Data:Braiding/G 2/1,0/4

{{1, {{{{q^(-10), -q^(-9), -(1/(q^3*(1 + q^2))), 1}, {0, -q^(-12), -((-1 + q^2)/q^10), -((1 - q^2 + q^6 - q^8)/q^11)}, {0, 0, -q^(-18), (1 + q^2 + q^6 + q^8)/q^19}, {0, 0, 0, q^(-24)}}, {{-((-1 + q^2 - q^4 + q^6 + q^8 - q^10 + q^12 - q^14)/q^24), -((1 - q^2 + q^4 - q^8)/q^23), -((1 - 2*q^2 + 2*q^4 - q^6)/q^17), q^(-14)}, {-((1 - q^2 + q^4 + q^6 - 2*q^8 + q^10 - q^12 - q^18 + q^20)/q^23), -((-1 + q^2 - q^6 + q^8 + q^10)/q^22), -((-1 + q^2 - q^6 + q^8)/q^16), 0}, {-((1 + q^2 - q^12 - q^14)/q^21), -((-1 - 2*q^2 - q^4)/q^20), q^(-12), 0}, {q^(-14), 0, 0, 0}}, {{q^(-10), -q^(-9), -(1/(q^3*(1 + q^2))), 1}, {0, -q^(-12), -((-1 + q^2)/q^10), -((1 - q^2 + q^6 - q^8)/q^11)}, {0, 0, -q^(-18), (1 + q^2 + q^6 + q^8)/q^19}, {0, 0, 0, q^(-24)}}}, {{{q^10, -q^13, q^64*(-q^(-43) + q^(-41) - 1/(q^39*(1 + q^2))), q^64*(q^(-36) - q^(-34) - q^(-28) + 1/(q^34*(1 + q^2)) + 1/(q^32*(1 + q^2)) + 1/(q^28*(1 + q^2)) + 1/(q^26*(1 + q^2)))}, {0, -q^12, (-q^(-44) + q^(-42))*q^64, (q^(-37) - q^(-35) + q^(-31) - q^(-29))*q^64}, {0, 0, -q^18, (q^(-41) + q^(-39) + q^(-35) + q^(-33))*q^64}, {0, 0, 0, q^24}}, {{0, 0, 0, q^14}, {0, -q^24, (q^(-44) - q^(-42) + q^(-38) - q^(-36))*q^64, (q^(-51) - q^(-49) - q^(-43) + q^(-41) - 2/q^39 + q^(-37) + q^(-35) - q^(-33) + q^(-31))*q^64}, {0, (q^(-48) + 2/q^46 + q^(-44))*q^64, (-q^(-50) + q^(-48) - q^(-44) + q^(-42) + q^(-40))*q^64, (q^(-55) + q^(-53) + q^(-51) + q^(-49) + q^(-45) - q^(-43) - 2/q^41 - q^(-37) - q^(-35))*q^64}, {q^14, (q^(-51) - q^(-49))*q^64, (q^(-51) - 2/q^49 + 2/q^47 - q^(-45))*q^64, (q^(-54) - q^(-52) + q^(-50) - q^(-48) - q^(-46) + q^(-44) - q^(-42) + q^(-40))*q^64}}, {{q^10, -q^13, q^64*(-q^(-43) + q^(-41) - 1/(q^39*(1 + q^2))), q^64*(q^(-36) - q^(-34) - q^(-28) + 1/(q^34*(1 + q^2)) + 1/(q^32*(1 + q^2)) + 1/(q^28*(1 + q^2)) + 1/(q^26*(1 + q^2)))}, {0, -q^12, (-q^(-44) + q^(-42))*q^64, (q^(-37) - q^(-35) + q^(-31) - q^(-29))*q^64}, {0, 0, -q^18, (q^(-41) + q^(-39) + q^(-35) + q^(-33))*q^64}, {0, 0, 0, q^24}}}}}, {2 + q^(-18) + q^(-12) + q^(-10) + q^(-8) + q^(-6) + q^(-2) + q^2 + q^6 + q^8 + q^10 + q^12 + q^18, {{{{-((1 - q^4 + q^6 - q^8)/q^18), -((-1 + q^2)/q^15), q^(-13), -((-1 + q^2 - q^4 + q^8)/q^21), -((-1 + q^2)/q^17), -q^(-12), -((1 - q^2)/q^5), -(1 + q^2)^(-1), q^9}, {-((-1 + q^8)/q^17), -q^(-14), 0, -((-1 + q^8)/q^18), -((-1 - q^2)/q^14), 0, -((-1 - q^2)/q^2), 0, q^6 + q^8}, {q^(-13), 0, 0, -q^(-12), 0, 0, 0, 0, 0}, {0, 0, 0, -((-1 + q^8 + q^12 - q^14)/q^24), -((-1 + q^8)/q^20), -q^(-15), -((1 - q^2)/q^6), -(1/(q*(1 + q^2))), q^8}, {0, 0, 0, -((-1 - q^4 + q^6 + q^10)/q^20), q^(-16), 0, -((-1 + q^2 - q^8)/q^10), 1/(q^5*(1 + q^2)), -q^4 + q^6}, {0, 0, 0, -q^(-15), 0, 0, q^(-7), 0, q}, {0, 0, 0, 0, 0, 0, -((1 - q^8)/q^18), -(1/(q^13*(1 + q^2))), -((-1 - q^2)/q^2)}, {0, 0, 0, 0, 0, 0, -((1 + q^2)/q^15), 0, -((1 + 2*q^2 + q^4)/q^7)}, {0, 0, 0, 0, 0, 0, 0, 0, -q^(-12)}}, {{-((1 - q^2)/q^12), -((1 - q^2)/q^5), q^3 - q^5, q^(-11), q^(-5), -q^4, 0, 0, 0}, {0, -((1 - q^2 + q^6 - q^8)/q^18), -((1 - q^8 - q^12 + q^16)/q^12), 0, -((-1 + q^4)/q^18), -((-1 + q^4 + q^6 + q^8)/q^11), q^(-12), -((-1 + q^4)/q^5), 0}, {0, 0, -((-1 + q^2 - q^4 + q^6 + q^8 - q^10 + q^12 - q^14)/q^24), 0, 0, -((1 - q^2 + q^4 - q^8)/q^23), 0, -((1 - 2*q^2 + 2*q^4 - q^6)/q^17), q^(-14)}, {q^(-11), -((1 - q^2)/q^6), q^2 - q^4, 0, q^(-6), -q^3, 0, 0, 0}, {0, -((-1 + q^2 - q^6 + q^8)/q^16), -((1 - q^2 + q^4 - q^6 + q^10 - 2*q^12 + q^14)/q^12), 0, -q^(-16), -((-1 + q^2 + q^6 - q^10)/q^11), 0, -((-1 + q^2)/q^5), 0}, {0, 0, -((1 - q^2 + q^4 + q^6 - 2*q^8 + q^10 - q^12 - q^18 + q^20)/q^23), 0, 0, -((-1 + q^2 - q^6 + q^8 + q^10)/q^22), 0, -((-1 + q^2 - q^6 + q^8)/q^16), 0}, {0, q^(-12), -((-1 + q^4)/q^8), 0, 0, -((1 + q^2)/q^7), 0, 0, 0}, {0, 0, -((1 + q^2 - q^12 - q^14)/q^21), 0, 0, -((-1 - 2*q^2 - q^4)/q^20), 0, q^(-12), 0}, {0, 0, q^(-14), 0, 0, 0, 0, 0, 0}}, {{q^(-10), 0, 0, -q^(-9), 0, 0, 0, 0, 0}, {0, q^(-10), 0, 0, -((1 + q^2)/q^10), 0, -q^(-4), 1/(q^5*(1 + q^2)), -((1 + q^6)/q^6)}, {0, 0, q^(-10), 0, 0, -q^(-9), 0, -(1/(q^3*(1 + q^2))), 1}, {0, 0, 0, -q^(-12), 0, 0, -((1 - q^2)/q^6), 0, 1 - q^2}, {0, 0, 0, 0, -q^(-12), 0, -((-1 + q^2)/q^10), -((-1 + q^2)/q^5), -((1 - q^4 + q^6 - q^8)/q^6)}, {0, 0, 0, 0, 0, -q^(-12), 0, -((-1 + q^2)/q^10), -((1 - q^2 + q^6 - q^8)/q^11)}, {0, 0, 0, 0, 0, 0, -q^(-18), 0, -((1 + q^6)/q^14)}, {0, 0, 0, 0, 0, 0, 0, -q^(-18), (1 + q^2 + q^6 + q^8)/q^19}, {0, 0, 0, 0, 0, 0, 0, 0, q^(-24)}}}, {{{0, 0, q^13, 0, 0, -q^16, 0, -(q^24/(1 + q^2)), -(q^126*(-(1/(q^95*(1 + q^2))) - 1/(q^93*(1 + q^2))))}, {0, -q^14, -(q^126*(-(1/(q^116*(1 + q^2))) - 1/(q^114*(1 + q^2)) + 1/(q^108*(1 + q^2)) + 1/(q^106*(1 + q^2)))), 0, -(q^126*(-(1/(q^110*(1 + q^2))) - 2/(q^108*(1 + q^2)) - 1/(q^106*(1 + q^2)))), -(q^126*(-(1/(q^111*(1 + q^2))) - 1/(q^109*(1 + q^2)) + 1/(q^103*(1 + q^2)) + 1/(q^101*(1 + q^2)))), -(q^126*(-(1/(q^102*(1 + q^2))) - 2/(q^100*(1 + q^2)) - 1/(q^98*(1 + q^2)))), -(q^126*(1/(q^101*(1 + q^2)) + 1/(q^99*(1 + q^2)) - 1/(q^97*(1 + q^2)) - 1/(q^95*(1 + q^2)))), -(q^126*(-(1/(q^98*(1 + q^2))) - 2/(q^96*(1 + q^2)) - 1/(q^94*(1 + q^2))))}, {q^13, -(q^126*(-(1/(q^114*(1 + q^2))) + 1/(q^110*(1 + q^2)))), -((-q^(-116) + q^(-114) - q^(-112) + q^(-108))*q^126), -q^16, -(q^126*(-(1/(q^108*(1 + q^2))) + 1/(q^104*(1 + q^2)))), -((q^(-109) - q^(-105) + q^(-103) - q^(-101))*q^126), 0, 0, 0}, {0, 0, 0, 0, 0, -q^15, 0, -(q^23/(1 + q^2)), -(q^126*(-(1/(q^96*(1 + q^2))) - 1/(q^94*(1 + q^2))))}, {0, 0, 0, 0, q^16, -((-q^(-115) - q^(-111) + q^(-109) + q^(-105))*q^126), q^24, -(q^126*(-(1/(q^107*(1 + q^2))) + 1/(q^101*(1 + q^2)) - 1/(q^97*(1 + q^2)))), -(q^126*(1/(q^100*(1 + q^2)) - 1/(q^96*(1 + q^2))))}, {0, 0, 0, -q^15, -(q^126*(-(1/(q^115*(1 + q^2))) - 1/(q^113*(1 + q^2)) + 1/(q^107*(1 + q^2)) + 1/(q^105*(1 + q^2)))), -((-q^(-116) + q^(-114) + q^(-110) - q^(-102))*q^126), q^19, -(q^126*(1/(q^106*(1 + q^2)) - 1/(q^102*(1 + q^2)))), -(q^126*(-(1/(q^103*(1 + q^2))) - 1/(q^101*(1 + q^2))))}, {0, 0, 0, 0, 0, 0, 0, -(q^15/(1 + q^2)), (q^20*(1 + 2*q^2 + q^4))/(1 + q^2)}, {0, 0, 0, 0, 0, 0, -((q^(-113) + q^(-111))*q^126), -((-q^(-116) + q^(-108))*q^126), -((q^(-111) + 2/q^109 + q^(-107))*q^126)}, {0, 