Data:Braiding/A 2/1,1/3

{{1, {{{{0, q^(-9)}, {q^(-9), 0}}, {{0, q^(-9)}, {q^(-9), 0}}}, {{{0, q^9}, {q^9, 0}}, {{0, q^9}, {q^9, 0}}}}}, {2 + q^(-6) + q^(-4) + 2/q^2 + 2*q^2 + q^4 + q^6, {{{{q^(-4), 0, q^(-10), -q^(-11)}, {0, -q^(-6), 1/(q^8*(1 + q^2)), 1/(q^11*(1 + q^2))}, {0, 0, 0, q^(-9)}, {0, 0, q^(-9), 0}}, {{0, 0, 0, -q^(-7)}, {0, 0, q^(-6), -(1/(q^5*(1 + q^2)))}, {-(1/(q^8*(1 + q^2))), q^(-6), -((1 - q^6)/q^10), -((-1 + q^2)/q^9)}, {-q^(-9), 0, -((1 - q^6)/q^11), -((-1 + q^4)/q^10)}}}, {{{q^4, 0, q^2, -q^3}, {0, -q^6, q^4/(1 + q^2), q^7/(1 + q^2)}, {0, 0, 0, q^9}, {0, 0, q^9, 0}}, {{q^28*(-q^(-22) + q^(-18) + 1/(q^22*(1 + q^2)) - 1/(q^16*(1 + q^2))), (-q^(-24) + q^(-18))*q^28, 0, -q^9}, {q^28*(q^(-24) - q^(-22) + 1/(q^24*(1 + q^2)^2) - 1/(q^18*(1 + q^2)^2) - 2/(q^24*(1 + q^2)) + 1/(q^20*(1 + q^2)) + 1/(q^18*(1 + q^2))), q^28*(q^(-26) - q^(-20) - 1/(q^26*(1 + q^2)) + 1/(q^20*(1 + q^2))), q^6, -(q^7/(1 + q^2))}, {-(q^8/(1 + q^2)), q^6, 0, 0}, {-q^7, 0, 0, 0}}}}}, {2 + q^(-4) + 2/q^2 + 2*q^2 + q^4, {{{{q^(-4), -(1/(q^6*(1 + q^2))), -q^(-7), -((-1 - q^2)/(q^8*(1 + q^2 + q^4))), -(1/(q^7*(1 + q^2 + q^4))), -(1/(q^7*(1 + q^2 + q^4))), -((-1 - q^2)/(q^8*(1 + q^2 + q^4))), q^(-16)}, {0, -q^(-6), 0, 0, -((-1 - q^2)/(q^9*(1 + q^2 + q^4))), 0, -((-1 - q^2)/(q^6*(1 + q^2 + q^4))), -((1 - q^4)/q^18)}, {0, 0, -q^(-6), 1/(q^5*(1 + q^2 + q^4)), 0, 1/(q^8*(1 + q^2 + q^4)), 0, -((1 - q^2)/q^17)}, {0, 0, 0, 0, 0, q^(-9), 0, -((1 + q^2 - q^4)/q^18)}, {0, 0, 0, 0, 0, 0, q^(-9), -((1 - q^2 - q^4)/q^17)}, {0, 0, 0, q^(-9), 0, 0, 0, -((1 - q^2 - q^4)/q^17)}, {0, 0, 0, 0, q^(-9), 0, 0, -((1 + q^2 - q^4)/q^18)}, {0, 0, 0, 0, 0, 0, 0, q^(-12)}}, {{0, 0, 0, 0, 0, 0, 0, q^(-8)}, {0, -q^(-12), 0, 0, 0, 0, -((-1 + q^4)/q^12), -((-1 + q^2 + q^4 - q^10)/q^16)}, {0, 0, -q^(-12), -((-1 + q^2)/q^11), 0, 0, 0, -((-1 + 2*q^2 - q^4 + q^6 - q^8)/q^15)}, {0, -(1/(q^10*(1 + q^2))), -((1 + 2*q^2 + q^4)/q^13), -((-1 - q^2 + q^4)/q^12), 0, 0, -((-1 + q^2)/q^10), -((-1 - q^2 + 3*q^4 - q^6 + q^8 - q^10)/q^16)}, {0, -q^(-11), -((1 + q^2)/q^12), -((-1 + q^4)/q^11), 0, q^(-6), -((-1 + q^4)/q^11), -((-2 + 2*q^2 + q^4 - q^10)/q^15)}, {0, -q^(-11), -((1 + q^2)/q^12), -((-1 + q^4)/q^11), q^(-6), 0, -((-1 + q^4)/q^11), -((-2 + 2*q^2 + q^4 - q^10)/q^15)}, {0, -((1 + q^2)/q^12), -q^(-11), -((-1 + q^2)/q^10), 0, 0, -((-1 - q^2 + q^4)/q^12), -((-1 - q^2 + 3*q^4 - q^6 + q^8 - q^10)/q^16)}, {q^(-8), -((1 - q^2)/(q^8*(1 + q^2))), -((1 - q^2)/q^9), -((-1 + q^2)/q^8), -((1 - q^2)/q^7), -((1 - q^2)/q^7), -((-1 + q^2)/q^8), -((-1 + 2*q^2 - 2*q^4 + 2*q^6 - q^8)/q^12)}}}, {{{q^4, -(q^4/(1 + q^2)), -q^3, q^64*(1/(q^60*(1 + q^2 + q^4)) + 1/(q^58*(1 + q^2 + q^4))), q^64*(-(1/(q^59*(1 + q^2 + q^4))) - 1/(q^57*(1 + q^2 + q^4)) + 1/(q^57*(1 + q^2)*(1 + q^2 + q^4)) + 1/(q^55*(1 + q^2)*(1 + q^2 + q^4))), -(q^5/(1 + q^2 + q^4)), q^64*(1/(q^58*(1 + q^2 + q^4)) + 1/(q^60*(1 + q^2)*(1 + q^2 + q^4)) + 1/(q^58*(1 + q^2)*(1 + q^2 + q^4))), q^64*(-q^(-66) - 1/(q^66*(1 + q^2)) + 1/(q^62*(1 + q^2)) + 1/(q^66*(1 + q^2 + q^4)) + 1/(q^64*(1 + q^2 + q^4)) + 2/(q^62*(1 + q^2 + q^4)) + 1/(q^60*(1 + q^2 + q^4)) + 1/(q^58*(1 + q^2 + q^4)) + 1/(q^66*(1 + q^2)*(1 + q^2 + q^4)) + 2/(q^64*(1 + q^2)*(1 + q^2 + q^4)) + 1/(q^62*(1 + q^2)*(1 + q^2 + q^4)) - 1/(q^60*(1 + q^2)*(1 + q^2 + q^4)) - 2/(q^58*(1 + q^2)*(1 + q^2 + q^4)) - 1/(q^56*(1 + q^2)*(1 + q^2 + q^4)))}, {0, -q^6, 0, 0, q^64*(1/(q^55*(1 + q^2 + q^4)) + 1/(q^53*(1 + q^2 + q^4))), 0, q^64*(1/(q^58*(1 + q^2 + q^4)) + 1/(q^56*(1 + q^2 + q^4))), q^64*(-q^(-64) + q^(-60) + 1/(q^64*(1 + q^2 + q^4)) + 2/(q^62*(1 + q^2 + q^4)) + 1/(q^60*(1 + q^2 + q^4)) - 1/(q^58*(1 + q^2 + q^4)) - 2/(q^56*(1 + q^2 + q^4)) - 1/(q^54*(1 + q^2 + q^4)))}, {0, 0, -q^6, q^7/(1 + q^2 + q^4), 0, q^10/(1 + q^2 + q^4), 0, q^64*(-q^(-63) + q^(-61) + 1/(q^63*(1 + q^2 + q^4)) + 1/(q^61*(1 + q^2 + q^4)) - 1/(q^57*(1 + q^2 + q^4)) - 1/(q^55*(1 + q^2 + q^4)))}, {0, 0, 0, 0, 0, q^9, 0, (q^(-60) - q^(-58) - q^(-56))*q^64}, {0, 0, 0, 0, 0, 0, q^9, (q^(-61) + q^(-59) - q^(-57))*q^64}, {0, 0, 0, q^9, 0, 0, 0, (q^(-61) + q^(-59) - q^(-57))*q^64}, {0, 0, 0, 0, q^9, 0, 0, (q^(-60) - q^(-58) - q^(-56))*q^64}, {0, 0, 0, 0, 0, 0, 0, q^12}}, {{q^64*(2/q^72 - 8/q^70 + 10/q^68 - 2/q^66 - 5/q^64 + 7/q^62 - 9/q^60 + 9/q^58 - 6/q^56 + 2/q^54 - 2/(q^72*(1 + q^2)) + 6/(q^70*(1 + q^2)) - 2/(q^68*(1 + q^2)) - 8/(q^66*(1 + q^2)) + 7/(q^64*(1 + q^2)) - 2/(q^62*(1 + q^2)) + 3/(q^60*(1 + q^2)) - 1/(q^58*(1 + q^2)) - 3/(q^56*(1 + q^2)) + 4/(q^54*(1 + q^2)) - 3/(q^52*(1 + q^2)) + 1/(q^50*(1 + q^2))), q^64*(-2/q^66 + 2/q^64 + 4/q^62 - 7/q^60 + 4/q^58 - q^(-56) + 2/(q^66*(1 + q^2)) - 6/(q^62*(1 + q^2)) + 3/(q^60*(1 + q^2)) + 3/(q^58*(1 + q^2)) - 4/(q^56*(1 + q^2)) + 3/(q^54*(1 + q^2)) - 1/(q^52*(1 + q^2))), q^64*(-2/q^65 + 4/q^63 - 5/q^59 + 4/q^57 - q^(-55) + 2/(q^65*(1 + q^2)) - 2/(q^63*(1 + q^2)) - 4/(q^61*(1 + q^2)) + 5/(q^59*(1 + q^2)) - 2/(q^55*(1 + q^2)) + 2/(q^53*(1 + q^2)) - 1/(q^51*(1 + q^2))), (-q^(-56) + q^(-54))*q^64, (q^(-57) - q^(-55))*q^64, (q^(-57) - q^(-55))*q^64, q^64*(q^(-60) - 3/q^58 + 2/q^56 - 1/(q^60*(1 + q^2)) + 2/(q^58*(1 + q^2)) - 2/(q^54*(1 + q^2)) + 1/(q^52*(1 + q^2))), q^8}, {(-q^(-62) + q^(-56) + q^(-54) - q^(-52))*q^64, (-q^(-58) - q^(-56) + q^(-54))*q^64, (-q^(-57) + q^(-53))*q^64, 0, 0, 0, (q^(-58) - q^(-54))*q^64, 0}, {q^64*(q^(-65) - 2/q^63 + q^(-61) - 2/q^59 + 2/q^57 + q^(-55) - q^(-53) - 1/(q^65*(1 + q^2)) + 1/(q^63*(1 + q^2)) + 1/(q^59*(1 + q^2)) - 2/(q^55*(1 + q^2)) + 1/(q^53*(1 + q^2))), q^64*(q^(-61) - q^(-59) - q^(-57) + q^(-55) - 1/(q^61*(1 + q^2)) + 2/(q^57*(1 + q^2)) - 1/(q^55*(1 + q^2))), q^64*(q^(-60) - 3/q^58 + q^(-54) - 1/(q^60*(1 + q^2)) + 1/(q^58*(1 + q^2)) + 1/(q^56*(1 + q^2)) - 1/(q^54*(1 + q^2))), (q^(-57) - q^(-55))*q^64, 0, 0, q^64*(-q^(-61) + 2/q^59 - q^(-57) + 