(1,11)+2(1,55)+(10,11)
SU(10)xSU(11):5(10,1)+2(45,1)+9(1,11)+(1,55)+(10,11)
SU(10)xSU(11):7(10,1)+(45,1)+6(1,11)+2(1,55)+(10,11)
SU(10)xSU(11):8(10,1)+6(45,1)+3(1,11)+(1,66)
SU(10)xSU(11):9(10,1)+6(1,11)+2(1,55)+(10,11)
SU(10)xSU(12):14(10,1)+3(45,1)+4(1,12)+(1,78)
SU(10)xSU(12):2(10,1)+(55,1)+12(1,12)+3(1,66)
SU(10)xSU(12):2(10,1)+(55,1)+6(1,66)
SU(10)xSU(12):2(10,1)+3(45,1)+6(1,12)+2(1,66)+(10,12)
SU(10)xSU(12):4(10,1)+2(45,1)+10(1,12)+(1,66)+(10,12)
SU(10)xSU(12):4(10,1)+2(45,1)+14(1,12)+(10,12)
SU(10)xSU(12):4(10,1)+2(45,1)+2(1,12)+3(1,66)+(10,12)
SU(10)xSU(12):4(10,1)+2(45,1)+6(1,12)+2(1,66)+(10,12)
SU(10)xSU(12):6(10,1)+(45,1)+6(1,12)+2(1,66)+(10,12)
SU(10)xSU(12):8(10,1)+6(1,12)+2(1,66)+(10,12)
SU(10)xSU(12):8(10,1)+6(45,1)+4(1,12)+(1,78)
SU(10)xSU(13):(10,1)+3(45,1)+6(1,13)+2(1,78)+(10,13)
SU(10)xSU(13):14(10,1)+3(45,1)+5(1,13)+(1,91)
SU(10)xSU(13):2(10,1)+(55,1)+11(1,13)+3(1,78)
SU(10)xSU(13):3(10,1)+2(45,1)+(1,13)+3(1,78)+(10,13)
SU(10)xSU(13):3(10,1)+2(45,1)+11(1,13)+(1,78)+(10,13)
SU(10)xSU(13):3(10,1)+2(45,1)+16(1,13)+(10,13)
SU(10)xSU(13):3(10,1)+2(45,1)+6(1,13)+2(1,78)+(10,13)
SU(10)xSU(13):5(10,1)+(45,1)+6(1,13)+2(1,78)+(10,13)
SU(10)xSU(13):7(10,1)+6(1,13)+2(1,78)+(10,13)
SU(10)xSU(13):8(10,1)+6(45,1)+5(1,13)+(1,91)
SU(10)xSU(14):14(10,1)+3(45,1)+6(1,14)+(1,105)
SU(10)xSU(14):2(10,1)+(55,1)+10(1,14)+3(1,91)
SU(10)xSU(14):2(10,1)+2(45,1)+12(1,14)+(1,91)+(10,14)
SU(10)xSU(14):2(10,1)+2(45,1)+18(1,14)+(10,14)
SU(10)xSU(14):2(10,1)+2(45,1)+3(1,91)+(10,14)
SU(10)xSU(14):2(10,1)+2(45,1)+6(1,14)+2(1,91)+(10,14)
SU(10)xSU(14):4(10,1)+(45,1)+6(1,14)+2(1,91)+(10,14)
SU(10)xSU(14):6(10,1)+6(1,14)+2(1,91)+(10,14)
SU(10)xSU(15):(10,1)+2(45,1)+13(1,15)+(1,105)+(10,15)
SU(10)xSU(15):(10,1)+2(45,1)+20(1,15)+(10,15)
SU(10)xSU(15):(10,1)+2(45,1)+6(1,15)+2(1,105)+(10,15)
SU(10)xSU(15):14(10,1)+3(45,1)+7(1,15)+(1,120)
SU(10)xSU(15):2(10,1)+(55,1)+9(1,15)+3(1,105)
SU(10)xSU(15):3(10,1)+(45,1)+6(1,15)+2(1,105)+(10,15)
SU(10)xSU(15):5(10,1)+6(1,15)+2(1,105)+(10,15)
SU(10)xSU(16):14(10,1)+3(45,1)+8(1,16)+(1,136)
SU(10)xSU(16):2(10,1)+(45,1)+6(1,16)+2(1,120)+(10,16)
SU(10)xSU(16):2(10,1)+(55,1)+8(1,16)+3(1,120)
SU(10)xSU(16):2(45,1)+14(1,16)+(1,120)+(10,16)
SU(10)xSU(16):2(45,1)+6(1,16)+2(1,120)+(10,16)
SU(10)xSU(16):4(10,1)+6(1,16)+2(1,120)+(10,16)
SU(10)xSU(17):(10,1)+(45,1)+6(1,17)+2(1,136)+(10,17)
SU(10)xSU(17):14(10,1)+3(45,1)+9(1,17)+(1,153)
SU(10)xSU(17):2(10,1)+(55,1)+7(1,17)+3(1,136)
SU(10)xSU(17):3(10,1)+6(1,17)+2(1,136)+(10,17)
SU(10)xSU(18):(45,1)+6(1,18)+2(1,153)+(10,18)
SU(10)xSU(18):14(10,1)+3(45,1)+10(1,18)+(1,171)
SU(10)xSU(18):2(10,1)+(55,1)+6(1,18)+3(1,153)
SU(10)xSU(18):2(10,1)+6(1,18)+2(1,153)+(10,18)
SU(10)xSU(19):(10,1)+6(1,19)+2(1,171)+(10,19)
SU(10)xSU(19):14(10,1)+3(45,1)+11(1,19)+(1,190)
SU(10)xSU(19):2(10,1)+(55,1)+5(1,19)+3(1,171)
SU(10)xSU(20):14(10,1)+3(45,1)+12(1,20)+(1,210)
SU(10)xSU(20):2(10,1)+(55,1)+4(1,20)+3(1,190)
SU(10)xSU(20):6(1,20)+2(1,190)+(10,20)
SU(10)xSU(21):14(10,1)+3(45,1)+13(1,21)+(1,231)
SU(10)xSU(21):2(10,1)+(55,1)+3(1,21)+3(1,210)
SU(10)xSU(22):2(10,1)+(55,1)+2(1,22)+3(1,231)
SU(10)xSU(23):2(10,1)+(55,1)+(1,23)+3(1,253)
SU(10)xSU(24):2(10,1)+(55,1)+3(1,276)
SU(10)xSp(10):2(10,1)+(55,1)+4(1,20)+2(1,189)
SU(10)xSp(10):6(1,20)+(1,189)+(10,20)
SU(10)xSp(11):2(10,1)+(55,1)+2(1,22)+2(1,230)
SU(10)xSp(12):2(10,1)+(55,1)+2(1,275)
SU(11)xSU(11):13(11,1)+3(55,1)+3(1,11)+(1,66)
SU(11)xSU(11):2(11,1)+3(55,1)+5(1,11)+2(1,55)+(11,11)
SU(11)xSU(11):3(11,1)+(66,1)+4(1,11)+6(1,55)
SU(11)xSU(11):5(11,1)+2(55,1)+11(1,11)+(11,11)
SU(11)xSU(11):5(11,1)+2(55,1)+5(1,11)+2(1,55)+(11,11)
SU(11)xSU(11):5(11,1)+2(55,1)+8(1,11)+(1,55)+(11,11)
SU(11)xSU(12):(11,1)+3(55,1)+5(1,12)+2(1,66)+(11,12)
SU(11)xSU(12):10(11,1)+5(1,12)+2(1,66)+(11,12)
SU(11)xSU(12):13(11,1)+3(55,1)+4(1,12)+(1,78)
SU(11)xSU(12):3(11,1)+(66,1)+12(1,12)+3(1,66)
SU(11)xSU(12):3(11,1)+(66,1)+6(1,66)
SU(11)xSU(12):4(11,1)+2(55,1)+(1,12)+3(1,66)+(11,12)
SU(11)xSU(12):4(11,1)+2(55,1)+13(1,12)+(11,12)
SU(11)xSU(12):4(11,1)+2(55,1)+5(1,12)+2(1,66)+(11,12)
SU(11)xSU(12):4(11,1)+2(55,1)+9(1,12)+(1,66)+(11,12)
SU(11)xSU(12):4(11,1)+6(55,1)+4(1,12)+(1,78)
SU(11)xSU(12):7(11,1)+(55,1)+5(1,12)+2(1,66)+(11,12)
SU(11)xSU(13):13(11,1)+3(55,1)+5(1,13)+(1,91)
SU(11)xSU(13):3(11,1)+(66,1)+11(1,13)+3(1,78)
SU(11)xSU(13):3(11,1)+2(55,1)+10(1,13)+(1,78)+(11,13)
SU(11)xSU(13):3(11,1)+2(55,1)+15(1,13)+(11,13)
SU(11)xSU(13):3(11,1)+2(55,1)+3(1,78)+(11,13)
SU(11)xSU(13):3(11,1)+2(55,1)+5(1,13)+2(1,78)+(11,13)
SU(11)xSU(13):3(55,1)+5(1,13)+2(1,78)+(11,13)
SU(11)xSU(13):4(11,1)+6(55,1)+5(1,13)+(1,91)
SU(11)xSU(13):6(11,1)+(55,1)+5(1,13)+2(1,78)+(11,13)
SU(11)xSU(13):9(11,1)+5(1,13)+2(1,78)+(11,13)
SU(11)xSU(14):13(11,1)+3(55,1)+6(1,14)+(1,105)
SU(11)xSU(14):2(11,1)+2(55,1)+11(1,14)+(1,91)+(11,14)
SU(11)xSU(14):2(11,1)+2(55,1)+17(1,14)+(11,14)
SU(11)xSU(14):2(11,1)+2(55,1)+5(1,14)+2(1,91)+(11,14)
SU(11)xSU(14):3(11,1)+(66,1)+10(1,14)+3(1,91)
SU(11)xSU(14):5(11,1)+(55,1)+5(1,14)+2(1,91)+(11,14)
SU(11)xSU(14):8(11,1)+5(1,14)+2(1,91)+(11,14)
SU(11)xSU(15):(11,1)+2(55,1)+12(1,15)+(1,105)+(11,15)