0, 0, 0, 0, 0, 0, 0, -q^12}}, {{0, 0, 0, q^11, q^21, -q^32, -((q^(-103) - q^(-101))*q^126), -((-q^(-92) + q^(-90))*q^126), -((q^(-93) - q^(-89) + q^(-87) - q^(-85))*q^126)}, {0, 0, 0, 0, 0, -((q^(-97) + q^(-95))*q^126), q^12, -((-q^(-101) + q^(-97) - q^(-95) + q^(-91))*q^126), -((q^(-100) + q^(-96) + q^(-94) - 2/q^92 - q^(-86))*q^126)}, {0, 0, 0, 0, 0, 0, 0, 0, q^14}, {q^11, 0, 0, -((-q^(-116) + q^(-114))*q^126), q^20, -q^31, -((q^(-104) - q^(-102))*q^126), -((-q^(-93) + q^(-91))*q^126), -((q^(-94) - q^(-90) + q^(-88) - q^(-86))*q^126)}, {0, 0, 0, 0, -q^16, -((-q^(-99) + q^(-97))*q^126), -((-q^(-114) + q^(-112) - q^(-108) + q^(-106))*q^126), -((-q^(-101) + q^(-99) + q^(-97) - 2/q^95 + q^(-93))*q^126), -((q^(-100) - 2/q^98 + 2/q^96 - 2/q^92 + 2/q^90 - q^(-88))*q^126)}, {0, 0, 0, 0, 0, -q^24, 0, -((-q^(-106) + q^(-104) - q^(-100) + q^(-98))*q^126), -((-q^(-113) + q^(-111) + q^(-105) - q^(-103) + 2/q^101 - q^(-99) - q^(-97) + q^(-95) - q^(-93))*q^126)}, {0, q^12, 0, 0, -((-q^(-116) + q^(-112))*q^126), -((q^(-105) + q^(-103))*q^126), -((-q^(-116) + q^(-114) - q^(-110) + q^(-108))*q^126), -((-q^(-103) + q^(-99))*q^126), -((q^(-104) + q^(-102) - q^(-100) - q^(-94))*q^126)}, {0, 0, 0, 0, 0, -((-q^(-110) - 2/q^108 - q^(-106))*q^126), 0, -((q^(-112) - q^(-110) + q^(-106) - q^(-104) - q^(-102))*q^126), -((-q^(-117) - q^(-115) - q^(-113) - q^(-111) - q^(-107) + q^(-105) + 2/q^103 + q^(-99) + q^(-97))*q^126)}, {0, 0, q^14, 0, 0, -((-q^(-113) + q^(-111))*q^126), 0, -((-q^(-113) + 2/q^111 - 2/q^109 + q^(-107))*q^126), -((-q^(-116) + q^(-114) - q^(-112) + q^(-110) + q^(-108) - q^(-106) + q^(-104) - q^(-102))*q^126)}}, {{q^10, 0, 0, -q^13, 0, 0, -((-q^(-101) + q^(-99))*q^126), 0, -((-q^(-91) + q^(-87) - q^(-85) + q^(-83))*q^126)}, {0, q^10, 0, 0, -((q^(-114) + q^(-112))*q^126), 0, -q^20, -(q^126*(q^(-101) - q^(-97) - 1/(q^103*(1 + q^2)))), -(q^126*(-q^(-98) + q^(-96) - q^(-92) + q^(-90) - q^(-88) + q^(-84) + 1/(q^98*(1 + q^2)) + 1/(q^96*(1 + q^2)) + 1/(q^92*(1 + q^2)) + 1/(q^90*(1 + q^2))))}, {0, 0, q^10, 0, 0, -q^13, 0, -(q^126*(q^(-105) - q^(-103) + 1/(q^101*(1 + q^2)))), -(q^126*(-q^(-98) + q^(-96) + q^(-90) - 1/(q^96*(1 + q^2)) - 1/(q^94*(1 + q^2)) - 1/(q^90*(1 + q^2)) - 1/(q^88*(1 + q^2))))}, {0, 0, 0, -q^12, 0, 0, -((-q^(-102) + q^(-100))*q^126), 0, -((-q^(-92) + q^(-88) - q^(-86) + q^(-84))*q^126)}, {0, 0, 0, 0, -q^12, 0, -((q^(-106) - q^(-104))*q^126), -((q^(-101) - q^(-99))*q^126), -((q^(-96) - q^(-94) + q^(-90) - 2/q^88 + q^(-86))*q^126)}, {0, 0, 0, 0, 0, -q^12, 0, -((q^(-106) - q^(-104))*q^126), -((-q^(-99) + q^(-97) - q^(-93) + q^(-91))*q^126)}, {0, 0, 0, 0, 0, 0, -q^18, 0, -((q^(-98) + q^(-92))*q^126)}, {0, 0, 0, 0, 0, 0, 0, -q^18, -((-q^(-103) - q^(-101) - q^(-97) - q^(-95))*q^126)}, {0, 0, 0, 0, 0, 0, 0, 0, q^24}}}}}, {5 + q^(-36) + q^(-30) + q^(-28) + q^(-26) + 2/q^24 + q^(-22) + 2/q^20 + 3/q^18 + 2/q^16 + 2/q^14 + 4/q^12 + 3/q^10 + 3/q^8 + 4/q^6 + 3/q^4 + 3/q^2 + 3*q^2 + 3*q^4 + 4*q^6 + 3*q^8 + 3*q^10 + 4*q^12 + 2*q^14 + 2*q^16 + 3*q^18 + 2*q^20 + q^22 + 2*q^24 + q^26 + q^28 + q^30 + q^36, {{{{q^(-10), -q^(-9)}, {0, -q^(-12)}}, {{-((1 - q^2)/q^12), q^(-11)}, {q^(-11), 0}}, {{q^(-10), -q^(-9)}, {0, -q^(-12)}}}, {{{q^10, -q^13}, {0, -q^12}}, {{0, q^11}, {q^11, q^10*(1 - q^2)}}, {{q^10, -q^13}, {0, -q^12}}}}}, {1 + q^(-10) + q^(-8) + q^(-2) + q^2 + q^8 + q^10, {{{{-((1 - q^2 + q^6 - q^8)/q^18), -((-1 + q^4)/q^18), q^(-12), -((1 - q^4)/q^14), -q^(-9), -((1 - q^4 + q^6 - q^10)/q^8), -((-1 - q^2)/q^7), 0, 0, -((1 + q^2 - q^4 - q^8 + q^12)/q^2)}, {-((-1 + q^2 - q^6 + q^8)/q^16), -q^(-16), 0, -((1 - q^2 - q^8)/q^14), -(1/(q^9*(1 + q^2))), -((1 - q^2 + q^6 - q^8)/q^8), q^(-7), 0, 0, -((1 - q^4 + q^6 - 2*q^8 + q^10)/q^2)}, {q^(-12), 0, 0, -((1 + q^2)/q^12), 0, 0, 0, 0, 0, -q^2}, {0, 0, 0, -((1 - q^8)/q^18), -(1/(q^13*(1 + q^2))), -((1 - q^2 + q^6 - q^8)/q^8), q^(-7), 0, 0, -1 + q^2 + q^6 - q^8}, {0, 0, 0, -((1 + q^2)/q^15), 0, -((-1 + q^4 - q^6 + q^10)/q^13), -((1 + q^2)/q^12), 0, 0, -((-1 + q^4 + q^6 - q^10)/q^5)}, {0, 0, 0, 0, 0, -((-1 + q^2 - q^4 + q^6 + q^8 - q^10 + q^12 - q^14)/q^24), -((1 - q^2 + q^4 - q^8)/q^23), -((1 - 2*q^2 + 2*q^4 - q^6)/q^17), q^(-14), -((1 - q^4 + q^6)/q^8)}, {0, 0, 0, 0, 0, -((1 - q^2 + q^4 + q^6 - 2*q^8 + q^10 - q^12 - q^18 + q^20)/q^23), -((-1 + q^2 - q^6 + q^8 + q^10)/q^22), -((-1 + q^2 - q^6 + q^8)/q^16), 0, -((1 - q^2 - 2*q^4 + 2*q^6 + q^12 - q^14)/q^9)}, {0, 0, 0, 0, 0, -((1 + q^2 - q^12 - q^14)/q^21), -((-1 - 2*q^2 - q^4)/q^20), q^(-12), 0, -((1 + 2*q^2 - q^6 + q^12 + q^14)/q^13)}, {0, 0, 0, 0, 0, q^(-14), 0, 0, 0, -q^(-6)}, {0, 0, 0, 0, 0, 0, 0, 0, 0, -q^(-18)}}, {{-((1 - q^2 + q^6 - q^8)/q^18), -((1 - q^4)/q^14), -((1 - q^4 + q^6 - q^10)/q^8), -((-1 + q^4)/q^18), -((-1 - q^2)/q^7), q^(-12), -q^(-9), 0, -((1 + q^2 - q^4 - q^8 + q^12)/q^2), 0}, {0, -((1 - q^8)/q^18), -((1 - q^2 + q^6 - q^8)/q^8), 0, q^(-7), 0, -(1/(q^13*(1 + q^2))), 0, -1 + q^2 + q^6 - q^8, 0}, {0, 0, -((-1 + q^2 - q^4 + q^6 + q^8 - q^10 + q^12 - q^14)/q^24), 0, -((1 - q^2 + q^4 - q^8)/q^23), 0, 0, -((1 - 2*q^2 + 2*q^4 - q^6)/q^17), -((1 - q^4 + q^6)/q^8), q^(-14)}, {-((-1 + q^2 - q^6 + q^8)/q^16), -((1 - q^2 - q^8)/q^14), -((1 - q^2 + q^6 - q^8)/q^8), -q^(-16), q^(-7), 0, -(1/(q^9*(1 + q^2))), 0, -((1 - q^4 + q^6 - 2*q^8 + q^10)/q^2), 0}, {0, 0, -((1 - q^2 + q^4 + q^6 - 2*q^8 + q^10 - q^12 - q^18 + q^20)/q^23), 0, -((-1 + q^2 - q^6 + q^8 + q^10)/q^22), 0, 0, -((-1 + q^2 - q^6 + q^8)/q^16), -((1 - q^2 - 2*q^4 + 2*q^6 + q^12 - q^14)/q^9), 0}, {q^(-12), -((1 + q^2)/q^12), 0, 0, 0, 0, 0, 0, -q^2, 0}, {0, -((1 + q^2)/q^15), -((-1 + q^4 - q^6 + q^10)/q^13), 0, -((1 + q^2)/q^12), 0, 0, 0, -((-1 + q^4 + q^6 - q^10)/q^5), 0}, {0, 0, -((1 + q^2 - q^12 - q^14)/q^21), 0, -((-1 - 2*q^2 - q^4)/q^20), 0, 0, q^(-12), -((1 + 2*q^2 - q^6 + q^12 + q^14)/q^13), 0}, {0, 0, 0, 0, 0, 0, 0, 0, -q^(-18), 0}, {0, 0, q^(-14), 0, 0, 0, 0, 0, -q^(-6), 0}}, {{q^(-10), 0, 0, -((1 + q^2)/q^10), 0, -q^(-4), 0, -(1/(q^7*(1 + q^2))), 0, -((-1 - q^6)/q^8)}, {0, q^(-10), 0, 0, q^(-5), 0, 1/(q^5*(1 + q^2)), -((1 - q^2 + q^4 - q^8)/(q^7*(1 + q^2))), -((-1 + q^2)/q^4), -((-1 + q^2 - q^4 + q^8 - q^10 + q^12)/q^8)}, {0, 0, q^(-10), 0, -q^(-9), 0, 0, -(1/(q^3*(1 + q^2))), -q^(-10), 1}, {0, 0, 0, -q^(-12), 0, -((-1 + q^2)/q^10), -((-1 + q^2)/q^11), -((1 - q^2)/(q^7*(1 + q^2))), 0, -((1 - 2*q^2 + q^4 + q^6 - 2*q^8 + q^10)/q^10)}, {0, 0, 0, 0, -q^(-12), 0, 0, -((-1 + q^2)/q^10), -((1 - q^4)/q^11), -((1 - q^2 + q^6 - q^8)/q^11)}, {0, 0, 0, 0, 0, -q^(-18), 0, 0, 0, -((-1 - q^6)/q^16)}, {0, 0, 0, 0, 0, 0, -q^(-18), 0, 0, -((-1 + q^4 - q^6 + q^10)/q^17)}, {0, 0, 0, 0, 0, 0, 0, -q^(-18), 0, (1 + q^2 + q^6 + q^8)/q^19}, {0, 0, 0, 0, 0, 0, 0, 0, -q^(-18), 0}, {0, 0, 0, 0, 0, 0, 0, 0, 0, q^(-24)}}}, {{{0, 0, (1/(q^138*(1 + q^2)) + 1/(q^136*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), 0, -(1/(q^135*(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))))), 0, (q^(-123) + q^(-121))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (-q^(-127) + q^(-123) - q^(-121) + q^(-117))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (1/(q^128*(1 + q^2)) + 2/(q^126*(1 + q^2)) + 2/(q^120*(1 + q^2)) - 1/(q^118*(1 + q^2)) - 2/(q^116*(1 + q^2)) - 1/(q^112*(1 + q^2)) - 1/(q^110*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (2/(q^120*(1 + q^2)) + 1/(q^118*(1 + q^2)) - 3/(q^116*(1 + q^2)) - 2/(q^114*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2)))}, {0, (-(1/(q^134*(1 + q^2))) - 1/(q^132*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (1/(q^138*(1 + q^2)) - 1/(q^134*(1 + q^2)) + 1/(q^132*(1 + q^2)) - 1/(q^128*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (1/(q^130*(1 + q^2)) + 1/(q^128*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (-(1/(q^135*(1 + q^2))) - 1/(q^129*(1 + q^2)) + 1/(q^125*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), 0, (1/(q^123*(1 + q^2)) + 1/(q^121*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (-(1/(q^127*(1 + q^2))) + 1/(q^123*(1 + q^2)) - 1/(q^121*(1 + q^2)) + 1/(q^117*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (1/(q^128*(1 + q^2)) + 1/(q^126*(1 + q^2)) - 1/(q^124*(1 + q^2)) + 1/(q^122*(1 + q^2)) + 1/(q^120*(1 + q^2)) - 2/(q^118*(1 + q^2)) - 1/(q^112*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (2/(q^120*(1 + q^2)) - 2/(q^116*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2)))}, {(1/(q^138*(1 + q^2)) + 1/(q^136*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (1/(q^140*(1 + q^2)) + 1/(q^138*(1 + q^2)) - 1/(q^136*(1 + q^2)) - 1/(q^134*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (q^(-140) - q^(-138) + q^(-134) - q^(-132))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (-q^(-134) - q^(-132) - 1/(q^136*(1 + q^2)) - 1/(q^134*(1 + q^2)) + 1/(q^132*(1 + q^2)) + 1/(q^130*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (q^(-137) - q^(-129) - 1/(q^137*(1 + q^2)) + 1/(q^133*(1 + q^2)) - 1/(q^131*(1 + q^2)) + 1/(q^127*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), 0, (-q^(-125) - q^(-123) + 1/(q^125*(1 + q^2)) + 2/(q^123*(1 + q^2)) + 1/(q^121*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (q^(-129) - q^(-125) + q^(-123) - q^(-119) - 1/(q^129*(1 + q^2)) - 1/(q^127*(1 + q^2)) + 1/(q^125*(1 + q^2)) - 1/(q^121*(1 + q^2)) + 1/(q^119*(1 + q^2)) + 1/(q^117*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (-q^(-130) - q^(-128) + q^(-126) - q^(-124) - q^(-122) + 2/q^120 + q^(-114) + 1/(q^130*(1 + q^2)) + 2/(q^128*(1 + q^2)) + 2/(q^122*(1 + q^2)) - 1/(q^120*(1 + q^2)) - 2/(q^118*(1 + q^2)) - 1/(q^114*(1 + q^2)) - 1/(q^112*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (-2/q^122 + 2/q^118 - 1/(q^124*(1 + q^2)) + 1/(q^122*(1 + q^2)) + 2/(q^120*(1 + q^2)) - 2/(q^118*(1 + q^2)) - 2/(q^116*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2)))}, {0, 0, 0, 0, -(1/(q^135*(1 + q^2)*(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))))), 0, 1/(q^123*(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2)))), (-q^(-127) + q^(-125) - q^(-121) + q^(-119))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (1/(q^128*(1 + q^2)) + 1/(q^126*(1 + q^2)) - 1/(q^124*(1 + q^2)) + 1/(q^122*(1 + q^2)) + 1/(q^120*(1 + q^2)) - 2/(q^118*(1 + q^2)) - 1/(q^112*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (2/(q^120*(1 + q^2)) - 2/(q^116*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2)))}, {0, 0, 0, (-q^(-137) - q^(-135))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (q^(-140) - q^(-132))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), 0, (-q^(-128) - q^(-126))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (q^(-132) - q^(-128) + q^(-126) - q^(-122))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (-q^(-133) - q^(-131) + q^(-129) - q^(-127) - q^(-125) + 2/q^123 + q^(-117))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (-2/q^125 + 2/q^121)/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2)))}, {0, 0, 0, 0, 0, 0, 0, 0, (1/(q^136*(1 + q^2)) + 1/(q^134*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (-(1/(q^124*(1 + q^2))) - 1/(q^122*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2)))}, {0, 0, 0, 0, 0, 0, -(1/(q^126*(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))))), (q^(-130) - q^(-128) + q^(-124) - q^(-122))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (1/(q^137*(1 + q^2)) - 1/(q^133*(1 + q^2)) - 1/(q^129*(1 + q^2)) - 1/(q^125*(1 + q^2)) - 1/(q^123*(1 + q^2)) + 2/(q^121*(1 + q^2)) + 1/(q^115*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (-2/(q^125*(1 + q^2)) - 2/(q^123*(1 + q^2)) + 2/(q^121*(1 + q^2)) + 2/(q^119*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2)))}, {0, 0, 0, 0, 0, 0, (q^(-134) + 2/q^132 + q^(-130))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (-q^(-136) + q^(-134) - q^(-130) + q^(-128) + q^(-126))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (q^(-68) + 2/q^66 + 2/q^64 + 2/q^62 + q^(-60) + q^(-58) - 3/q^54 - 2/q^52 - q^(-50) - 2/q^48 - q^(-46))/(q^73*(1 + q^2)*(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2)))), (1/(q^131*(1 + q^2)) + 1/(q^129*(1 + q^2)) - 3/(q^127*(1 + q^2)) - 5/(q^125*(1 + q^2)) - 2/(q^123*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2)))}, {0, 0, 0, 0, 0, (1/(q^136*(1 + q^2)) + 1/(q^134*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (1/(q^137*(1 + q^2)) - 1/(q^133*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (1/(q^137*(1 + q^2)) - 1/(q^135*(1 + q^2)) + 1/(q^131*(1 + q^2)) - 1/(q^129*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (1/(q^140*(1 + q^2)) - 2/(q^132*(1 + q^2)) + 1/(q^124*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (-(1/(q^132*(1 + q^2))) - 1/(q^130*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2)))}, {0, 0, 0, 0, 0, 0, 0, 0, 0, (-(1/(q^132*(1 + q^2))) - 1/(q^130*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2)))}}, {{0, 0, 0, 0, (q^(-123) + q^(-121))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (1/(q^138*(1 + q^2)) + 1/(q^136*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), -(1/(q^135*(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))))), (-q^(-127) + q^(-123) - q^(-121) + q^(-117))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (2/(q^120*(1 + q^2)) + 1/(q^118*(1 + q^2)) - 3/(q^116*(1 + q^2)) - 2/(q^114*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (q^(-128) + q^(-126) - q^(-124) + q^(-122) + q^(-120) - 2/q^118 - q^(-112))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2)))}, {0, 0, 0, 0, 1/(q^123*(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2)))), 0, -(1/(q^135*(1 + q^2)*(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))))), (-q^(-127) + q^(-125) - q^(-121) + q^(-119))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (2/(q^120*(1 + q^2)) - 2/(q^116*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (q^(-43) + q^(-41) - q^(-39) + q^(-37) + q^(-35) - 2/q^33 - q^(-27))/(q^85*(1 + q^2)*(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))))}, {0, 0, 0, 0, 0, 0, 0, 0, (-(1/(q^124*(1 + q^2))) - 1/(q^122*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (1/(q^136*(1 + q^2)) + 1/(q^134*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2)))}, {0, (1/(q^130*(1 + q^2)) + 1/(q^128*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), 0, (-(1/(q^134*(1 + q^2))) - 1/(q^132*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (q^(-123) - q^(-119) + q^(-117) - q^(-113) + 1/(q^119*(1 + q^2)) - 1/(q^115*(1 + q^2)) + 1/(q^113*(1 + q^2)) + 1/(q^111*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (1/(q^138*(1 + q^2)) - 1/(q^134*(1 + q^2)) + 1/(q^132*(1 + q^2)) - 1/(q^128*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (-q^(-135) + q^(-133) - q^(-129) + q^(-127) - 1/(q^131*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), -(((-1 + q^2 - q^6 + q^8)*(-q^(-65) + q^(-61) - q^(-59) + q^(-55) - 1/(q^61*(1 + q^2)) + 1/(q^57*(1 + q^2)) - 1/(q^55*(1 + q^2)) - 1/(q^53*(1 + q^2))))/(q^62*(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))))), (q^(-120) + q^(-118) - 2/q^116 + 3/q^112 - 3/q^110 - 3/q^108 + 3/q^106 - 2/q^102 + q^(-100) + q^(-98) + 1/(q^120*(1 + q^2)) - 2/(q^118*(1 + q^2)) - 1/(q^116*(1 + q^2)) + 2/(q^114*(1 + q^2)) - 3/(q^112*(1 + q^2)) + 6/(q^108*(1 + q^2)) - 3/(q^104*(1 + q^2)) + 2/(q^102*(1 + q^2)) + 1/(q^100*(1 + q^2)) - 2/(q^98*(1 + q^2)) - 1/(q^96*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (-q^(-130) + q^(-128) + 2/q^126 - 5/q^124 + 2/q^122 + 7/q^120 - 9/q^118 + 9/q^114 - 7/q^112 - 2/q^110 + 5/q^108 - 2/q^106 - q^(-104) + q^(-102) + 1/(q^130*(1 + q^2)) + 1/(q^128*(1 + q^2)) - 2/(q^126*(1 + q^2)) + 2/(q^124*(1 + q^2)) + 4/(q^122*(1 + q^2)) - 8/(q^120*(1 + q^2)) + 9/(q^116*(1 + q^2)) - 9/(q^114*(1 + q^2)) - 3/(q^112*(1 + q^2)) + 9/(q^110*(1 + q^2)) - 3/(q^108*(1 + q^2)) - 3/(q^106*(1 + q^2)) + 3/(q^104*(1 + q^2)) - 1/(q^100*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2)))}, {0, 0, 0, 0, -(1/(q^126*(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))))), 0, 0, (q^(-130) - q^(-128) + q^(-124) - q^(-122))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (-2/(q^125*(1 + q^2)) - 2/(q^123*(1 + q^2)) + 2/(q^121*(1 + q^2)) + 2/(q^119*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (1/(q^137*(1 + q^2)) - 1/(q^133*(1 + q^2)) - 1/(q^129*(1 + q^2)) - 1/(q^125*(1 + q^2)) - 1/(q^123*(1 + q^2)) + 2/(q^121*(1 + q^2)) + 1/(q^115*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2)))}, {(1/(q^138*(1 + q^2)) + 1/(q^136*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (-q^(-134) - q^(-132) - 1/(q^136*(1 + q^2)) - 1/(q^134*(1 + q^2)) + 1/(q^132*(1 + q^2)) + 1/(q^130*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), 0, (1/(q^140*(1 + q^2)) + 1/(q^138*(1 + q^2)) - 1/(q^136*(1 + q^2)) - 1/(q^134*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (-q^(-123) - q^(-121) + q^(-119) - q^(-115) + 1/(q^123*(1 + q^2)) + 2/(q^121*(1 + q^2)) - 1/(q^117*(1 + q^2)) + 1/(q^115*(1 + q^2)) + 1/(q^113*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (q^(-140) - q^(-138) + q^(-134) - q^(-132))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (q^(-135) - q^(-131))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (q^(-127) - 2/q^123 + 2/q^121 + q^(-119) - 3/q^117 + q^(-115) + q^(-113) - q^(-111) - 1/(q^127*(1 + q^2)) - 1/(q^125*(1 + q^2)) + 2/(q^123*(1 + q^2)) - 3/(q^119*(1 + q^2)) + 2/(q^117*(1 + q^2)) + 2/(q^115*(1 + q^2)) - 2/(q^113*(1 + q^2)) + 1/(q^109*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (-q^(-122) - q^(-116) + 5/q^114 - q^(-112) - 8/q^110 + 8/q^108 + 3/q^106 - 9/q^104 + 3/q^102 + 3/q^100 - 3/q^98 + q^(-94) - 1/(q^124*(1 + q^2)) + 1/(q^120*(1 + q^2)) + 1/(q^116*(1 + q^2)) - 4/(q^114*(1 + q^2)) - 4/(q^112*(1 + q^2)) + 9/(q^110*(1 + q^2)) - 11/(q^106*(1 + q^2)) + 6/(q^104*(1 + q^2)) + 6/(q^102*(1 + q^2)) - 6/(q^100*(1 + q^2)) + 3/(q^96*(1 + q^2)) - 1/(q^94*(1 + q^2)) - 1/(q^92*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (q^(-134) - 2/q^132 + 4/q^128 - 8/q^126 + q^(-124) + 9/q^122 - 11/q^120 + q^(-118) + 9/q^116 - 6/q^114 + 3/q^110 - q^(-108) - 1/(q^134*(1 + q^2)) + 1/(q^132*(1 + q^2)) + 2/(q^130*(1 + q^2)) - 4/(q^128*(1 + q^2)) + 4/(q^126*(1 + q^2)) + 7/(q^124*(1 + q^2)) - 10/(q^122*(1 + q^2)) + 2/(q^120*(1 + q^2)) + 10/(q^118*(1 + q^2)) - 10/(q^116*(1 + q^2)) - 3/(q^114*(1 + q^2)) + 6/(q^112*(1 + q^2)) - 3/(q^110*(1 + q^2)) - 2/(q^108*(1 + q^2)) + 1/(q^106*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2)))}, {0, (-q^(-137) - q^(-135))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), 0, 0, (-q^(-128) - q^(-126))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), 