SU(11)xSU(15):(11,1)+2(55,1)+19(1,15)+(11,15)
SU(11)xSU(15):(11,1)+2(55,1)+5(1,15)+2(1,105)+(11,15)
SU(11)xSU(15):13(11,1)+3(55,1)+7(1,15)+(1,120)
SU(11)xSU(15):3(11,1)+(66,1)+9(1,15)+3(1,105)
SU(11)xSU(15):4(11,1)+(55,1)+5(1,15)+2(1,105)+(11,15)
SU(11)xSU(15):7(11,1)+5(1,15)+2(1,105)+(11,15)
SU(11)xSU(16):13(11,1)+3(55,1)+8(1,16)+(1,136)
SU(11)xSU(16):2(55,1)+13(1,16)+(1,120)+(11,16)
SU(11)xSU(16):2(55,1)+5(1,16)+2(1,120)+(11,16)
SU(11)xSU(16):3(11,1)+(55,1)+5(1,16)+2(1,120)+(11,16)
SU(11)xSU(16):3(11,1)+(66,1)+8(1,16)+3(1,120)
SU(11)xSU(16):6(11,1)+5(1,16)+2(1,120)+(11,16)
SU(11)xSU(17):13(11,1)+3(55,1)+9(1,17)+(1,153)
SU(11)xSU(17):2(11,1)+(55,1)+5(1,17)+2(1,136)+(11,17)
SU(11)xSU(17):3(11,1)+(66,1)+7(1,17)+3(1,136)
SU(11)xSU(17):5(11,1)+5(1,17)+2(1,136)+(11,17)
SU(11)xSU(18):(11,1)+(55,1)+5(1,18)+2(1,153)+(11,18)
SU(11)xSU(18):13(11,1)+3(55,1)+10(1,18)+(1,171)
SU(11)xSU(18):3(11,1)+(66,1)+6(1,18)+3(1,153)
SU(11)xSU(18):4(11,1)+5(1,18)+2(1,153)+(11,18)
SU(11)xSU(19):(55,1)+5(1,19)+2(1,171)+(11,19)
SU(11)xSU(19):13(11,1)+3(55,1)+11(1,19)+(1,190)
SU(11)xSU(19):3(11,1)+(66,1)+5(1,19)+3(1,171)
SU(11)xSU(19):3(11,1)+5(1,19)+2(1,171)+(11,19)
SU(11)xSU(20):13(11,1)+3(55,1)+12(1,20)+(1,210)
SU(11)xSU(20):2(11,1)+5(1,20)+2(1,190)+(11,20)
SU(11)xSU(20):3(11,1)+(66,1)+4(1,20)+3(1,190)
SU(11)xSU(21):(11,1)+5(1,21)+2(1,210)+(11,21)
SU(11)xSU(21):3(11,1)+(66,1)+3(1,21)+3(1,210)
SU(11)xSU(22):3(11,1)+(66,1)+2(1,22)+3(1,231)
SU(11)xSU(22):5(1,22)+2(1,231)+(11,22)
SU(11)xSU(23):3(11,1)+(66,1)+(1,23)+3(1,253)
SU(11)xSU(24):3(11,1)+(66,1)+3(1,276)
SU(11)xSp(10):2(11,1)+5(1,20)+(1,189)+(11,20)
SU(11)xSp(10):3(11,1)+(66,1)+4(1,20)+2(1,189)
SU(11)xSp(11):3(11,1)+(66,1)+2(1,22)+2(1,230)
SU(11)xSp(11):5(1,22)+(1,230)+(11,22)
SU(11)xSp(12):3(11,1)+(66,1)+2(1,275)
SU(12)xSU(12):12(12,1)+3(66,1)+4(1,12)+(1,78)
SU(12)xSU(12):3(66,1)+4(1,12)+2(1,66)+(12,12)
SU(12)xSU(12):4(12,1)+2(66,1)+12(1,12)+(12,12)
SU(12)xSU(12):4(12,1)+2(66,1)+4(1,12)+2(1,66)+(12,12)
SU(12)xSU(12):4(12,1)+2(66,1)+8(1,12)+(1,66)+(12,12)
SU(12)xSU(12):6(66,1)+4(1,12)+(1,78)
SU(12)xSU(13):11(12,1)+4(1,13)+2(1,78)+(12,13)
SU(12)xSU(13):12(12,1)+3(66,1)+5(1,13)+(1,91)
SU(12)xSU(13):3(12,1)+2(66,1)+14(1,13)+(12,13)
SU(12)xSU(13):3(12,1)+2(66,1)+4(1,13)+2(1,78)+(12,13)
SU(12)xSU(13):3(12,1)+2(66,1)+9(1,13)+(1,78)+(12,13)
SU(12)xSU(13):4(12,1)+(78,1)+11(1,13)+3(1,78)
SU(12)xSU(13):6(66,1)+5(1,13)+(1,91)
SU(12)xSU(13):7(12,1)+(66,1)+4(1,13)+2(1,78)+(12,13)
SU(12)xSU(14):10(12,1)+4(1,14)+2(1,91)+(12,14)
SU(12)xSU(14):12(12,1)+3(66,1)+6(1,14)+(1,105)
SU(12)xSU(14):2(12,1)+2(66,1)+10(1,14)+(1,91)+(12,14)
SU(12)xSU(14):2(12,1)+2(66,1)+16(1,14)+(12,14)
SU(12)xSU(14):2(12,1)+2(66,1)+4(1,14)+2(1,91)+(12,14)
SU(12)xSU(14):4(12,1)+(78,1)+10(1,14)+3(1,91)
SU(12)xSU(14):6(12,1)+(66,1)+4(1,14)+2(1,91)+(12,14)
SU(12)xSU(15):(12,1)+2(66,1)+11(1,15)+(1,105)+(12,15)
SU(12)xSU(15):(12,1)+2(66,1)+18(1,15)+(12,15)
SU(12)xSU(15):(12,1)+2(66,1)+4(1,15)+2(1,105)+(12,15)
SU(12)xSU(15):12(12,1)+3(66,1)+7(1,15)+(1,120)
SU(12)xSU(15):4(12,1)+(78,1)+9(1,15)+3(1,105)
SU(12)xSU(15):5(12,1)+(66,1)+4(1,15)+2(1,105)+(12,15)
SU(12)xSU(15):9(12,1)+4(1,15)+2(1,105)+(12,15)
SU(12)xSU(16):12(12,1)+3(66,1)+8(1,16)+(1,136)
SU(12)xSU(16):2(66,1)+12(1,16)+(1,120)+(12,16)
SU(12)xSU(16):2(66,1)+4(1,16)+2(1,120)+(12,16)
SU(12)xSU(16):4(12,1)+(66,1)+4(1,16)+2(1,120)+(12,16)
SU(12)xSU(16):4(12,1)+(78,1)+8(1,16)+3(1,120)
SU(12)xSU(16):8(12,1)+4(1,16)+2(1,120)+(12,16)
SU(12)xSU(17):12(12,1)+3(66,1)+9(1,17)+(1,153)
SU(12)xSU(17):3(12,1)+(66,1)+4(1,17)+2(1,136)+(12,17)
SU(12)xSU(17):4(12,1)+(78,1)+7(1,17)+3(1,136)
SU(12)xSU(17):7(12,1)+4(1,17)+2(1,136)+(12,17)
SU(12)xSU(18):12(12,1)+3(66,1)+10(1,18)+(1,171)
SU(12)xSU(18):2(12,1)+(66,1)+4(1,18)+2(1,153)+(12,18)
SU(12)xSU(18):4(12,1)+(78,1)+6(1,18)+3(1,153)
SU(12)xSU(18):6(12,1)+4(1,18)+2(1,153)+(12,18)
SU(12)xSU(19):(12,1)+(66,1)+4(1,19)+2(1,171)+(12,19)
SU(12)xSU(19):12(12,1)+3(66,1)+11(1,19)+(1,190)
SU(12)xSU(19):4(12,1)+(78,1)+5(1,19)+3(1,171)
SU(12)xSU(19):5(12,1)+4(1,19)+2(1,171)+(12,19)
SU(12)xSU(20):(66,1)+4(1,20)+2(1,190)+(12,20)
SU(12)xSU(20):4(12,1)+(78,1)+4(1,20)+3(1,190)
SU(12)xSU(20):4(12,1)+4(1,20)+2(1,190)+(12,20)
SU(12)xSU(21):3(12,1)+4(1,21)+2(1,210)+(12,21)
SU(12)xSU(21):4(12,1)+(78,1)+3(1,21)+3(1,210)
SU(12)xSU(22):2(12,1)+4(1,22)+2(1,231)+(12,22)
SU(12)xSU(22):4(12,1)+(78,1)+2(1,22)+3(1,231)
SU(12)xSU(23):(12,1)+4(1,23)+2(1,253)+(12,23)
SU(12)xSU(23):4(12,1)+(78,1)+(1,23)+3(1,253)
SU(12)xSU(24):4(1,24)+2(1,276)+(12,24)
SU(12)xSU(24):4(12,1)+(78,1)+3(1,276)
SU(12)xSp(10):(66,1)+4(1,20)+(1,189)+(12,20)
SU(12)xSp(10):4(12,1)+(78,1)+4(1,20)+2(1,189)
SU(12)xSp(10):4(12,1)+4(1,20)+(1,189)+(12,20)
SU(12)xSp(11):2(12,1)+4(1,22)+(1,230)+(12,22)
SU(12)xSp(11):4(12,1)+(78,1)+2(1,22)+2(1,230)
SU(12)xSp(12):4(1,24)+(1,275)+(12,24)
SU(12)xSp(12):4(12,1)+(78,1)+2(1,275)
SU(13)xSU(13):11(13,1)+3(78,1)+5(1,13)+(1,91)
SU(13)xSU(13):3(13,1)+2(78,1)+13(1,13)+(13,13)
SU(13)xSU(13):3(13,1)+2(78,1)+3(1,13)+2(1,78)+(13,13)
SU(13)xSU(13):3(13,1)+2(78,1)+8(1,13)+(1,78)+(13,13)
SU(13)xSU(14):11(13,1)+3(78,1)+6(1,14)+(1,105)
SU(13)xSU(14):12(13,1)+3(1,14)+2(1,91)+(13,14)
SU(13)xSU(14):2(13,1)+2(78,1)+15(1,14)+(13,14)
SU(13)xSU(14):2(13,1)+2(78,1)+3(1,14)+2(1,91)+(13,14)
SU(13)xSU(14):2(13,1)+2(78,1)+9(1,14)+(1,91)+(13,14)
SU(13)xSU(14):5(13,1)+(91,1)+10(1,14)+3(1,91)
SU(13)xSU(14):7(13,1)+(78,1)+3(1,14)+2(1,91)+(13,14)
SU(13)xSU(15):(13,1)+2(78,1)+10(1,15)+(1,105)+(13,15)
SU(13)xSU(15):(13,1)+2(78,1)+17(1,15)+(13,15)
SU(13)xSU(15):(13,1)+2(78,1)+3(1,15)+2(1,105)+(13,15)
SU(13)xSU(15):11(13,1)+3(1,15)+2(1,105)+(13,15)
SU(13)xSU(15):11(13,1)+3(78,1)+7(1,15)+(1,120)
SU(13)xSU(15):5(13,1)+(91,1)+9(1,15)+3(1,105)
SU(13)xSU(15):6(13,1)+(78,1)+3(1,15)+2(1,105)+(13,15)
SU(13)xSU(16):10(13,1)+3(1,16)+2(1,120)+(13,16)
SU(13)xSU(16):11(13,1)+3(78,1)+8(1,16)+(1,136)
SU(13)xSU(16):2(78,1)+11(1,16)+(1,120)+(13,16)
SU(13)xSU(16):2(78,1)+3(1,16)+2(1,120)+(13,16)
SU(13)xSU(16):5(13,1)+(78,1)+3(1,16)+2(1,120)+(13,16)
SU(13)xSU(16):5(13,1)+(91,1)+8(1,16)+3(1,120)
SU(13)xSU(17):11(13,1)+3(78,1)+9(1,17)+(1,153)
SU(13)xSU(17):4(13,1)+(78,1)+3(1,17)+2(1,136)+(13,17)
SU(13)xSU(17):5(13,1)+(91,1)+7(1,17)+3(1,136)
SU(13)xSU(17):9(13,1)+3(1,17)+2(1,136)+(13,17)
SU(13)xSU(18):11(13,1)+3(78,1)+10(1,18)+(1,171)
SU(13)xSU(18):3(13,1)+(78,1)+3(1,18)+2(1,153)+(13,18)
SU(13)xSU(18):5(13,1)+(91,1)+6(1,18)+3(1,153)
SU(13)xSU(18):8(13,1)+3(1,18)+2(1,153)+(13,18)
SU(13)xSU(19):2(13,1)+(78,1)+3(1,19)+2(1,171)+(13,19)
SU(13)xSU(19):5(13,1)+(91,1)+5(1,19)+3(1,171)
SU(13)xSU(19):7(13,1)+3(1,19)+2(1,171)+(13,19)
SU(13)xSU(20):(13,1)+(78,1)+3(1,20)+2(1,190)+(13,20)
SU(13)xSU(20):5(13,1)+(91,1)+4(1,20)+3(1,190)
SU(13)xSU(20):6(13,1)+3(1,20)+2(1,190)+(13,20)
SU(13)xSU(21):(78,1)+3(1,21)+2(1,210)+(13,21)
SU(13)xSU(21):5(13,1)+(91,1)+3(1,21)+3(1,210)
SU(13)xSU(21):5(13,1)+3(1,21)+2(1,210)+(13,21)
SU(13)xSU(22):4(13,1)+3(1,22)+2(1,231)+(13,22)
SU(13)xSU(22):5(13,1)+(91,1)+2(1,22)+3(1,231)
SU(13)xSU(23):3(13,1)+3(1,23)+2(1,253)+(13,23)
SU(13)xSU(23):5(13,1)+(91,1)+(1,23)+3(1,253)
SU(13)xSU(24):2(13,1)+3(1,24)+2(1,276)+(13,24)
SU(13)xSU(24):5(13,1)+(91,1)+3(1,276)
SU(13)xSU(25):(13,1)+3(1,25)+2(1,300)+(13,25)
SU(13)xSU(26):3(1,26)+2(1,325)+(13,26)
SU(13)xSp(10):(13,1)+(78,1)+3(1,20)+(1,189)+(13,20)
SU(13)xSp(10):5(13,1)+(91,1)+4(1,20)+2(1,189)
SU(13)xSp(10):6(13,1)+3(1,20)+(1,189)+(13,20)
SU(13)xSp(11):4(13,1)+3(1,22)+(1,230)+(13,22)
SU(13)xSp(11):5(13,1)+(91,1)+2(1,22)+2(1,230)
SU(13)xSp(12):2(13,1)+3(1,24)+(1,275)+(13,24)
SU(13)xSp(12):5(13,1)+(91,1)+2(1,275)
SU(13)xSp(13):3(1,26)+(1,324)+(13,26)
SU(14)xSU(14):10(14,1)+3(91,1)+6(1,14)+(1,105)
SU(14)xSU(14):2(14,1)+2(91,1)+14(1,14)+(14,14)
SU(14)xSU(14):2(14,1)+2(91,1)+2(1,14)+2(1,91)+(14,14)
SU(14)xSU(14):2(14,1)+2(91,1)+8(1,14)+(1,91)+(14,14)
SU(14)xSU(15):(14,1)+2(91,1)+16(1,15)+(14,15)
SU(14)xSU(15):(14,1)+2(91,1)+2(1,15)+2(1,105)+(14,15)
SU(14)xSU(15):(14,1)+2(91,1)+9(1,15)+(1,105)+(14,15)
SU(14)xSU(15):10(14,1)+3(91,1)+7(1,15)+(1,120)
SU(14)xSU(15):13(14,1)+2(1,15)+2(1,105)+(14,15)
SU(14)xSU(15):6(14,1)+(105,1)+9(1,15)+3(1,105)
SU(14)xSU(15):7(14,1)+(91,1)+2(1,15)+2(1,105)+(14,15)
SU(14)xSU(16):10(14,1)+3(91,1)+8(1,16)+(1,136)
SU(14)xSU(16):12(14,1)+2(1,16)+2(1,120)+(14,16)
SU(14)xSU(16):2(91,1)+10(1,16)+(1,120)+(14,16)
SU(14)xSU(16):2(91,1)+18(1,16)+(14,16)
SU(14)xSU(16):2(91,1)+2(1,16)+2(1,120)+(14,16)
SU(14)xSU(16):6(14,1)+(105,1)+8(1,16)+3(1,120)
SU(14)xSU(16):6(14,1)+(91,1)+2(1,16)+2(1,120)+(14,16)
SU(14)xSU(17):10(14,1)+3(91,1)+9(1,17)+(1,153)
SU(14)xSU(17):11(14,1)+2(1,17)+2(1,136)+(14,17)
SU(14)xSU(17):5(14,1)+(91,1)+2(1,17)+2(1,136)+(14,17)
SU(14)xSU(17):6(14,1)+(105,1)+7(1,17)+3(1,136)
SU(14)xSU(18):10(14,1)+2(1,18)+2(1,153)+(14,18)
SU(14)xSU(18):4(14,1)+(91,1)+2(1,18)+2(1,153)+(14,18)
SU(14)xSU(18):6(14,1)+(105,1)+6(1,18)+3(1,153)
SU(14)xSU(19):3(14,1)+(91,1)+2(1,19)+2(1,171)+(14,19)
SU(14)xSU(19):6(14,1)+(105,1)+5(1,19)+3(1,171)
SU(14)xSU(19):9(14,1)+2(1,19)+2(1,171)+(14,19)
SU(14)xSU(20):2(14,1)+(91,1)+2(1,20)+2(1,190)+(14,20)
SU(14)xSU(20):8(14,1)+2(1,20)+2(1,190)+(14,20)
SU(14)xSU(21):(14,1)+(91,1)+2(1,21)+2(1,210)+(14,21)
SU(14)xSU(21):7(14,1)+2(1,21)+2(1,210)+(14,21)
SU(14)xSU(22):(91,1)+2(1,22)+2(1,231)+(14,22)
SU(14)xSU(22):6(14,1)+2(1,22)+2(1,231)+(14,22)
SU(14)xSU(23):5(14,1)+2(1,23)+2(1,253)+(14,23)
SU(14)xSU(24):4(14,1)+2(1,24)+2(1,276)+(14,24)
SU(14)xSU(25):3(14,1)+2(1,25)+2(1,300)+(14,25)
SU(14)xSU(26):2(14,1)+2(1,26)+2(1,325)+(14,26)
SU(14)xSU(27):(14,1)+2(1,27)+2(1,351)+(14,27)
SU(14)xSU(28):2(1,28)+2(1,378)+(14,28)
SU(14)xSp(10):2(14,1)+(91,1)+2(1,20)+(1,189)+(14,20)
SU(14)xSp(10):6(14,1)+(105,1)+4(1,20)+2(1,189)
SU(14)xSp(10):8(14,1)+2(1,20)+(1,189)+(14,20)
SU(14)xSp(11):(91,1)+2(1,22)+(1,230)+(14,22)
SU(14)xSp(11):6(14,1)+2(1,22)+(1,230)+(14,22)
SU(14)xSp(12):4(14,1)+2(1,24)+(1,275)+(14,24)
SU(14)xSp(12):6(14,1)+(105,1)+2(1,275)
SU(14)xSp(13):2(14,1)+2(1,26)+(1,324)+(14,26)
SU(14)xSp(14):2(1,28)+(1,377)+(14,28)
SU(15)xSU(15):(15,1)+2(105,1)+(1,15)+2(1,105)+(15,15)
SU(15)xSU(15):(15,1)+2(105,1)+15(1,15)+(15,15)
SU(15)xSU(15):(15,1)+2(105,1)+8(1,15)+(1,105)+(15,15)
SU(15)xSU(15):7(15,1)+(120,1)+9(1,15)+3(1,105)