0, (q^(-140) - q^(-132))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (q^(-132) - q^(-128) + q^(-126) - q^(-122))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (-2/q^125 + 2/q^121)/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (-q^(-133) - q^(-131) + q^(-129) - q^(-127) - q^(-125) + 2/q^123 + q^(-117))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2)))}, {0, 0, 0, 0, (q^(-134) + 2/q^132 + q^(-130))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), 0, 0, (-q^(-136) + q^(-134) - q^(-130) + q^(-128) + q^(-126))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (1/(q^131*(1 + q^2)) + 1/(q^129*(1 + q^2)) - 3/(q^127*(1 + q^2)) - 5/(q^125*(1 + q^2)) - 2/(q^123*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (q^(-68) + 2/q^66 + 2/q^64 + 2/q^62 + q^(-60) + q^(-58) - 3/q^54 - 2/q^52 - q^(-50) - 2/q^48 - q^(-46))/(q^73*(1 + q^2)*(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))))}, {0, 0, 0, 0, 0, 0, 0, 0, (-(1/(q^132*(1 + q^2))) - 1/(q^130*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), 0}, {0, 0, (1/(q^136*(1 + q^2)) + 1/(q^134*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), 0, (1/(q^137*(1 + q^2)) - 1/(q^133*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), 0, 0, (1/(q^137*(1 + q^2)) - 1/(q^135*(1 + q^2)) + 1/(q^131*(1 + q^2)) - 1/(q^129*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (-(1/(q^132*(1 + q^2))) - 1/(q^130*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2))), (1/(q^140*(1 + q^2)) - 2/(q^132*(1 + q^2)) + 1/(q^124*(1 + q^2)))/(1/(q^150*(1 + q^2)) + 1/(q^148*(1 + q^2)))}}, {{q^10, 0, 0, (-q^(-138) - q^(-136))*q^150, 0, -q^20, (-q^(-131) + q^(-127))*q^150, q^150*(q^(-127) - q^(-125) - 1/(q^129*(1 + q^2))), 0, q^150*(-q^(-124) + q^(-122) - q^(-120) - q^(-118) + 2/q^116 - q^(-114) + q^(-110) + 1/(q^124*(1 + q^2)) + 1/(q^122*(1 + q^2)) + 1/(q^118*(1 + q^2)) + 1/(q^116*(1 + q^2)))}, {0, q^10, 0, 0, q^17, 0, q^23/(1 + q^2), q^150*(q^(-125) - q^(-123) - 1/(q^129*(1 + q^2)) + 1/(q^127*(1 + q^2)) - 1/(q^125*(1 + q^2)) + 1/(q^121*(1 + q^2))), (-q^(-124) + q^(-122))*q^150, q^150*(-q^(-124) + q^(-122) - q^(-120) - q^(-118) + 2/q^116 - q^(-114) + q^(-110) + 1/(q^124*(1 + q^2)) - 1/(q^120*(1 + q^2)) + 2/(q^118*(1 + q^2)) - 2/(q^114*(1 + q^2)) + 1/(q^112*(1 + q^2)) - 1/(q^108*(1 + q^2)))}, {0, 0, q^10, 0, -q^13, 0, 0, q^150*(-q^(-129) + q^(-127) - 1/(q^125*(1 + q^2))), (-q^(-132) + q^(-130) - q^(-126))*q^150, q^150*(q^(-122) - q^(-120) - q^(-114) + 1/(q^120*(1 + q^2)) + 1/(q^118*(1 + q^2)) + 1/(q^114*(1 + q^2)) + 1/(q^112*(1 + q^2)))}, {0, 0, 0, -q^12, 0, (-q^(-130) + q^(-128))*q^150, (-q^(-131) + q^(-129))*q^150, q^150*(1/(q^127*(1 + q^2)) - 1/(q^125*(1 + q^2))), 0, q^150*(2/q^122 - 3/q^120 + q^(-118) + 2/q^116 - 3/q^114 + q^(-112) - 1/(q^122*(1 + q^2)) + 1/(q^118*(1 + q^2)) - 1/(q^116*(1 + q^2)) + 1/(q^112*(1 + q^2)))}, {0, 0, 0, 0, -q^12, 0, 0, (-q^(-130) + q^(-128))*q^150, (q^(-131) - q^(-127))*q^150, (q^(-123) - q^(-121) + q^(-117) - q^(-115))*q^150}, {0, 0, 0, 0, 0, -q^18, 0, 0, 0, (q^(-124) + q^(-118))*q^150}, {0, 0, 0, 0, 0, 0, -q^18, 0, 0, (q^(-125) - q^(-121) + q^(-119) - q^(-115))*q^150}, {0, 0, 0, 0, 0, 0, 0, -q^18, 0, (q^(-127) + q^(-125) + q^(-121) + q^(-119))*q^150}, {0, 0, 0, 0, 0, 0, 0, 0, -q^18, 0}, {0, 0, 0, 0, 0, 0, 0, 0, 0, q^24}}}}}, {4 + q^(-28) + q^(-26) + q^(-22) + 2/q^20 + 2/q^18 + 2/q^16 + 2/q^14 + 2/q^12 + 4/q^10 + 4/q^8 + 2/q^6 + 3/q^4 + 4/q^2 + 4*q^2 + 3*q^4 + 2*q^6 + 4*q^8 + 4*q^10 + 2*q^12 + 2*q^14 + 2*q^16 + 2*q^18 + 2*q^20 + q^22 + q^26 + q^28, {{{{-((1 - q^4 + q^6 - q^8)/q^18), -((-1 + q^2)/q^15), -((1 - q^2)/q^13), q^(-13), -((1 - q^2)/q^12), -q^(-9), 0, 0}, {-((-1 + q^4)/q^17), -((1 - q^4)/q^14), q^(-12), 0, -((1 - q^4)/q^15), -((1 + q^2)/q^12), 0, 0}, {-((1 - q^4)/q^15), q^(-12), 0, 0, -q^(-9), 0, 0, 0}, {q^(-13), 0, 0, 0, -(1/(q^9*(1 + q^2))), 0, 0, 0}, {0, 0, 0, 0, -((1 - q^8)/q^18), -((1 + q^2)/q^15), 0, 0}, {0, 0, 0, 0, -(1/(q^13*(1 + q^2))), 0, 0, 0}, {0, 0, 0, 0, 0, 0, -((1 - q^2)/q^12), q^(-11)}, {0, 0, 0, 0, 0, 0, q^(-11), 0}}, {{q^(-10), 0, -((1 - q^2)/q^3), -q, 0, q^(-3), 0, 0}, {0, -((1 - q^2)/q^12), -((1 - q^4)/q^6), -((1 + q^2)/q^2), q^(-11), -((-1 - q^2)/q^6), 0, 0}, {0, 0, -((1 - q^2 + q^6 - q^8)/q^18), -((1 - q^4)/q^14), 0, -((-1 + q^4)/q^18), q^(-12), -q^(-9)}, {0, 0, 0, -((1 - q^8)/q^18), 0, 0, 0, -(1/(q^13*(1 + q^2)))}, {0, q^(-11), -((1 - q^4)/q^7), -((1 + q^2)/q^3), 0, -((-1 - q^2)/q^7), 0, 0}, {0, 0, -((-1 + q^2 - q^6 + q^8)/q^16), -((1 - q^2 - q^8)/q^14), 0, -q^(-16), 0, -(1/(q^9*(1 + q^2)))}, {0, 0, q^(-12), -((1 + q^2)/q^12), 0, 0, 0, 0}, {0, 0, 0, -((1 + q^2)/q^15), 0, 0, 0, 0}}, {{q^(-10), 0, 0, 0, -q^(-8), 0, q/(1 + q^2), -((1 - q^2)/q^4)}, {0, q^(-10), 0, 0, -q^(-9), 0, 0, -q^(-7)}, {0, 0, q^(-10), 0, 0, -((1 + q^2)/q^10), -q^(-4), 0}, {0, 0, 0, q^(-10), 0, 0, 0, 1/(q^5*(1 + q^2))}, {0, 0, 0, 0, -q^(-12), 0, -((1 - q^4)/q^7), -((1 - q^4)/q^8)}, {0, 0, 0, 0, 0, -q^(-12), -((-1 + q^2)/q^10), -((-1 + q^2)/q^11)}, {0, 0, 0, 0, 0, 0, -q^(-18), 0}, {0, 0, 0, 0, 0, 0, 0, -q^(-18)}}}, {{{0, 0, 0, (1/(q^87*(1 + q^2)) + 1/(q^85*(1 + q^2)))/(1/(q^100*(1 + q^2)) + 1/(q^98*(1 + q^2))), 0, (-(1/(q^83*(1 + q^2))) - 1/(q^81*(1 + q^2)))/(1/(q^100*(1 + q^2)) + 1/(q^98*(1 + q^2))), 0, 0}, {0, 0, (1/(q^88*(1 + q^2)) + 1/(q^86*(1 + q^2)))/(1/(q^100*(1 + q^2)) + 1/(q^98*(1 + q^2))), -((-q^(-55) - q^(-53) + q^(-51) + q^(-49))/(q^35*(1 + q^2)*(1/(q^100*(1 + q^2)) + 1/(q^98*(1 + q^2))))), 0, (-q^(-84) - q^(-82) - 1/(q^86*(1 + q^2)) - 1/(q^84*(1 + q^2)) + 1/(q^82*(1 + q^2)) + 1/(q^80*(1 + q^2)))/(1/(q^100*(1 + q^2)) + 1/(q^98*(1 + q^2))), 0, 0}, {0, (1/(q^88*(1 + q^2)) + 1/(q^86*(1 + q^2)))/(1/(q^100*(1 + q^2)) + 1/(q^98*(1 + q^2))), -((-q^(-55) - q^(-53) + q^(-51) + q^(-49))/(q^35*(1 + q^2)*(1/(q^100*(1 + q^2)) + 1/(q^98*(1 + q^2))))), (-q^(-53) - q^(-51) + q^(-49) + q^(-47))/(q^35*(1 + q^2)*(1/(q^100*(1 + q^2)) + 1/(q^98*(1 + q^2)))), (-(1/(q^85*(1 + q^2))) - 1/(q^83*(1 + q^2)))/(1/(q^100*(1 + q^2)) + 1/(q^98*(1 + q^2))), (1/(q^84*(1 + q^2)) + 1/(q^82*(1 + q^2)) - 1/(q^80*(1 + q^2)) - 1/(q^78*(1 + q^2)))/(1/(q^100*(1 + q^2)) + 1/(q^98*(1 + q^2))), 0, 0}, {(1/(q^87*(1 + q^2)) + 