SU(15)xSU(16):14(15,1)+(1,16)+2(1,120)+(15,16)
SU(15)xSU(16):2(105,1)+(1,16)+2(1,120)+(15,16)
SU(15)xSU(16):2(105,1)+17(1,16)+(15,16)
SU(15)xSU(16):2(105,1)+9(1,16)+(1,120)+(15,16)
SU(15)xSU(16):7(15,1)+(105,1)+(1,16)+2(1,120)+(15,16)
SU(15)xSU(16):7(15,1)+(120,1)+8(1,16)+3(1,120)
SU(15)xSU(16):9(15,1)+3(105,1)+8(1,16)+(1,136)
SU(15)xSU(17):13(15,1)+(1,17)+2(1,136)+(15,17)
SU(15)xSU(17):6(15,1)+(105,1)+(1,17)+2(1,136)+(15,17)
SU(15)xSU(17):7(15,1)+(120,1)+7(1,17)+3(1,136)
SU(15)xSU(17):9(15,1)+3(105,1)+9(1,17)+(1,153)
SU(15)xSU(18):12(15,1)+(1,18)+2(1,153)+(15,18)
SU(15)xSU(18):5(15,1)+(105,1)+(1,18)+2(1,153)+(15,18)
SU(15)xSU(19):11(15,1)+(1,19)+2(1,171)+(15,19)
SU(15)xSU(19):4(15,1)+(105,1)+(1,19)+2(1,171)+(15,19)
SU(15)xSU(20):10(15,1)+(1,20)+2(1,190)+(15,20)
SU(15)xSU(20):3(15,1)+(105,1)+(1,20)+2(1,190)+(15,20)
SU(15)xSU(21):2(15,1)+(105,1)+(1,21)+2(1,210)+(15,21)
SU(15)xSU(21):9(15,1)+(1,21)+2(1,210)+(15,21)
SU(15)xSU(22):(15,1)+(105,1)+(1,22)+2(1,231)+(15,22)
SU(15)xSU(22):8(15,1)+(1,22)+2(1,231)+(15,22)
SU(15)xSU(23):(105,1)+(1,23)+2(1,253)+(15,23)
SU(15)xSU(23):7(15,1)+(1,23)+2(1,253)+(15,23)
SU(15)xSU(24):6(15,1)+(1,24)+2(1,276)+(15,24)
SU(15)xSU(25):5(15,1)+(1,25)+2(1,300)+(15,25)
SU(15)xSU(26):4(15,1)+(1,26)+2(1,325)+(15,26)
SU(15)xSU(27):3(15,1)+(1,27)+2(1,351)+(15,27)
SU(15)xSU(28):2(15,1)+(1,28)+2(1,378)+(15,28)
SU(15)xSU(29):(15,1)+(1,29)+2(1,406)+(15,29)
SU(15)xSU(30):(1,30)+2(1,435)+(15,30)
SU(15)xSp(10):10(15,1)+(1,20)+(1,189)+(15,20)
SU(15)xSp(10):3(15,1)+(105,1)+(1,20)+(1,189)+(15,20)
SU(15)xSp(11):(15,1)+(105,1)+(1,22)+(1,230)+(15,22)
SU(15)xSp(11):8(15,1)+(1,22)+(1,230)+(15,22)
SU(15)xSp(12):6(15,1)+(1,24)+(1,275)+(15,24)
SU(15)xSp(13):4(15,1)+(1,26)+(1,324)+(15,26)
SU(15)xSp(14):2(15,1)+(1,28)+(1,377)+(15,28)
SU(15)xSp(15):(1,30)+(1,434)+(15,30)
SU(16)xSU(16):2(120,1)+16(1,16)+(16,16)
SU(16)xSU(16):2(120,1)+2(1,120)+(16,16)
SU(16)xSU(16):2(120,1)+8(1,16)+(1,120)+(16,16)
SU(16)xSU(16):8(16,1)+3(120,1)+8(1,16)+(1,136)
SU(16)xSU(17):15(16,1)+2(1,136)+(16,17)
SU(16)xSU(17):7(16,1)+(120,1)+2(1,136)+(16,17)
SU(16)xSU(18):14(16,1)+2(1,153)+(16,18)
SU(16)xSU(18):6(16,1)+(120,1)+2(1,153)+(16,18)
SU(16)xSU(19):13(16,1)+2(1,171)+(16,19)
SU(16)xSU(19):5(16,1)+(120,1)+2(1,171)+(16,19)
SU(16)xSU(20):12(16,1)+2(1,190)+(16,20)
SU(16)xSU(20):4(16,1)+(120,1)+2(1,190)+(16,20)
SU(16)xSU(21):11(16,1)+2(1,210)+(16,21)
SU(16)xSU(21):3(16,1)+(120,1)+2(1,210)+(16,21)
SU(16)xSU(22):10(16,1)+2(1,231)+(16,22)
SU(16)xSU(22):2(16,1)+(120,1)+2(1,231)+(16,22)
SU(16)xSU(23):(16,1)+(120,1)+2(1,253)+(16,23)
SU(16)xSU(23):9(16,1)+2(1,253)+(16,23)
SU(16)xSU(24):(120,1)+2(1,276)+(16,24)
SU(16)xSU(24):8(16,1)+2(1,276)+(16,24)
SU(16)xSU(25):7(16,1)+2(1,300)+(16,25)
SU(16)xSU(26):6(16,1)+2(1,325)+(16,26)
SU(16)xSU(27):5(16,1)+2(1,351)+(16,27)
SU(16)xSU(28):4(16,1)+2(1,378)+(16,28)
SU(16)xSU(29):3(16,1)+2(1,406)+(16,29)
SU(16)xSU(30):2(16,1)+2(1,435)+(16,30)
SU(16)xSU(31):(16,1)+2(1,465)+(16,31)
SU(16)xSU(32):2(1,496)+(16,32)
SU(16)xSp(10):12(16,1)+(1,189)+(16,20)
SU(16)xSp(10):4(16,1)+(120,1)+(1,189)+(16,20)
SU(16)xSp(11):10(16,1)+(1,230)+(16,22)
SU(16)xSp(11):2(16,1)+(120,1)+(1,230)+(16,22)
SU(16)xSp(12):(120,1)+(1,275)+(16,24)
SU(16)xSp(12):8(16,1)+(1,275)+(16,24)
SU(16)xSp(13):6(16,1)+(1,324)+(16,26)
SU(16)xSp(14):4(16,1)+(1,377)+(16,28)
SU(16)xSp(15):2(16,1)+(1,434)+(16,30)
SU(16)xSp(16):(1,495)+(16,32)
E6xF4xF4:6(27,1,1)+5(1,26,1)+5(1,1,26)
E6xSU(10)xSU(10):2(27,1,1)+4(1,10,1)+3(1,45,1)+4(1,1,10)+3(1,1,45)+(1,10,10)
E6xSU(10)xSU(11):2(27,1,1)+3(1,10,1)+3(1,45,1)+3(1,1,11)+3(1,1,55)+(1,10,11)
E6xSU(10)xSU(12):2(27,1,1)+2(1,10,1)+3(1,45,1)+2(1,1,12)+3(1,1,66)+(1,10,12)
E6xSU(10)xSU(13):2(27,1,1)+(1,10,1)+3(1,45,1)+(1,1,13)+3(1,1,78)+(1,10,13)
E6xSU(10)xSU(14):2(27,1,1)+3(1,45,1)+3(1,1,91)+(1,10,14)
E6xSU(11)xSU(11):2(27,1,1)+2(1,11,1)+3(1,55,1)+2(1,1,11)+3(1,1,55)+(1,11,11)
E6xSU(11)xSU(12):2(27,1,1)+(1,11,1)+3(1,55,1)+(1,1,12)+3(1,1,66)+(1,11,12)
E6xSU(11)xSU(13):2(27,1,1)+3(1,55,1)+3(1,1,78)+(1,11,13)
E6xSU(12)xSU(12):2(27,1,1)+3(1,66,1)+3(1,1,66)+(1,12,12)
E7xSU(10)xSU(10):2(56,1,1)+4(1,10,1)+3(1,45,1)+4(1,1,10)+3(1,1,45)+(1,10,10)
E7xSU(10)xSU(11):2(56,1,1)+3(1,10,1)+3(1,45,1)+3(1,1,11)+3(1,1,55)+(1,10,11)
E7xSU(10)xSU(12):2(56,1,1)+2(1,10,1)+3(1,45,1)+2(1,1,12)+3(1,1,66)+(1,10,12)
E7xSU(10)xSU(13):2(56,1,1)+(1,10,1)+3(1,45,1)+(1,1,13)+3(1,1,78)+(1,10,13)
E7xSU(10)xSU(14):2(56,1,1)+3(1,45,1)+3(1,1,91)+(1,10,14)
E7xSU(11)xSU(11):2(56,1,1)+2(1,11,1)+3(1,55,1)+2(1,1,11)+3(1,1,55)+(1,11,11)
E7xSU(11)xSU(12):2(56,1,1)+(1,11,1)+3(1,55,1)+(1,1,12)+3(1,1,66)+(1,11,12)
E7xSU(11)xSU(13):2(56,1,1)+3(1,55,1)+3(1,1,78)+(1,11,13)
E7xSU(12)xSU(12):2(56,1,1)+3(1,66,1)+3(1,1,66)+(1,12,12)
F4xF4xF4:5(26,1,1)+5(1,26,1)+5(1,1,26)
F4xSU(10)xSU(10):(26,1,1)+4(1,10,1)+3(1,45,1)+4(1,1,10)+3(1,1,45)+(1,10,10)
F4xSU(10)xSU(11):(26,1,1)+3(1,10,1)+3(1,45,1)+3(1,1,11)+3(1,1,55)+(1,10,11)
F4xSU(10)xSU(12):(26,1,1)+2(1,10,1)+3(1,45,1)+2(1,1,12)+3(1,1,66)+(1,10,12)
F4xSU(10)xSU(13):(26,1,1)+(1,10,1)+3(1,45,1)+(1,1,13)+3(1,1,78)+(1,10,13)
F4xSU(10)xSU(14):(26,1,1)+3(1,45,1)+3(1,1,91)+(1,10,14)