1/(q^85*(1 + q^2)))/(1/(q^100*(1 + q^2)) + 1/(q^98*(1 + q^2))), (1/(q^88*(1 + q^2)) - 1/(q^84*(1 + q^2)))/(1/(q^100*(1 + q^2)) + 1/(q^98*(1 + q^2))), (-(1/(q^86*(1 + q^2))) + 1/(q^82*(1 + q^2)))/(1/(q^100*(1 + q^2)) + 1/(q^98*(1 + q^2))), -((-q^(-55) - q^(-49) + q^(-47) + q^(-45))/(q^35*(1 + q^2)*(1/(q^100*(1 + q^2)) + 1/(q^98*(1 + q^2))))), -(1/(q^85*(1 + q^2)*(1/(q^100*(1 + q^2)) + 1/(q^98*(1 + q^2))))), (q^(-86) - q^(-78) - 1/(q^86*(1 + q^2)) - 1/(q^80*(1 + q^2)) + 1/(q^78*(1 + q^2)) + 1/(q^76*(1 + q^2)))/(1/(q^100*(1 + q^2)) + 1/(q^98*(1 + q^2))), 0, 0}, {0, 0, 0, 0, 0, (-q^(-87) - q^(-85))/(1/(q^100*(1 + q^2)) + 1/(q^98*(1 + q^2))), 0, 0}, {0, 0, 0, 0, -(1/(q^85*(1 + q^2)*(1/(q^100*(1 + q^2)) + 1/(q^98*(1 + q^2))))), (q^(-90) - q^(-82))/(1/(q^100*(1 + q^2)) + 1/(q^98*(1 + q^2))), 0, 0}, {0, 0, 0, 0, 0, 0, 0, (1/(q^89*(1 + q^2)) + 1/(q^87*(1 + q^2)))/(1/(q^100*(1 + q^2)) + 1/(q^98*(1 + q^2)))}, {0, 0, 0, 0, 0, 0, (1/(q^89*(1 + q^2)) + 1/(q^87*(1 + q^2)))/(1/(q^100*(1 + q^2)) + 1/(q^98*(1 + q^2))), (1/(q^90*(1 + q^2)) - 1/(q^86*(1 + q^2)))/(1/(q^100*(1 + q^2)) + 1/(q^98*(1 + q^2)))}}, {{q^10, 0, 0, -q^27, 0, q^23, q^100*(-(1/(q^75*(1 + q^2))) + 1/(q^71*(1 + q^2))), q^100*(1/(q^72*(1 + q^2)) - 1/(q^68*(1 + q^2)))}, {0, 0, 0, q^100*(-(1/(q^76*(1 + q^2))) - 2/(q^74*(1 + q^2)) - 1/(q^72*(1 + q^2))), q^11, q^100*(1/(q^80*(1 + q^2)) + 2/(q^78*(1 + q^2)) + 1/(q^76*(1 + q^2))), q^100*(-(1/(q^78*(1 + q^2))) - 1/(q^76*(1 + q^2)) + 1/(q^74*(1 + q^2)) + 1/(q^72*(1 + q^2))), q^100*(1/(q^75*(1 + q^2)) + 1/(q^73*(1 + q^2)) - 1/(q^71*(1 + q^2)) - 1/(q^69*(1 + q^2)))}, {0, 0, 0, 0, 0, 0, q^12, -q^15}, {0, 0, 0, 0, 0, 0, 0, -(q^15/(1 + q^2))}, {0, q^11, 0, q^100*(-(1/(q^77*(1 + q^2))) - 2/(q^75*(1 + q^2)) - 1/(q^73*(1 + q^2))), q^100*(1/(q^90*(1 + q^2)) - 1/(q^86*(1 + q^2))), q^100*(1/(q^81*(1 + q^2)) + 2/(q^79*(1 + q^2)) + 1/(q^77*(1 + q^2))), q^100*(-(1/(q^79*(1 + q^2))) - 1/(q^77*(1 + q^2)) + 1/(q^75*(1 + q^2)) + 1/(q^73*(1 + q^2))), q^100*(1/(q^76*(1 + q^2)) + 1/(q^74*(1 + q^2)) - 1/(q^72*(1 + q^2)) - 1/(q^70*(1 + q^2)))}, {0, 0, 0, q^20, 0, -q^16, q^100*(1/(q^88*(1 + q^2)) - 1/(q^84*(1 + q^2)) + 1/(q^82*(1 + q^2)) - 1/(q^78*(1 + q^2))), q^100*(-q^(-85) + q^(-83) - q^(-79) + q^(-77) - 1/(q^81*(1 + q^2)))}, {0, 0, q^12, q^100*(-q^(-84) - q^(-82) - 1/(q^86*(1 + q^2)) - 1/(q^84*(1 + q^2)) + 1/(q^82*(1 + q^2)) + 1/(q^80*(1 + q^2))), 0, q^100*(1/(q^90*(1 + q^2)) + 1/(q^88*(1 + q^2)) - 1/(q^86*(1 + q^2)) - 1/(q^84*(1 + q^2))), (q^(-90) - q^(-88) + q^(-84) - q^(-82))*q^100, (q^(-85) - q^(-81))*q^100}, {0, 0, 0, (-q^(-87) - q^(-85))*q^100, 0, 0, 0, (q^(-90) - q^(-82))*q^100}}, {{q^10, 0, 0, 0, -q^14, 0, q^100*(q^(-75) - q^(-71) + 1/(q^71*(1 + q^2))), (q^(-74) - q^(-72))*q^100}, {0, q^10, 0, 0, -q^13, 0, (q^(-76) - q^(-72))*q^100, (-q^(-79) + q^(-77) - q^(-73))*q^100}, {0, 0, q^10, 0, 0, (-q^(-88) - q^(-86))*q^100, -q^20, (-q^(-81) + q^(-77))*q^100}, {0, 0, 0, q^10, 0, 0, 0, q^23/(1 + q^2)}, {0, 0, 0, 0, -q^12, 0, (q^(-77) - q^(-73))*q^100, (q^(-78) - q^(-74))*q^100}, {0, 0, 0, 0, 0, -q^12, (-q^(-80) + q^(-78))*q^100, (-q^(-81) + q^(-79))*q^100}, {0, 0, 0, 0, 0, 0, -q^18, 0}, {0, 0, 0, 0, 0, 0, 0, -q^18}}}}}, {3 + q^(-20) + q^(-18) + q^(-16) + q^(-12) + 2/q^10 + 2/q^8 + q^(-6) + q^(-4) + 2/q^2 + 2*q^2 + q^4 + q^6 + 2*q^8 + 2*q^10 + q^12 + q^16 + q^18 + q^20, {{{{-((-1 + q^2 - q^4 + q^6 + q^8 - q^10 + q^12 - q^14)/q^24), -((1 - q^2 + q^4 - q^8)/q^23), -((1 - 2*q^2 + 2*q^4 - q^6)/q^17), -((-1 + q^2)/q^18), q^(-14), 0, 0, 0, 0, 0, 0, 0}, {-((1 - q^2 + q^4 + q^6 - 2*q^8 + q^10 - q^14)/q^23), -((-1 + q^2 - q^6 + q^8 + q^10 - q^12)/q^22), -((-1 + q^2 - q^6 + q^8)/q^16), -q^(-17), 0, -((1 - q^2)/q^5), 1/(q^2*(1 + q^2)), 0, 0, 0, 0, 0}, {-((1 - q^4 + q^6 - q^10)/q^21), -((-1 - q^2 + q^4 + q^6)/q^20), q^(-12), 0, 0, -((-1 - q^2 + q^4 + q^6)/q^13), -((1 + q^2)/q^10), 0, 0, 0, 0, 0}, {-((-1 + q^2 - q^6 + q^8)/q^18), -q^(-17), 0, 0, 0, -((-1 + q^2)/q^12), -(1/(q^9*(1 + q^2))), 0, 0, 0, 0, 0}, {q^(-14), 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0}, {0, 0, 0, 0, 0, -((1 - q^4 + q^6 - q^8)/q^18), -((-1 + q^2)/q^15), q^(-13), 0, 0, 0, 0}, {0, 0, 0, 0, 0, -((-1 + q^8)/q^17), -q^(-14), 0, 0, 0, 0, 0}, {0, 0, 0, 0, 0, q^(-13), 0, 0, 0, 0, 0, 0}, {0, 0, 0, 0, 0, 0, 0, 0, -((1 - q^2 + q^6 - q^8)/q^18), -((-1 + q^4)/q^18), q^(-12), 0}, {0, 0, 0, 0, 0, 0, 0, 0, -((-1 + q^2 - q^6 + q^8)/q^16), -q^(-16), 0, 0}, {0, 0, 0, 0, 0, 0, 0, 0, q^(-12), 0, 0, 0}, {0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, q^(-10)}}, {{q^(-10), 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0}, {0, -((1 - q^2)/q^12), 0, -((-1 + q^2)/q^7), -((-1 + q^2 - q^6 + q^8)/q), q^(-11), 0, -1, 0, 1/(q^2*(1 + q^2)), 0, 0}, {0, 0, -((1 - q^2 + q^6 - q^8)/q^18), -((1 + q^2 - q^4 - q^6)/q^15), -((1 + q^2 - q^4 + q^8 - q^10 - q^12)/q^9), 0, -((-1 + q^4)/q^18), -((-1 - 2*q^2 - q^4)/q^8), q^(-12), -((1 + q^2)/q^10), 0, 0}, {0, 0, 0, -((1 - q^8)/q^18), -((1 - q^2 + q^6 - q^8)/q^8), 0, 0, q^(-7), 0, -(1/(q^13*(1 + q^2))), 0, 0}, {0, 0, 0, 0, -((-1 + q^2 - q^4 + q^6 + q^8 - q^10 + q^12 - q^14)/q^24), 0, 0, -((1 - q^2 + q^4 - q^8)/q^23), 0, 0, -((1 - 2*q^2 + 2*q^4 - q^6)/q^17), q^(-14)}, {0, q^(-11), 0, q^(-4), 0, 0, 0, 0, 0, 0, 0, 0}, {0, 0, -((-1 + q^2 - q^6 + q^8)/q^16), (-1 + q^4 + q^8 + q^10)/q^15, -((1 - q^4 + q^6 - q^10)/q^9), 0, -q^(-16), -((-1 - q^2)/q^8), 0, -q^(-10), 0, 0}, {0, 0, 0, 0, -((1 - q^2 + q^4 + q^6 - 2*q^8 + q^10 - q^12 - q^18 + q^20)/q^23), 0, 0, -((-1 + q^2 - q^6 + q^8 + q^10)/q^22), 0, 0, -((-1 + q^2 - q^6 + q^8)/q^16), 0}, {0, 0, q^(-12), -((1 + 2*q^2 + q^4)/q^13), 0, 0, 0, 0, 0, 0, 0, 0}, {0, 0, 0, -((1 + q^2)/q^15), -((-1 + q^4 - q^6 + q^10)/q^13), 0, 0, -((1 + q^2)/q^12), 0, 0, 0, 0}, {0, 0, 0, 0, -((1 + q^2 - q^12 - q^14)/q^21), 0, 0, -((-1 - 2*q^2 - q^4)/q^20), 0, 0, q^(-12), 0}, {0, 0, 0, 0, q^(-14), 0, 0, 0, 0, 0, 0, 0}}, {{q^(-10), 0, 0, 0, 0, -q^(-8), 0, 0, -(1/(q*(1 + q^2))), 0, 0, q^4}, {0, q^(-10), 0, 0, 0, -q^(-9), q^(-4), 0, -((1 - q^2)/q^2), -(-1 - q^2)^(-1), -((-1 + q^2)/(1 + q^2)), -((1 - q^2 + q^6 - q^8)/q)}, {0, 0, q^(-10), 0, 0, 0, -((1 + q^2)/q^10), 0, -q^(-4), 0, -q^(-8), (1 + q^2 + q^6 + q^8)/q^9}, {0, 0, 0, q^(-10), 0, 