F4xSU(11)xSU(11):(26,1,1)+2(1,11,1)+3(1,55,1)+2(1,1,11)+3(1,1,55)+(1,11,11)
F4xSU(11)xSU(12):(26,1,1)+(1,11,1)+3(1,55,1)+(1,1,12)+3(1,1,66)+(1,11,12)
F4xSU(11)xSU(13):(26,1,1)+3(1,55,1)+3(1,1,78)+(1,11,13)
F4xSU(12)xSU(12):(26,1,1)+3(1,66,1)+3(1,1,66)+(1,12,12)
SO(10)xSU(10)xSU(10):2(10,1,1)+4(1,10,1)+3(1,45,1)+4(1,1,10)+3(1,1,45)+(1,10,10)
SO(10)xSU(10)xSU(11):2(10,1,1)+3(1,10,1)+3(1,45,1)+3(1,1,11)+3(1,1,55)+(1,10,11)
SO(10)xSU(10)xSU(12):2(10,1,1)+2(1,10,1)+3(1,45,1)+2(1,1,12)+3(1,1,66)+(1,10,12)
SO(10)xSU(10)xSU(13):2(10,1,1)+(1,10,1)+3(1,45,1)+(1,1,13)+3(1,1,78)+(1,10,13)
SO(10)xSU(10)xSU(14):2(10,1,1)+3(1,45,1)+3(1,1,91)+(1,10,14)
SO(10)xSU(11)xSU(11):2(10,1,1)+2(1,11,1)+3(1,55,1)+2(1,1,11)+3(1,1,55)+(1,11,11)
SO(10)xSU(11)xSU(12):2(10,1,1)+(1,11,1)+3(1,55,1)+(1,1,12)+3(1,1,66)+(1,11,12)
SO(10)xSU(11)xSU(13):2(10,1,1)+3(1,55,1)+3(1,1,78)+(1,11,13)
SO(10)xSU(12)xSU(12):2(10,1,1)+3(1,66,1)+3(1,1,66)+(1,12,12)
SO(11)xSU(10)xSU(10):3(11,1,1)+4(1,10,1)+3(1,45,1)+4(1,1,10)+3(1,1,45)+(1,10,10)
SO(11)xSU(10)xSU(11):3(11,1,1)+3(1,10,1)+3(1,45,1)+3(1,1,11)+3(1,1,55)+(1,10,11)
SO(11)xSU(10)xSU(12):3(11,1,1)+2(1,10,1)+3(1,45,1)+2(1,1,12)+3(1,1,66)+(1,10,12)
SO(11)xSU(10)xSU(13):3(11,1,1)+(1,10,1)+3(1,45,1)+(1,1,13)+3(1,1,78)+(1,10,13)
SO(11)xSU(10)xSU(14):3(11,1,1)+3(1,45,1)+3(1,1,91)+(1,10,14)
SO(11)xSU(11)xSU(11):3(11,1,1)+2(1,11,1)+3(1,55,1)+2(1,1,11)+3(1,1,55)+(1,11,11)
SO(11)xSU(11)xSU(12):3(11,1,1)+(1,11,1)+3(1,55,1)+(1,1,12)+3(1,1,66)+(1,11,12)
SO(11)xSU(11)xSU(13):3(11,1,1)+3(1,55,1)+3(1,1,78)+(1,11,13)
SO(11)xSU(12)xSU(12):3(11,1,1)+3(1,66,1)+3(1,1,66)+(1,12,12)
SO(12)xSU(10)xSU(10):4(12,1,1)+4(1,10,1)+3(1,45,1)+4(1,1,10)+3(1,1,45)+(1,10,10)
SO(12)xSU(10)xSU(11):4(12,1,1)+3(1,10,1)+3(1,45,1)+3(1,1,11)+3(1,1,55)+(1,10,11)
SO(12)xSU(10)xSU(12):4(12,1,1)+2(1,10,1)+3(1,45,1)+2(1,1,12)+3(1,1,66)+(1,10,12)
SO(12)xSU(10)xSU(13):4(12,1,1)+(1,10,1)+3(1,45,1)+(1,1,13)+3(1,1,78)+(1,10,13)
SO(12)xSU(10)xSU(14):4(12,1,1)+3(1,45,1)+3(1,1,91)+(1,10,14)
SO(12)xSU(11)xSU(11):4(12,1,1)+2(1,11,1)+3(1,55,1)+2(1,1,11)+3(1,1,55)+(1,11,11)
SO(12)xSU(11)xSU(12):4(12,1,1)+(1,11,1)+3(1,55,1)+(1,1,12)+3(1,1,66)+(1,11,12)
SO(12)xSU(11)xSU(13):4(12,1,1)+3(1,55,1)+3(1,1,78)+(1,11,13)
SO(12)xSU(12)xSU(12):4(12,1,1)+3(1,66,1)+3(1,1,66)+(1,12,12)
SO(13)xSU(10)xSU(10):5(13,1,1)+4(1,10,1)+3(1,45,1)+4(1,1,10)+3(1,1,45)+(1,10,10)
SO(13)xSU(10)xSU(11):5(13,1,1)+3(1,10,1)+3(1,45,1)+3(1,1,11)+3(1,1,55)+(1,10,11)
SO(13)xSU(10)xSU(12):5(13,1,1)+2(1,10,1)+3(1,45,1)+2(1,1,12)+3(1,1,66)+(1,10,12)
SO(13)xSU(10)xSU(13):5(13,1,1)+(1,10,1)+3(1,45,1)+(1,1,13)+3(1,1,78)+(1,10,13)
SO(13)xSU(10)xSU(14):5(13,1,1)+3(1,45,1)+3(1,1,91)+(1,10,14)
SO(13)xSU(11)xSU(11):5(13,1,1)+2(1,11,1)+3(1,55,1)+2(1,1,11)+3(1,1,55)+(1,11,11)
SO(13)xSU(11)xSU(12):5(13,1,1)+(1,11,1)+3(1,55,1)+(1,1,12)+3(1,1,66)+(1,11,12)
SO(13)xSU(11)xSU(13):5(13,1,1)+3(1,55,1)+3(1,1,78)+(1,11,13)
SO(13)xSU(12)xSU(12):5(13,1,1)+3(1,66,1)+3(1,1,66)+(1,12,12)
SU(10)xSU(10)xSU(10):4(10,1,1)+3(45,1,1)+4(1,10,1)+3(1,45,1)+2(1,1,10)+(1,1,55)+(10,10,1)
SU(10)xSU(10)xSU(10):6(10,1,1)+2(45,1,1)+6(1,10,1)+2(1,45,1)+(10,1,10)+(1,10,10)
SU(10)xSU(10)xSU(11):3(10,1,1)+3(45,1,1)+2(1,10,1)+(1,55,1)+3(1,1,11)+3(1,1,55)+(10,1,11)
SU(10)xSU(10)xSU(11):4(10,1,1)+3(45,1,1)+4(1,10,1)+3(1,45,1)+3(1,1,11)+(1,1,66)+(10,10,1)
SU(10)xSU(10)xSU(11):5(10,1,1)+2(45,1,1)+5(1,10,1)+2(1,45,1)+2(1,1,11)+(10,1,11)+(1,10,11)
SU(10)xSU(10)xSU(12):2(10,1,1)+3(45,1,1)+2(1,10,1)+(1,55,1)+2(1,1,12)+3(1,1,66)+(10,1,12)
SU(10)xSU(10)xSU(12):4(10,1,1)+2(45,1,1)+4(1,10,1)+2(1,45,1)+(1,1,66)+(10,1,12)+(1,10,12)
SU(10)xSU(10)xSU(12):4(10,1,1)+2(45,1,1)+4(1,10,1)+2(1,45,1)+4(1,1,12)+(10,1,12)+(1,10,12)
SU(10)xSU(10)xSU(12):4(10,1,1)+3(45,1,1)+4(1,10,1)+3(1,45,1)+4(1,1,12)+(1,1,78)+(10,10,1)
SU(10)xSU(10)xSU(13):(10,1,1)+3(45,1,1)+2(1,10,1)+(1,55,1)+(1,1,13)+3(1,1,78)+(10,1,13)
SU(10)xSU(10)xSU(13):3(10,1,1)+2(45,1,1)+3(1,10,1)+2(1,45,1)+(1,1,13)+(1,1,78)+(10,1,13)+(1,10,13)
SU(10)xSU(10)xSU(13):3(10,1,1)+2(45,1,1)+3(1,10,1)+2(1,45,1)+6(1,1,13)+(10,1,13)+(1,10,13)
SU(10)xSU(10)xSU(13):4(10,1,1)+3(45,1,1)+4(1,10,1)+3(1,45,1)+5(1,1,13)+(1,1,91)+(10,10,1)
SU(10)xSU(10)xSU(14):2(10,1,1)+2(45,1,1)+2(1,10,1)+2(1,45,1)+2(1,1,14)+(1,1,91)+(10,1,14)+(1,10,14)
SU(10)xSU(10)xSU(14):2(10,1,1)+2(45,1,1)+2(1,10,1)+2(1,45,1)+8(1,1,14)+(10,1,14)+(1,10,14)
SU(10)xSU(10)xSU(14):3(45,1,1)+2(1,10,1)+(1,55,1)+3(1,1,91)+(10,1,14)
SU(10)xSU(10)xSU(15):(10,1,1)+2(45,1,1)+(1,10,1)+2(1,45,1)+10(1,1,15)+(10,1,15)+(1,10,15)
SU(10)xSU(10)xSU(15):(10,1,1)+2(45,1,1)+(1,10,1)+2(1,45,1)+3(1,1,15)+(1,1,105)+(10,1,15)+(1,10,15)
SU(10)xSU(10)xSU(16):2(45,1,1)+2(1,45,1)+12(1,1,16)+(10,1,16)+(1,10,16)
SU(10)xSU(10)xSU(16):2(45,1,1)+2(1,45,1)+4(1,1,16)+(1,1,120)+(10,1,16)+(1,10,16)
SU(10)xSU(11)xSU(11):2(10,1,1)+(55,1,1)+2(1,11,1)+3(1,55,1)+2(1,1,11)+3(1,1,55)+(1,11,11)
SU(10)xSU(11)xSU(11):3(10,1,1)+3(45,1,1)+3(1,11,1)+3(1,55,1)+3(1,1,11)+(1,1,66)+(10,11,1)
SU(10)xSU(11)xSU(11):5(10,1,1)+2(45,1,1)+5(1,11,1)+2(1,55,1)+(1,1,11)+(10,1,11)+(1,11,11)
SU(10)xSU(11)xSU(12):2(10,1,1)+(55,1,1)+(1,11,1)+3(1,55,1)+(1,1,12)+3(1,1,66)+(1,11,12)