0, 0, q^(-5), 0, 1/(q^5*(1 + q^2)), -((1 - q^2 + q^4 - q^8)/(q^7*(1 + q^2))), -((-1 + q^2 - q^4 + q^8 - q^10 + q^12)/q^8)}, {0, 0, 0, 0, q^(-10), 0, 0, -q^(-9), 0, 0, -(1/(q^3*(1 + q^2))), 1}, {0, 0, 0, 0, 0, -q^(-12), 0, 0, -((-1 + q^2)/q^9), 0, 0, -((1 - q^2 + q^6 - q^8)/q^8)}, {0, 0, 0, 0, 0, 0, -q^(-12), 0, -((-1 + q^2)/q^10), -((-1 + q^4)/q^12), -((1 - q^2)/q^8), (-1 + q^2 + q^4 - 2*q^6 + q^8 + q^10 - q^12)/q^11}, {0, 0, 0, 0, 0, 0, 0, -q^(-12), 0, 0, -((-1 + q^2)/q^10), -((1 - q^2 + q^6 - q^8)/q^11)}, {0, 0, 0, 0, 0, 0, 0, 0, -q^(-18), 0, 0, (1 + q^2 + q^6 + q^8)/q^17}, {0, 0, 0, 0, 0, 0, 0, 0, 0, -q^(-18), 0, -((-1 + q^4 - q^6 + q^10)/q^17)}, {0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -q^(-18), (1 + q^2 + q^6 + q^8)/q^19}, {0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, q^(-24)}}}, {{{0, 0, 0, 0, q^14, 0, 0, 0, 0, 0, 0, 0}, {0, 0, 0, -q^17, -(q^13*(-1 + q^2 - q^6 + q^8)), 0, q^22/(1 + q^2), -q^22 + q^24, 0, 0, 0, 0}, {0, 0, q^12, -(q^9*(-1 - q^2 + q^4 + q^6)), -(q^9*(-1 + q^4 - q^6 + q^10)), 0, -(q^14*(1 + q^2)), q^14 + q^16 - q^18 - q^20, 0, 0, 0, 0}, {0, -q^17, -(q^13*(-1 + q^2 - q^6 + q^8)), q^10*(1 - q^2 - q^4 + q^6 - q^10 + q^12), q^12*(-1 + q^4 - 2*q^6 + q^8 + q^10 - q^12 + q^14), 0, -(q^15/(1 + q^2)), q^15 - q^17, 0, 0, 0, 0}, {q^14, -(q^13*(-1 + q^2)), -(q^13*(-1 + 2*q^2 - 2*q^4 + q^6)), q^12*(-1 + q^4 - q^6 + q^8), q^10*(1 - q^2 + q^4 - q^6 - q^8 + q^10 - q^12 + q^14), 0, 0, 0, 0, 0, 0, 0}, {0, 0, 0, 0, 0, 0, 0, q^13, 0, 0, 0, 0}, {0, 0, 0, 0, 0, 0, -q^14, -(q^10*(-1 + q^8)), 0, 0, 0, 0}, {0, 0, 0, 0, 0, q^13, -(q^12*(-1 + q^2)), -(q^10*(-1 + q^2 - q^4 + q^8)), 0, 0, 0, 0}, {0, 0, 0, 0, 0, 0, 0, 0, 0, 0, q^12, 0}, {0, 0, 0, 0, 0, 0, 0, 0, 0, -q^16, -(q^12*(-1 + q^2 - q^6 + q^8)), 0}, {0, 0, 0, 0, 0, 0, 0, 0, q^12, -(q^10*(-1 + q^4)), -(q^10*(-1 + q^2 - q^6 + q^8)), 0}, {0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, q^10}}, {{q^10, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0}, {0, 0, 0, 0, 0, q^11, 0, -q^34, 0, q^22/(1 + q^2), q^10*(-(q^20/(-1 - 2*q^2 - q^4)) + (q^22*(-1 + q^2 - q^6 + q^8 + q^10))/(-1 - 2*q^2 - q^4)), -(q^7*(-((q^16*(-1 + q^4 - q^6 + q^10))/(1 + q^2)) - q^3*(-((q^13*(1 + q^2 - q^12 - q^14))/(-1 - 2*q^2 - q^4)) - (q^17*(-1 - q^2 - q^4 - q^6 - q^10 + q^12 + 2*q^14 + q^18 + q^20))/(-1 - 2*q^2 - q^4))))}, {0, 0, 0, 0, 0, 0, 0, q^26*(1 + 2*q^2 + q^4), q^12, -(q^14*(1 + q^2)), -(q^2*(1 + 2*q^2 + q^4)*(-(q^20/(-1 - 2*q^2 - q^4)) + (q^22*(-1 + q^2 - q^6 + q^8 + q^10))/(-1 - 2*q^2 - q^4))), ((1 + 2*q^2 + q^4)*(-((q^16*(-1 + q^4 - q^6 + q^10))/(1 + q^2)) - q^3*(-((q^13*(1 + q^2 - q^12 - q^14))/(-1 - 2*q^2 - q^4)) - (q^17*(-1 - q^2 - q^4 - q^6 - q^10 + q^12 + 2*q^14 + q^18 + q^20))/(-1 - 2*q^2 - q^4))))/q}, {0, 0, 0, 0, 0, 0, 0, q^27, 0, -(q^15/(1 + q^2)), -(q^3*(-(q^20/(-1 - 2*q^2 - q^4)) + (q^22*(-1 + q^2 - q^6 + q^8 + q^10))/(-1 - 2*q^2 - q^4))), -((q^16*(-1 + q^4 - q^6 + q^10))/(1 + q^2)) - q^3*(-((q^13*(1 + q^2 - q^12 - q^14))/(-1 - 2*q^2 - q^4)) - (q^17*(-1 - q^2 - q^4 - q^6 - q^10 + q^12 + 2*q^14 + q^18 + q^20))/(-1 - 2*q^2 - q^4))}, {0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, q^14}, {0, q^11, 0, q^22, 0, -(q^10*(-1 + q^2)), 0, 0, 0, -q^23 + q^25, (q^9*(1 + 2*q^2 + q^4)*(-q^18 + 2*q^20 - 2*q^22 + q^24))/(1 + q^2) + (q^37*(-(q^20/(-1 - 2*q^2 - q^4)) + (q^22*(-1 + q^2 - q^6 + q^8 + q^10))/(-1 - 2*q^2 - q^4))*((1 + q^2)/q^26 + ((1 + q^2)*((1 - q^2)/q^16 - (-1 + q^2)/q^18))/q^12))/(1 + q^2), -((q^9*(1 + 2*q^2 + q^4)*(-q^17 + q^19 - 2*q^23 + 3*q^25 - 2*q^27 + q^29))/(1 + q^2)) + (q^37*(-((q^13*(1 + q^2 - q^12 - q^14))/(-1 - 2*q^2 - q^4)) - (q^17*(-1 - q^2 - q^4 - q^6 - q^10 + q^12 + 2*q^14 + q^18 + q^20))/(-1 - 2*q^2 - q^4))*((1 + q^2)/q^26 + ((1 + q^2)*((1 - q^2)/q^16 - (-1 + q^2)/q^18))/q^12))/(1 + q^2) - (q^51*(-(((1 + q^2)*(-1 + q^2 - q^6 + q^8))/q^27) - ((-1 + q^4 - q^6 + q^10)*((1 - q^2)/q^16 - (-1 + q^2)/q^18))/q^13))/(1 + q^2)}, {0, 0, 0, q^19*(1 + q^2), 0, 0, -q^16, q^26 + q^28, -(q^12*(-1 + q^2 - q^6 + q^8)), -q^14 - q^20 + q^24, q^6*(1 + 2*q^2 + q^4)*(-q^18 + 2*q^20 - 2*q^22 + q^24) - (q^43*(-(q^20/(-1 - 2*q^2 - q^4)) + (q^22*(-1 + q^2 - q^6 + q^8 + q^10))/(-1 - 2*q^2 - q^4))*(((-1 - q^2)*(1 + q^2))/q^35 + ((1 + q^2)*(-(((1 + 2*q^2 + q^4)*(-1 + q^2 - q^6 + q^8))/q^29) + (-1 + q^4 + q^8 + q^10)/q^27))/q^12))/(1 + q^2), -(q^6*(1 + 2*q^2 + q^4)*(-q^17 + q^19 - 2*q^23 + 3*q^25 - 2*q^27 + q^29)) - (q^43*(-((q^13*(1 + q^2 - q^12 - q^14))/(-1 - 2*q^2 - q^4)) - (q^17*(-1 - q^2 - q^4 - q^6 - q^10 + q^12 + 2*q^14 + q^18 + q^20))/(-1 - 2*q^2 - q^4))*(((-1 - q^2)*(1 + q^2))/q^35 + ((1 + q^2)*(-(((1 + 2*q^2 + q^4)*(-1 + q^2 - q^6 + q^8))/q^29) + (-1 + q^4 + q^8 + q^10)/q^27))/q^12))/(1 + q^2) + (q^57*(-(((1 + q^2)*(1 - q^4 + q^6 - q^10))/q^36) - ((-1 + q^4 - q^6 + q^10)*(-(((1 + 2*q^2 + q^4)*(-1 + q^2 - q^6 + q^8))/q^29) + (-1 + q^4 + q^8 + q^10)/q^27))/q^13))/(1 + q^2)}, {0, 0, 0, 0, 0, 0, 0, -q^24, 0, 0, -(q^20/(-1 - 2*q^2 - q^4)) + (q^22*(-1 + q^2 - q^6 + q^8 + q^10))/(-1 - 2*q^2 - q^4), -((q^13*(1 + q^2 - q^12 - q^14))/(-1 - 2*q^2 - q^4)) - (q^17*(-1 - q^2 - q^4 - q^6 - q^10 + q^12 + 2*q^14 + q^18 + q^20))/(-1 - 2*q^2 - q^4)}, {0, 0, q^12, -(q^13*(1 + q^2)^2), 0, 0, -(q^10*(-1 + q^4)), 0, -(q^10*(1 + q^2)*(-1 + 2*q^2 - 2*q^4 + q^6)), -((1 + 2*q^2 + q^4)*(-q^14 + q^16)), -((q^110*(1 + 2*q^2 + q^4)*(-q^18 + 2*q^20 - 2*q^22 + q^24)*((1 + q^2)^3/q^108 - ((1 + q^2)^2*(-1 + q^4))/q^110))/(1 + q^2)^2) - (q^130*(((1 + q^2)*(((1 + q^2)*(-1 - 2*q^2 - q^4))/q^35 + ((1 + q^2)*(-((1 + q^2 - q^4 - q^6)/q^27) - ((1 + 2*q^2 + q^4)*(1 - q^2 + q^6 - q^8))/q^31))/q^12))/q^71 - ((1 + q^2)*(-1 + q^4)*(((-1 - q^2)*(1 + q^2))/q^35 + ((1 + q^2)*(-(((1 + 2*q^2 + q^4)*(-1 + q^2 - q^6 + q^8))/q^29) + (-1 + q^4 + q^8 + q^10)/q^27))/q^12))/q^73))/((1 + q^2)^2*(-1 - 2*q^2 - q^4)) + (q^132*(-1 + q^2 - q^6 + q^8 + q^10)*(((1 + q^2)*(((1 + q^2)*(-1 - 2*q^2 - q^4))/q^35 + ((1 + q^2)*(-((1 + q^2 - q^4 - q^6)/q^27) - ((1 + 2*q^2 + q^4)*(1 - q^2 + q^6 - q^8))/q^31))/q^12))/q^71 - ((1 + q^2)*(-1 + q^4)*(((-1 - q^2)*(1 + q^2))/q^35 + ((1 + q^2)*(-(((1 + 2*q^2 + q^4)*(-1 + q^2 - q^6 + q^8))/q^29) + (-1 + q^4 + q^8 + q^10)/q^27))/q^12))/q^73))/((1 + q^2)^2*(-1 - 2*q^2 - q^4)), (q^110*(1 + 2*q^2 + q^4)*(-q^17 + q^19 - 2*q^23 + 3*q^25 - 2*q^27 + q^29)*((1 + q^2)^3/q^108 - ((1 + q^2)^2*(-1 + q^4))/q^110))/(1 + q^2)^2 - (q^127*(-1 - q^2 - q^4 - q^6 - q^10 + q^12 + 2*q^14 + q^18 + q^20)*(((1 + q^2)*(((1 + q^2)*(-1 - 2*q^2 - q^4))/q^35 + ((1 + q^2)*(-((1 + q^2 - q^4 - q^6)/q^27) - ((1 + 2*q^2 + q^4)*(1 - q^2 + q^6 - q^8))/q^31))/q^12))/q^71 - ((1 + q^2)*(-1 + q^4)*(((-1 - q^2)*(1 + q^2))/q^35 + ((1 + q^2)*(-(((1 + 2*q^2 + q^4)*(-1 + q^2 - q^6 + q^8))/q^29) + (-1 + q^4 + q^8 + q^10)/q^27))/q^12))/q^73))/((1 + q^2)^2*(-1 - 2*q^2 - q^4)) + (q^144*(-(((1 + q^2 - q^12 - q^14)*(((1 + q^2)*(((1 + q^2)*(-1 - 2*q^2 - q^4))/q^35 + ((1 + q^2)*(-((1 + q^2 - q^4 - q^6)/q^27) - ((1 + 2*q^2 + q^4)*(1 - q^2 + q^6 - q^8))/q^31))/q^12))/q^71 - ((1 + q^2)*(-1 + q^4)*(((-1 - q^2)*(1 + q^2))/q^35 + ((1 + q^2)*(-(((1 + 2*q^2 + q^4)*(-1 + q^2 - q^6 + q^8))/q^29) + (-1 + q^4 + q^8 + q^10)/q^27))/q^12))/q^73))/q^21) - ((-1 - 2*q^2 - q^4)*(((1 + q^2)*(-(((1 + q^2)*(1 + q^2 - q^4 + q^8 - q^10 - q^12))/q^36) - ((-1 + q^4 - q^6 + q^10)*(-((1 + q^2 - q^4 - q^6)/q^27) - ((1 + 2*q^2 + q^4)*(1 - q^2 + q^6 - q^8))/q^31))/q^13))/q^57 - ((1 + q^2)*(-1 + q^4)*(-(((1 + q^2)*(1 - q^4 + q^6 - q^10))/q^36) - ((-1 + q^4 - q^6 + q^10)*(-(((1 + 2*q^2 + q^4)*(-1 + q^2 - q^6 + q^8))/q^29) + (-1 + q^4 + q^8 + q^10)/q^27))/q^13))/q^59))/q^34))/((1 + q^2)^2*(-1 - 2*q^2 - q^4))}, {0, 0, 0, -(q^13*(1 + q^2)), 0, 0, 0, -(q^22*(1 + q^2)), 0, -(q^10*(-1 + q^8)), -((1 + 2*q^2 + q^4)*(-q^18 + 2*q^20 - 2*q^22 + q^24)), (1 + 2*q^2 + q^4)*(-q^17 + q^19 - 2*q^23 + 3*q^25 - 2*q^27 + q^29)}, {0, 0, 0, 0, 0, 0, 0, q^16*(1 + 2*q^2 + q^4), 0, 0, q^14*(-1 + q^2 - q^6 + q^8 + q^10), -(q^9*(-1 - q^2 - q^4 - q^6 - q^10 + q^12 + 2*q^14 + q^18 + q^20))}, {0, 0, 0, 0, q^14, 0, 0, -(q^13*(-1 + q^2)), 0, 0, -(q^13*(-1 + 2*q^2 - 2*q^4 + q^6)), q^10*(1 + q^2)*(1 - 2*q^2 + 3*q^4 - 4*q^6 + 3*q^8 - 2*q^10 + q^12)}}, {{q^10, 0, 0, 0, 0, -q^14, 0, 0, -(q^23/(1 + q^2)), 0, 0, q^32}, {0, q^10, 0, 0, 0, -q^13, q^18, 0, -q^22 + q^24, (q^24 + q^26 - q^30)/(1 + q^2), (-q^30 + q^32)/(1 + q^2), q^31 - q^33 + 2*q^37 - 2*q^39 + q^43 - q^45}, {0, 0, q^10, 0, 0, 0, -(q^12*(1 + q^2)), 0, -q^20, q^18*(1 + q^2)*(-1 + q^4), -q^20 + q^22 - q^26, q^27 - q^31 + 2*q^33 + q^35 - q^37 + q^39 + q^41}, {0, 0, 0, q^10, 0, 0, 0, q^17, 0, q^23/(1 + q^2), (-q^21 + q^23)/(1 + q^2), -q^30 + q^32 - q^36 + q^38}, {0, 0, 0, 0, q^10, 0, 0, -q^13, 0, 0, -(q^21/(1 + q^2)), q^28}, {0, 0, 0, 0, 0, -q^12, 0, 0, q^21*(-1 + q^2), 0, 0, q^30 - q^32 + q^36 - q^38}, {0, 0, 0, 0, 0, 0, -q^12, 0, q^20*(-1 + q^2), q^18*(-1 + q^4), -(q^22*(-1 + q^2)), q^27 - q^29 - q^31 + 2*q^33 - q^35 - q^37 + q^39}, {0, 0, 0, 0, 0, 0, 0, -q^12, 0, 0, q^20*(-1 + q^2), q^27 - q^29 + q^33 - q^35}, {0, 0, 0, 0, 0, 0, 0, 0, -q^18, 0, 0, q^25*(1 + q^2 + q^6 + q^8)}, {0, 0, 0, 0, 0, 0, 0, 0, 0, -q^18, 0, -(q^25*(-1 + q^4 - q^6 + q^10))}, {0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -q^18, q^23*(1 + q^2 + q^6 + q^8)}, {0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, q^24}}}}}, {9 + q^(-38) + q^(-36) + q^(-34) + q^(-32) + 2/q^30 + 3/q^28 + 3/q^26 + 3/q^24 + 4/q^22 + 5/q^20 + 6/q^18 + 6/q^16 + 6/q^14 + 7/q^12 + 8/q^10 + 8/q^8 + 8/q^6 + 8/q^4 + 9/q^2 + 9*q^2 + 8*q^4 + 8*q^6 + 8*q^8 + 8*q^10 + 7*q^12 + 6*q^14 + 6*q^16 + 6*q^18 + 5*q^20 + 4*q^22 + 3*q^24 + 3*q^26 + 3*q^28 + 2*q^30 + q^32 + q^34 + q^36 + q^38, {{{{-((1 - q^2)/q^12), q^(-11), 0}, {q^(-11), 0, 0}, {0, 0, q^(-10)}}, {{q^(-10), 0, 0}, {0, -((1 - q^2)/q^12), q^(-11)}, {0, q^(-11), 0}}, {{q^(-10), 0, -q^(-8)}, {0, q^(-10), -q^(-9)}, {0, 0, -q^(-12)}}}, {{{0, q^11, 0}, {q^11, -((-q^(-22) + q^(-20))*q^32), 0}, {0, 0, q^10}}, {{q^10, 0, 0}, {0, 0, q^11}, {0, q^11, -((-q^(-22) + q^(-20))*q^32)}}, {{q^10, 0, -q^14}, {0, q^10, -q^13}, {0, 0, -q^12}}}}}, {5 + q^(-30) + q^(-28) + q^(-26) + q^(-24) + q^(-22) + 2/q^20 + 3/q^18 + 2/q^16 + 2/q^14 + 3/q^12 + 4/q^10 + 4/q^8 + 4/q^6 + 3/q^4 + 4/q^2 + 4*q^2 + 3*q^4 + 4*q^6 + 4*q^8 + 4*q^10 + 3*q^12 + 2*q^14 + 2*q^16 + 3*q^18 + 2*q^20 + q^22 + q^24 + q^26 + q^28 + q^30, {{{{-((1 - q^2 + q^6 - q^8)/q^18), -((-1 + q^4)/q^18), q^(-12), 0, 0, 0}, {-((-1 + q^2 - q^6 + q^8)/q^16), -q^(-16), 0, 0, 0, 0}, {q^(-12), 0, 0, 0, 0, 0}, {0, 0, 0, -((1 - q^2)/q^12), q^(-11), 0}, {0, 0, 0, q^(-11), 0, 0}, {0, 0, 0, 0, 0, q^(-10)}}, {{q^(-10), 0, 0, 0, 0, 0}, {0, -((1 - q^2)/q^12), 0, q^(-11), 0, 0}, {0, 0, -((1 - q^2 + q^6 - q^8)/q^18), 0, -((-1 + q^4)/q^18), q^(-12)}, {0, q^(-11), 0, 0, 0, 0}, {0, 0, -((-1 + q^2 - q^6 + q^8)/q^16), 0, -q^(-16), 0}, {0, 0, q^(-12), 0, 0, 0}}, {{q^(-10), 0, 0, -((1 + q^2)/q^9), 0, -q^(-2)}, {0, q^(-10), 0, -q^(-9), q^(-4), -((1 - q^2)/q^2)}, {0, 0, q^(-10), 0, -((1 + q^2)/q^10), -q^(-4)}, {0, 0, 0, -q^(-12), 0, -((-1 + q^2)/q^9)}, {0, 0, 0, 0, -q^(-12), -((-1 + q^2)/q^10)}, {0, 0, 0, 0, 0, -q^(-18)}}}, {{{0, 0, q^12, 0, 0, 0}, {0, -q^16, -((-q^(-60) + q^(-58) - q^(-54) + q^(-52))*q^72), 0, 0, 0}, {q^12, -((-q^(-62) + q^(-58))*q^72), -((-q^(-62) + q^(-60) - q^(-56) + q^(-54))*q^72), 0, 0, 0}, {0, 0, 0, 0, q^11, 0}, {0, 0, 0, q^11, -((-q^(-62) + q^(-60))*q^72), 0}, {0, 0, 0, 0, 0, q^10}}, {{q^10, 0, 0, 0, 0, 0}, {0, 0, 0, q^11, 0, 0}, {0, 0, 0, 0, 0, q^12}, {0, q^11, 0, -((-q^(-62) + q^(-60))*q^72), 0, 0}, {0, 0, 0, 0, -q^16, -((-q^(-60) + q^(-58) - q^(-54) + q^(-52))*q^72)}, {0, 0, q^12, 0, -((-q^(-62) + q^(-58))*q^72), -((-q^(-62) + q^(-60) - q^(-56) + q^(-54))*q^72)}}, {{q^10, 0, 0, -((q^(-59) + q^(-57))*q^72), 0, -q^22}, {0, q^10, 0, -q^13, q^18, -((q^(-50) - q^(-48))*q^72)}, {0, 0, q^10, 0, -((q^(-60) + q^(-58))*q^72), -q^20}, {0, 0, 0, -q^12, 0, -((q^(-51) - q^(-49))*q^72)}, {0, 0, 0, 0, -q^12, -((q^(-52) - q^(-50))*q^72)}, {0, 0, 0, 0, 0, -q^18}}}}}, {8 + q^(-40) + q^(-38) + q^(-36) + q^(-34) + 2/q^32 + 2/q^30 + 3/q^28 + 3/q^26 + 3/q^24 + 4/q^22 + 5/q^20 + 5/q^18 + 6/q^16 + 6/q^14 + 6/q^12 + 7/q^10 + 8/q^8 + 7/q^6 + 8/q^4 + 8/q^2 + 8*q^2 + 8*q^4 + 7*q^6 + 8*q^8 + 7*q^10 + 6*q^12 + 6*q^14 + 6*q^16 + 5*q^18 + 5*q^20 + 4*q^22 + 3*q^24 + 3*q^26 + 3*q^28 + 2*q^30 + 2*q^32 + q^34 + q^36 + q^38 + q^40, {{Template:Q^(-10), Template:Q^(-10), Template:Q^(-10)}, {Template:Q^10, Template:Q^10, Template:Q^10}}}}