SU(10)xSU(11)xSU(12):2(10,1,1)+3(45,1,1)+3(1,11,1)+(1,66,1)+2(1,1,12)+3(1,1,66)+(10,1,12)
SU(10)xSU(11)xSU(12):3(10,1,1)+3(45,1,1)+3(1,11,1)+3(1,55,1)+4(1,1,12)+(1,1,78)+(10,11,1)
SU(10)xSU(11)xSU(12):4(10,1,1)+2(45,1,1)+4(1,11,1)+2(1,55,1)+3(1,1,12)+(10,1,12)+(1,11,12)
SU(10)xSU(11)xSU(12):5(10,1,1)+2(45,1,1)+5(1,1,12)+2(1,1,66)+(10,11,1)+(1,11,12)
SU(10)xSU(11)xSU(13):(10,1,1)+3(45,1,1)+3(1,11,1)+(1,66,1)+(1,1,13)+3(1,1,78)+(10,1,13)
SU(10)xSU(11)xSU(13):2(10,1,1)+(55,1,1)+3(1,55,1)+3(1,1,78)+(1,11,13)
SU(10)xSU(11)xSU(13):3(10,1,1)+2(45,1,1)+3(1,11,1)+2(1,55,1)+(1,1,78)+(10,1,13)+(1,11,13)
SU(10)xSU(11)xSU(13):3(10,1,1)+2(45,1,1)+3(1,11,1)+2(1,55,1)+5(1,1,13)+(10,1,13)+(1,11,13)
SU(10)xSU(11)xSU(13):3(10,1,1)+3(45,1,1)+3(1,11,1)+3(1,55,1)+5(1,1,13)+(1,1,91)+(10,11,1)
SU(10)xSU(11)xSU(14):2(10,1,1)+2(45,1,1)+2(1,11,1)+2(1,55,1)+(1,1,14)+(1,1,91)+(10,1,14)+(1,11,14)
SU(10)xSU(11)xSU(14):2(10,1,1)+2(45,1,1)+2(1,11,1)+2(1,55,1)+7(1,1,14)+(10,1,14)+(1,11,14)
SU(10)xSU(11)xSU(14):3(45,1,1)+3(1,11,1)+(1,66,1)+3(1,1,91)+(10,1,14)
SU(10)xSU(11)xSU(15):(10,1,1)+2(45,1,1)+(1,11,1)+2(1,55,1)+2(1,1,15)+(1,1,105)+(10,1,15)+(1,11,15)
SU(10)xSU(11)xSU(15):(10,1,1)+2(45,1,1)+(1,11,1)+2(1,55,1)+9(1,1,15)+(10,1,15)+(1,11,15)
SU(10)xSU(11)xSU(16):2(45,1,1)+2(1,55,1)+11(1,1,16)+(10,1,16)+(1,11,16)
SU(10)xSU(11)xSU(16):2(45,1,1)+2(1,55,1)+3(1,1,16)+(1,1,120)+(10,1,16)+(1,11,16)
SU(10)xSU(12)xSU(12):2(10,1,1)+(55,1,1)+3(1,66,1)+3(1,1,66)+(1,12,12)
SU(10)xSU(12)xSU(12):2(10,1,1)+3(45,1,1)+2(1,12,1)+3(1,66,1)+4(1,1,12)+(1,1,78)+(10,12,1)
SU(10)xSU(12)xSU(12):4(10,1,1)+2(45,1,1)+4(1,12,1)+2(1,66,1)+2(1,1,12)+(10,1,12)+(1,12,12)
SU(10)xSU(12)xSU(13):(10,1,1)+3(45,1,1)+4(1,12,1)+(1,78,1)+(1,1,13)+3(1,1,78)+(10,1,13)
SU(10)xSU(12)xSU(13):2(10,1,1)+3(45,1,1)+2(1,12,1)+3(1,66,1)+5(1,1,13)+(1,1,91)+(10,12,1)
SU(10)xSU(12)xSU(13):3(10,1,1)+2(45,1,1)+3(1,12,1)+2(1,66,1)+4(1,1,13)+(10,1,13)+(1,12,13)
SU(10)xSU(12)xSU(13):4(10,1,1)+2(45,1,1)+(1,12,1)+4(1,1,13)+2(1,1,78)+(10,12,1)+(1,12,13)
SU(10)xSU(12)xSU(14):2(10,1,1)+2(45,1,1)+2(1,12,1)+2(1,66,1)+(1,1,91)+(10,1,14)+(1,12,14)
SU(10)xSU(12)xSU(14):2(10,1,1)+2(45,1,1)+2(1,12,1)+2(1,66,1)+6(1,1,14)+(10,1,14)+(1,12,14)
SU(10)xSU(12)xSU(14):3(45,1,1)+4(1,12,1)+(1,78,1)+3(1,1,91)+(10,1,14)
SU(10)xSU(12)xSU(14):4(10,1,1)+2(45,1,1)+4(1,1,14)+2(1,1,91)+(10,12,1)+(1,12,14)
SU(10)xSU(12)xSU(15):(10,1,1)+2(45,1,1)+(1,12,1)+2(1,66,1)+(1,1,15)+(1,1,105)+(10,1,15)+(1,12,15)
SU(10)xSU(12)xSU(15):(10,1,1)+2(45,1,1)+(1,12,1)+2(1,66,1)+8(1,1,15)+(10,1,15)+(1,12,15)
SU(10)xSU(12)xSU(16):2(45,1,1)+2(1,66,1)+10(1,1,16)+(10,1,16)+(1,12,16)
SU(10)xSU(12)xSU(16):2(45,1,1)+2(1,66,1)+2(1,1,16)+(1,1,120)+(10,1,16)+(1,12,16)
SU(10)xSU(13)xSU(13):(10,1,1)+3(45,1,1)+(1,13,1)+3(1,78,1)+5(1,1,13)+(1,1,91)+(10,13,1)
SU(10)xSU(13)xSU(13):3(10,1,1)+2(45,1,1)+3(1,13,1)+2(1,78,1)+3(1,1,13)+(10,1,13)+(1,13,13)
SU(10)xSU(13)xSU(14):2(10,1,1)+2(45,1,1)+2(1,13,1)+2(1,78,1)+5(1,1,14)+(10,1,14)+(1,13,14)
SU(10)xSU(13)xSU(14):3(10,1,1)+2(45,1,1)+2(1,13,1)+3(1,1,14)+2(1,1,91)+(10,13,1)+(1,13,14)
SU(10)xSU(13)xSU(14):3(45,1,1)+5(1,13,1)+(1,91,1)+3(1,1,91)+(10,1,14)
SU(10)xSU(13)xSU(15):(10,1,1)+2(45,1,1)+(1,13,1)+2(1,78,1)+(1,1,105)+(10,1,15)+(1,13,15)
SU(10)xSU(13)xSU(15):(10,1,1)+2(45,1,1)+(1,13,1)+2(1,78,1)+7(1,1,15)+(10,1,15)+(1,13,15)
SU(10)xSU(13)xSU(15):3(10,1,1)+2(45,1,1)+(1,13,1)+3(1,1,15)+2(1,1,105)+(10,13,1)+(1,13,15)
SU(10)xSU(13)xSU(16):2(45,1,1)+2(1,78,1)+(1,1,16)+(1,1,120)+(10,1,16)+(1,13,16)
SU(10)xSU(13)xSU(16):2(45,1,1)+2(1,78,1)+9(1,1,16)+(10,1,16)+(1,13,16)
SU(10)xSU(13)xSU(16):3(10,1,1)+2(45,1,1)+3(1,1,16)+2(1,1,120)+(10,13,1)+(1,13,16)
SU(10)xSU(14)xSU(14):2(10,1,1)+2(45,1,1)+2(1,14,1)+2(1,91,1)+4(1,1,14)+(10,1,14)+(1,14,14)
SU(10)xSU(14)xSU(15):(10,1,1)+2(45,1,1)+(1,14,1)+2(1,91,1)+6(1,1,15)+(10,1,15)+(1,14,15)
SU(10)xSU(14)xSU(15):2(10,1,1)+2(45,1,1)+3(1,14,1)+2(1,1,15)+2(1,1,105)+(10,14,1)+(1,14,15)
SU(10)xSU(14)xSU(16):2(10,1,1)+2(45,1,1)+2(1,14,1)+2(1,1,16)+2(1,1,120)+(10,14,1)+(1,14,16)
SU(10)xSU(14)xSU(16):2(45,1,1)+2(1,91,1)+(1,1,120)+(10,1,16)+(1,14,16)
SU(10)xSU(14)xSU(16):2(45,1,1)+2(1,91,1)+8(1,1,16)+(10,1,16)+(1,14,16)
SU(10)xSU(14)xSU(17):2(10,1,1)+2(45,1,1)+(1,14,1)+2(1,1,17)+2(1,1,136)+(10,14,1)+(1,14,17)
SU(10)xSU(14)xSU(18):2(10,1,1)+2(45,1,1)+2(1,1,18)+2(1,1,153)+(10,14,1)+(1,14,18)
SU(10)xSU(15)xSU(15):(10,1,1)+2(45,1,1)+(1,15,1)+2(1,105,1)+5(1,1,15)+(10,1,15)+(1,15,15)
SU(10)xSU(15)xSU(16):(10,1,1)+2(45,1,1)+4(1,15,1)+(1,1,16)+2(1,1,120)+(10,15,1)+(1,15,16)
SU(10)xSU(15)xSU(16):2(45,1,1)+2(1,105,1)+7(1,1,16)+(10,1,16)+(1,15,16)
SU(10)xSU(15)xSU(17):(10,1,1)+2(45,1,1)+3(1,15,1)+(1,1,17)+2(1,1,136)+(10,15,1)+(1,15,17)
SU(10)xSU(15)xSU(18):(10,1,1)+2(45,1,1)+2(1,15,1)+(1,1,18)+2(1,1,153)+(10,15,1)+(1,15,18)
SU(10)xSU(15)xSU(19):(10,1,1)+2(45,1,1)+(1,15,1)+(1,1,19)+2(1,1,171)+(10,15,1)+(1,15,19)
SU(10)xSU(15)xSU(20):(10,1,1)+2(45,1,1)+(1,1,20)+2(1,1,190)+(10,15,1)+(1,15,20)
SU(10)xSU(15)xSp(10):(10,1,1)+2(45,1,1)+(1,1,20)+(1,1,189)+(10,15,1)+(1,15,20)
SU(10)xSU(16)xSU(16):2(45,1,1)+2(1,120,1)+6(1,1,16)+(10,1,16)+(1,16,16)
SU(10)xSU(16)xSU(17):2(45,1,1)+5(1,16,1)+2(1,1,136)+(10,16,1)+(1,16,17)
SU(10)xSU(16)xSU(18):2(45,1,1)+4(1,16,1)+2(1,1,153)+(10,16,1)+(1,16,18)
SU(10)xSU(16)xSU(19):2(45,1,1)+3(1,16,1)+2(1,1,171)+(10,16,1)+(1,16,19)
SU(10)xSU(16)xSU(20):2(45,1,1)+2(1,16,1)+2(1,1,190)+(10,16,1)+(1,16,20)
SU(10)xSU(16)xSU(21):2(45,1,1)+(1,16,1)+2(1,1,210)+(10,16,1)+(1,16,21)
SU(10)xSU(16)xSU(22):2(45,1,1)+2(1,1,231)+(10,16,1)+(1,16,22)
SU(10)xSU(16)xSp(10):2(45,1,1)+2(1,16,1)+(1,1,189)+(10,16,1)+(1,16,20)
SU(10)xSU(16)xSp(11):2(45,1,1)+(1,1,230)+(10,16,1)+(1,16,22)
SU(11)xSU(11)xSU(11):2(11,1,1)+3(55,1,1)+2(1,11,1)+3(1,55,1)+3(1,1,11)+(1,1,66)+(11,11,1)
SU(11)xSU(11)xSU(11):5(11,1,1)+2(55,1,1)+5(1,11,1)+2(1,55,1)+(11,1,11)+(1,11,11)
SU(11)xSU(11)xSU(12):(11,1,1)+3(55,1,1)+3(1,11,1)+(1,66,1)+(1,1,12)+3(1,1,66)+(11,1,12)
SU(11)xSU(11)xSU(12):2(11,1,1)+3(55,1,1)+2(1,11,1)+3(1,55,1)+4(1,1,12)+(1,1,78)+(11,11,1)
SU(11)xSU(11)xSU(12):4(11,1,1)+2(55,1,1)+4(1,11,1)+2(1,55,1)+2(1,1,12)+(11,1,12)+(1,11,12)
SU(11)xSU(11)xSU(13):2(11,1,1)+3(55,1,1)+2(1,11,1)+3(1,55,1)+5(1,1,13)+(1,1,91)+(11,11,1)
SU(11)xSU(11)xSU(13):3(11,1,1)+2(55,1,1)+3(1,11,1)+2(1,55,1)+4(1,1,13)+(11,1,13)+(1,11,13)
SU(11)xSU(11)xSU(13):3(55,1,1)+3(1,11,1)+(1,66,1)+3(1,1,78)+(11,1,13)
SU(11)xSU(11)xSU(14):2(11,1,1)+2(55,1,1)+2(1,11,1)+2(1,55,1)+(1,1,91)+(11,1,14)+(1,11,14)
SU(11)xSU(11)xSU(14):2(11,1,1)+2(55,1,1)+2(1,11,1)+2(1,55,1)+6(1,1,14)+(11,1,14)+(1,11,14)
SU(11)xSU(11)xSU(15):(11,1,1)+2(55,1,1)+(1,11,1)+2(1,55,1)+(1,1,15)+(1,1,105)+(11,1,15)+(1,11,15)
SU(11)xSU(11)xSU(15):(11,1,1)+2(55,1,1)+(1,11,1)+2(1,55,1)+8(1,1,15)+(11,1,15)+(1,11,15)
SU(11)xSU(11)xSU(16):2(55,1,1)+2(1,55,1)+10(1,1,16)+(11,1,16)+(1,11,16)
SU(11)xSU(11)xSU(16):2(55,1,1)+2(1,55,1)+2(1,1,16)+(1,1,120)+(11,1,16)+(1,11,16)
SU(11)xSU(12)xSU(12):(11,1,1)+3(55,1,1)+(1,12,1)+3(1,66,1)+4(1,1,12)+(1,1,78)+(11,12,1)
SU(11)xSU(12)xSU(12):3(11,1,1)+(66,1,1)+3(1,66,1)+3(1,1,66)+(1,12,12)
SU(11)xSU(12)xSU(12):4(11,1,1)+2(55,1,1)+4(1,12,1)+2(1,66,1)+(1,1,12)+(11,1,12)+(1,12,12)
SU(11)xSU(12)xSU(13):(11,1,1)+3(55,1,1)+(1,12,1)+3(1,66,1)+5(1,1,13)+(1,1,91)+(11,12,1)
SU(11)xSU(12)xSU(13):3(11,1,1)+2(55,1,1)+3(1,12,1)+2(1,66,1)+3(1,1,13)+(11,1,13)+(1,12,13)
SU(11)xSU(12)xSU(13):3(55,1,1)+4(1,12,1)+(1,78,1)+3(1,1,78)+(11,1,13)
SU(11)xSU(12)xSU(13):4(11,1,1)+2(55,1,1)+4(1,1,13)+2(1,1,78)+(11,12,1)+(1,12,13)
SU(11)xSU(12)xSU(14):2(11,1,1)+2(55,1,1)+2(1,12,1)+2(1,66,1)+5(1,1,14)+(11,1,14)+(1,12,14)
SU(11)xSU(12)xSU(15):(11,1,1)+2(55,1,1)+(1,12,1)+2(1,66,1)+(1,1,105)+(11,1,15)+(1,12,15)
SU(11)xSU(12)xSU(15):(11,1,1)+2(55,1,1)+(1,12,1)+2(1,66,1)+7(1,1,15)+(11,1,15)+(1,12,15)
SU(11)xSU(12)xSU(16):2(55,1,1)+2(1,66,1)+(1,1,16)+(1,1,120)+(11,1,16)+(1,12,16)
SU(11)xSU(12)xSU(16):2(55,1,1)+2(1,66,1)+9(1,1,16)+(11,1,16)+(1,12,16)
SU(11)xSU(13)xSU(13):3(11,1,1)+2(55,1,1)+3(1,13,1)+2(1,78,1)+2(1,1,13)+(11,1,13)+(1,13,13)
SU(11)xSU(13)xSU(13):3(55,1,1)+3(1,78,1)+5(1,1,13)+(1,1,91)+(11,13,1)
SU(11)xSU(13)xSU(14):2(11,1,1)+2(55,1,1)+2(1,13,1)+2(1,78,1)+4(1,1,14)+(11,1,14)+(1,13,14)
SU(11)xSU(13)xSU(14):3(11,1,1)+2(55,1,1)+(1,13,1)+3(1,1,14)+2(1,1,91)+(11,13,1)+(1,13,14)
SU(11)xSU(13)xSU(15):(11,1,1)+2(55,1,1)+(1,13,1)+2(1,78,1)+6(1,1,15)+(11,1,15)+(1,13,15)
SU(11)xSU(13)xSU(15):3(11,1,1)+2(55,1,1)+3(1,1,15)+2(1,1,105)+(11,13,1)+(1,13,15)
SU(11)xSU(13)xSU(16):2(55,1,1)+2(1,78,1)+(1,1,120)+(11,1,16)+(1,13,16)
SU(11)xSU(13)xSU(16):2(55,1,1)+2(1,78,1)+8(1,1,16)+(11,1,16)+(1,13,16)
SU(11)xSU(14)xSU(14):2(11,1,1)+2(55,1,1)+2(1,14,1)+2(1,91,1)+3(1,1,14)+(11,1,14)+(1,14,14)
SU(11)xSU(14)xSU(15):(11,1,1)+2(55,1,1)+(1,14,1)+2(1,91,1)+5(1,1,15)+(11,1,15)+(1,14,15)
SU(11)xSU(14)xSU(15):2(11,1,1)+2(55,1,1)+2(1,14,1)+2(1,1,15)+2(1,1,105)+(11,14,1)+(1,14,15)
SU(11)xSU(14)xSU(16):2(11,1,1)+2(55,1,1)+(1,14,1)+2(1,1,16)+2(1,1,120)+(11,14,1)+(1,14,16)
SU(11)xSU(14)xSU(16):2(55,1,1)+2(1,91,1)+7(1,1,16)+(11,1,16)+(1,14,16)
SU(11)xSU(14)xSU(17):2(11,1,1)+2(55,1,1)+2(1,1,17)+2(1,1,136)+(11,14,1)+(1,14,17)
SU(11)xSU(15)xSU(15):(11,1,1)+2(55,1,1)+(1,15,1)+2(1,105,1)+4(1,1,15)+(11,1,15)+(1,15,15)
SU(11)xSU(15)xSU(16):(11,1,1)+2(55,1,1)+3(1,15,1)+(1,1,16)+2(1,1,120)+(11,15,1)+(1,15,16)
SU(11)xSU(15)xSU(16):2(55,1,1)+2(1,105,1)+6(1,1,16)+(11,1,16)+(1,15,16)
SU(11)xSU(15)xSU(17):(11,1,1)+2(55,1,1)+2(1,15,1)+(1,1,17)+2(1,1,136)+(11,15,1)+(1,15,17)
SU(11)xSU(15)xSU(18):(11,1,1)+2(55,1,1)+(1,15,1)+(1,1,18)+2(1,1,153)+(11,15,1)+(1,15,18)
SU(11)xSU(15)xSU(19):(11,1,1)+2(55,1,1)+(1,1,19)+2(1,1,171)+(11,15,1)+(1,15,19)
SU(11)xSU(16)xSU(16):2(55,1,1)+2(1,120,1)+5(1,1,16)+(11,1,16)+(1,16,16)
SU(11)xSU(16)xSU(17):2(55,1,1)+4(1,16,1)+2(1,1,136)+(11,16,1)+(1,16,17)
SU(11)xSU(16)xSU(18):2(55,1,1)+3(1,16,1)+2(1,1,153)+(11,16,1)+(1,16,18)
SU(11)xSU(16)xSU(19):2(55,1,1)+2(1,16,1)+2(1,1,171)+(11,16,1)+(1,16,19)
SU(11)xSU(16)xSU(20):2(55,1,1)+(1,16,1)+2(1,1,190)+(11,16,1)+(1,16,20)
SU(11)xSU(16)xSU(21):2(55,1,1)+2(1,1,210)+(11,16,1)+(1,16,21)
SU(11)xSU(16)xSp(10):2(55,1,1)+(1,16,1)+(1,1,189)+(11,16,1)+(1,16,20)
SU(12)xSU(12)xSU(12):3(66,1,1)+3(1,66,1)+4(1,1,12)+(1,1,78)+(12,12,1)
SU(12)xSU(12)xSU(12):4(12,1,1)+2(66,1,1)+4(1,12,1)+2(1,66,1)+(12,1,12)+(1,12,12)
SU(12)xSU(12)xSU(13):3(12,1,1)+2(66,1,1)+3(1,12,1)+2(1,66,1)+2(1,1,13)+(12,1,13)+(1,12,13)
SU(12)xSU(12)xSU(13):3(66,1,1)+3(1,66,1)+5(1,1,13)+(1,1,91)+(12,12,1)
SU(12)xSU(12)xSU(14):2(12,1,1)+2(66,1,1)+2(1,12,1)+2(1,66,1)+4(1,1,14)+(12,1,14)+(1,12,14)
SU(12)xSU(12)xSU(15):(12,1,1)+2(66,1,1)+(1,12,1)+2(1,66,1)+6(1,1,15)+(12,1,15)+(1,12,15)
SU(12)xSU(12)xSU(16):2(66,1,1)+2(1,66,1)+(1,1,120)+(12,1,16)+(1,12,16)
SU(12)xSU(12)xSU(16):2(66,1,1)+2(1,66,1)+8(1,1,16)+(12,1,16)+(1,12,16)
SU(12)xSU(13)xSU(13):3(12,1,1)+2(66,1,1)+3(1,13,1)+2(1,78,1)+(1,1,13)+(12,1,13)+(1,13,13)
SU(12)xSU(13)xSU(14):2(12,1,1)+2(66,1,1)+2(1,13,1)+2(1,78,1)+3(1,1,14)+(12,1,14)+(1,13,14)
SU(12)xSU(13)xSU(14):3(12,1,1)+2(66,1,1)+3(1,1,14)+2(1,1,91)+(12,13,1)+(1,13,14)
SU(12)xSU(13)xSU(15):(12,1,1)+2(66,1,1)+(1,13,1)+2(1,78,1)+5(1,1,15)+(12,1,15)+(1,13,15)
SU(12)xSU(13)xSU(16):2(66,1,1)+2(1,78,1)+7(1,1,16)+(12,1,16)+(1,13,16)
SU(12)xSU(14)xSU(14):2(12,1,1)+2(66,1,1)+2(1,14,1)+2(1,91,1)+2(1,1,14)+(12,1,14)+(1,14,14)
SU(12)xSU(14)xSU(15):(12,1,1)+2(66,1,1)+(1,14,1)+2(1,91,1)+4(1,1,15)+(12,1,15)+(1,14,15)
SU(12)xSU(14)xSU(15):2(12,1,1)+2(66,1,1)+(1,14,1)+2(1,1,15)+2(1,1,105)+(12,14,1)+(1,14,15)
SU(12)xSU(14)xSU(16):2(12,1,1)+2(66,1,1)+2(1,1,16)+2(1,1,120)+(12,14,1)+(1,14,16)
SU(12)xSU(14)xSU(16):2(66,1,1)+2(1,91,1)+6(1,1,16)+(12,1,16)+(1,14,16)
SU(12)xSU(15)xSU(15):(12,1,1)+2(66,1,1)+(1,15,1)+2(1,105,1)+3(1,1,15)+(12,1,15)+(1,15,15)
SU(12)xSU(15)xSU(16):(12,1,1)+2(66,1,1)+2(1,15,1)+(1,1,16)+2(1,1,120)+(12,15,1)+(1,15,16)
SU(12)xSU(15)xSU(16):2(66,1,1)+2(1,105,1)+5(1,1,16)+(12,1,16)+(1,15,16)
SU(12)xSU(15)xSU(17):(12,1,1)+2(66,1,1)+(1,15,1)+(1,1,17)+2(1,1,136)+(12,15,1)+(1,15,17)
SU(12)xSU(15)xSU(18):(12,1,1)+2(66,1,1)+(1,1,18)+2(1,1,153)+(12,15,1)+(1,15,18)
SU(12)xSU(16)xSU(16):2(66,1,1)+2(1,120,1)+4(1,1,16)+(12,1,16)+(1,16,16)
SU(12)xSU(16)xSU(17):2(66,1,1)+3(1,16,1)+2(1,1,136)+(12,16,1)+(1,16,17)
SU(12)xSU(16)xSU(18):2(66,1,1)+2(1,16,1)+2(1,1,153)+(12,16,1)+(1,16,18)
SU(12)xSU(16)xSU(19):2(66,1,1)+(1,16,1)+2(1,1,171)+(12,16,1)+(1,16,19)
SU(12)xSU(16)xSU(20):2(66,1,1)+2(1,1,190)+(12,16,1)+(1,16,20)
SU(12)xSU(16)xSp(10):2(66,1,1)+(1,1,189)+(12,16,1)+(1,16,20)
SU(13)xSU(13)xSU(13):3(13,1,1)+2(78,1,1)+3(1,13,1)+2(1,78,1)+(13,1,13)+(1,13,13)
SU(13)xSU(13)xSU(14):2(13,1,1)+2(78,1,1)+2(1,13,1)+2(1,78,1)+2(1,1,14)+(13,1,14)+(1,13,14)
SU(13)xSU(13)xSU(15):(13,1,1)+2(78,1,1)+(1,13,1)+2(1,78,1)+4(1,1,15)+(13,1,15)+(1,13,15)
SU(13)xSU(13)xSU(16):2(78,1,1)+2(1,78,1)+6(1,1,16)+(13,1,16)+(1,13,16)
SU(13)xSU(14)xSU(14):2(13,1,1)+2(78,1,1)+2(1,14,1)+2(1,91,1)+(1,1,14)+(13,1,14)+(1,14,14)
SU(13)xSU(14)xSU(15):(13,1,1)+2(78,1,1)+(1,14,1)+2(1,91,1)+3(1,1,15)+(13,1,15)+(1,14,15)
SU(13)xSU(14)xSU(15):2(13,1,1)+2(78,1,1)+2(1,1,15)+2(1,1,105)+(13,14,1)+(1,14,15)
SU(13)xSU(14)xSU(16):2(78,1,1)+2(1,91,1)+5(1,1,16)+(13,1,16)+(1,14,16)
SU(13)xSU(15)xSU(15):(13,1,1)+2(78,1,1)+(1,15,1)+2(1,105,1)+2(1,1,15)+(13,1,15)+(1,15,15)
SU(13)xSU(15)xSU(16):(13,1,1)+2(78,1,1)+(1,15,1)+(1,1,16)+2(1,1,120)+(13,15,1)+(1,15,16)
SU(13)xSU(15)xSU(16):2(78,1,1)+2(1,105,1)+4(1,1,16)+(13,1,16)+(1,15,16)
SU(13)xSU(15)xSU(17):(13,1,1)+2(78,1,1)+(1,1,17)+2(1,1,136)+(13,15,1)+(1,15,17)
SU(13)xSU(16)xSU(16):2(78,1,1)+2(1,120,1)+3(1,1,16)+(13,1,16)+(1,16,16)
SU(13)xSU(16)xSU(17):2(78,1,1)+2(1,16,1)+2(1,1,136)+(13,16,1)+(1,16,17)
SU(13)xSU(16)xSU(18):2(78,1,1)+(1,16,1)+2(1,1,153)+(13,16,1)+(1,16,18)
SU(13)xSU(16)xSU(19):2(78,1,1)+2(1,1,171)+(13,16,1)+(1,16,19)
SU(14)xSU(14)xSU(14):2(14,1,1)+2(91,1,1)+2(1,14,1)+2(1,91,1)+(14,1,14)+(1,14,14)
SU(14)xSU(14)xSU(15):(14,1,1)+2(91,1,1)+(1,14,1)+2(1,91,1)+2(1,1,15)+(14,1,15)+(1,14,15)
SU(14)xSU(14)xSU(16):2(91,1,1)+2(1,91,1)+4(1,1,16)+(14,1,16)+(1,14,16)
SU(14)xSU(15)xSU(15):(14,1,1)+2(91,1,1)+(1,15,1)+2(1,105,1)+(1,1,15)+(14,1,15)+(1,15,15)
SU(14)xSU(15)xSU(16):(14,1,1)+2(91,1,1)+(1,1,16)+2(1,1,120)+(14,15,1)+(1,15,16)
SU(14)xSU(15)xSU(16):2(91,1,1)+2(1,105,1)+3(1,1,16)+(14,1,16)+(1,15,16)
SU(14)xSU(16)xSU(16):2(91,1,1)+2(1,120,1)+2(1,1,16)+(14,1,16)+(1,16,16)
SU(14)xSU(16)xSU(17):2(91,1,1)+(1,16,1)+2(1,1,136)+(14,16,1)+(1,16,17)
SU(14)xSU(16)xSU(18):2(91,1,1)+2(1,1,153)+(14,16,1)+(1,16,18)
SU(15)xSU(15)xSU(15):(15,1,1)+2(105,1,1)+(1,15,1)+2(1,105,1)+(15,1,15)+(1,15,15)
SU(15)xSU(15)xSU(16):2(105,1,1)+2(1,105,1)+2(1,1,16)+(15,1,16)+(1,15,16)
SU(15)xSU(16)xSU(16):2(105,1,1)+2(1,120,1)+(1,1,16)+(15,1,16)+(1,16,16)
SU(15)xSU(16)xSU(17):2(105,1,1)+2(1,1,136)+(15,16,1)+(1,16,17)
SU(16)xSU(16)xSU(16):2(120,1,1)+2(1,120,1)+(16,1,16)+(1,16,16)
SU(10)xSU(10)xSU(10)xSU(15):(10,1,1,1)+2(45,1,1,1)+(1,10,1,1)+2(1,45,1,1)+(1,1,10,1)+2(1,1,45,1)+(10,1,1,15)+(1,10,1,15)+(1,1,10,15)
SU(10)xSU(10)xSU(10)xSU(16):2(45,1,1,1)+2(1,45,1,1)+2(1,1,45,1)+2(1,1,1,16)+(10,1,1,16)+(1,10,1,16)+(1,1,10,16)
SU(10)xSU(10)xSU(11)xSU(16):2(45,1,1,1)+2(1,45,1,1)+2(1,1,55,1)+(1,1,1,16)+(10,1,1,16)+(1,10,1,16)+(1,1,11,16)
SU(10)xSU(10)xSU(12)xSU(16):2(45,1,1,1)+2(1,45,1,1)+2(1,1,66,1)+(10,1,1,16)+(1,10,1,16)+(1,1,12,16)
SU(10)xSU(11)xSU(11)xSU(16):2(45,1,1,1)+2(1,55,1,1)+2(1,1,55,1)+(10,1,1,16)+(1,11,1,16)+(1,1,11,16)