1/(q^61*(1 + q^2)) - 1/(q^59*(1 + q^2)) - 1/(q^57*(1 + q^2)) + 1/(q^55*(1 + q^2))), 0}, {q^64*(q^(-66) - q^(-64) - 3/q^60 + q^(-58) + q^(-56) + q^(-54) - 1/(q^66*(1 + q^2)) + 1/(q^60*(1 + q^2)) + 1/(q^58*(1 + q^2)) - 1/(q^56*(1 + q^2))), q^64*(q^(-62) - q^(-58) - 1/(q^62*(1 + q^2)) - 1/(q^60*(1 + q^2)) + 1/(q^58*(1 + q^2))), q^64*(q^(-61) - 2/q^59 - 2/q^57 - q^(-55) - 1/(q^61*(1 + q^2)) + 1/(q^57*(1 + q^2))), q^6, 0, 0, q^64*(-q^(-62) + q^(-60) + 1/(q^62*(1 + q^2)) - 1/(q^58*(1 + q^2))), 0}, {q^64*(q^(-73) - 3/q^71 + 2/q^69 + q^(-67) - q^(-65) + q^(-63) - 3/q^61 + q^(-59) + q^(-55) - 1/(q^73*(1 + q^2)) + 2/(q^71*(1 + q^2)) + 1/(q^69*(1 + q^2)) - 3/(q^67*(1 + q^2)) + 1/(q^61*(1 + q^2)) + 1/(q^59*(1 + q^2)) - 1/(q^57*(1 + q^2))), q^64*(-q^(-67) + 2/q^63 - q^(-61) - q^(-57) + 1/(q^67*(1 + q^2)) + 1/(q^65*(1 + q^2)) - 2/(q^63*(1 + q^2)) - 1/(q^61*(1 + q^2)) + 1/(q^59*(1 + q^2))), q^64*(-q^(-66) + q^(-64) + q^(-62) - q^(-60) - q^(-58) - q^(-56) + 1/(q^66*(1 + q^2)) - 2/(q^62*(1 + q^2)) + 1/(q^58*(1 + q^2))), 0, 0, q^6, 0, 0}, {q^64*(q^(-73) - 3/q^71 + 2/q^69 + q^(-67) - q^(-65) + q^(-63) - 3/q^61 + q^(-59) + q^(-55) - 1/(q^73*(1 + q^2)) + 2/(q^71*(1 + q^2)) + 1/(q^69*(1 + q^2)) - 3/(q^67*(1 + q^2)) + 1/(q^61*(1 + q^2)) + 1/(q^59*(1 + q^2)) - 1/(q^57*(1 + q^2))), q^64*(-q^(-67) + 2/q^63 - q^(-61) - q^(-57) + 1/(q^67*(1 + q^2)) + 1/(q^65*(1 + q^2)) - 2/(q^63*(1 + q^2)) - 1/(q^61*(1 + q^2)) + 1/(q^59*(1 + q^2))), q^64*(-q^(-66) + q^(-64) + q^(-62) - q^(-60) - q^(-58) - q^(-56) + 1/(q^66*(1 + q^2)) - 2/(q^62*(1 + q^2)) + 1/(q^58*(1 + q^2))), 0, q^6, 0, 0, 0}, {(-q^(-62) - q^(-60) + q^(-56) + q^(-54))*q^64, (-q^(-58) - q^(-56))*q^64, -q^7, 0, 0, 0, q^6, 0}, {q^8, 0, 0, 0, 0, 0, 0, 0}}}}}, {5 + q^(-10) + 2/q^8 + 3/q^6 + 4/q^4 + 5/q^2 + 5*q^2 + 4*q^4 + 3*q^6 + 2*q^8 + q^10, {{{{q^(-4), -q^(-7)}, {0, -q^(-6)}}, {{0, q^(-5)}, {q^(-5), -((1 - q^2)/q^6)}}}, {{{q^4, -q^3}, {0, -q^6}}, {{q^4*(1 - q^2), q^5}, {q^5, 0}}}}}, {5 + q^(-8) + 2/q^6 + 4/q^4 + 4/q^2 + 4*q^2 + 4*q^4 + 2*q^6 + q^8, {{{{q^(-4), 0, -((1 + q^2)/q^9), -q^(-8), 0, q^(-11)}, {0, q^(-4), -q^(-8), -((1 + q^2)/q^9), q^(-11), 0}, {0, 0, -q^(-6), 0, 1/(q^9*(1 + q^2 + q^4)), 1/(q^6*(1 + q^2 + q^4))}, {0, 0, 0, -q^(-6), 1/(q^6*(1 + q^2 + q^4)), 1/(q^9*(1 + q^2 + q^4))}, {0, 0, 0, 0, 0, q^(-9)}, {0, 0, 0, 0, q^(-9), 0}}, {{0, 0, 0, 0, q^(-6), 0}, {0, 0, 0, 0, 0, q^(-6)}, {0, 0, 0, q^(-7), -((1 - q^2)/q^7), 0}, {0, 0, q^(-7), 0, 0, -((1 - q^2)/q^7)}, {q^(-6), 0, -((1 - q^4)/q^9), -((1 - q^2)/q^8), -((1 - q^2)/q^6), -((-1 + q^2)/q^9)}, {0, q^(-6), -((1 - q^2)/q^8), -((1 - q^4)/q^9), -((-1 + q^2)/q^9), -((1 - q^2)/q^6)}}}, {{{q^4, 0, -((q^(-37) + q^(-35))*q^38), -q^2, -(q^38*(q^(-36) - 1/(q^36*(1 + q^2 + q^4)) - 1/(q^34*(1 + q^2 + q^4)) - 1/(q^32*(1 + q^2 + q^4)))), -(q^38*(-(1/(q^37*(1 + q^2 + q^4))) - 1/(q^35*(1 + q^2 + q^4)) - 1/(q^33*(1 + q^2 + q^4))))}, {0, q^4, -q^2, -((q^(-37) + q^(-35))*q^38), -(q^38*(-(1/(q^37*(1 + q^2 + q^4))) - 1/(q^35*(1 + q^2 + q^4)) - 1/(q^33*(1 + q^2 + q^4)))), -(q^38*(q^(-36) - 1/(q^36*(1 + q^2 + q^4)) - 1/(q^34*(1 + q^2 + q^4)) - 1/(q^32*(1 + q^2 + q^4))))}, {0, 0, -q^6, 0, q^9/(1 + q^2 + q^4), q^6/(1 + q^2 + q^4)}, {0, 0, 0, -q^6, q^6/(1 + q^2 + q^4), q^9/(1 + q^2 + q^4)}, {0, 0, 0, 0, 0, q^9}, {0, 0, 0, 0, q^9, 0}}, {{-((-q^(-34) + q^(-32))*q^38), -((q^(-31) - q^(-29))*q^38), -((-q^(-33) + q^(-31))*q^38), -((-q^(-34) + q^(-30))*q^38), q^6, 0}, {-((q^(-31) - q^(-29))*q^38), -((-q^(-34) + q^(-32))*q^38), -((-q^(-34) + q^(-30))*q^38), -((-q^(-33) + q^(-31))*q^38), 0, q^6}, {0, -((-q^(-32) + q^(-30))*q^38), 0, q^7, 0, 0}, {-((-q^(-32) + q^(-30))*q^38), 0, q^7, 0, 0, 0}, {q^6, 0, 0, 0, 0, 0}, {0, q^6, 0, 0, 0, 0}}}}}, {2 + q^(-6) + q^(-4) + 2/q^2 + 2*q^2 + q^4 + q^6, {{{{q^(-4), -q^(-6), -q^(-12), 0}, {0, -q^(-6), -q^(-12), -q^(-9)}, {0, 0, 0, q^(-9)}, {0, 0, q^(-9), 0}}, {{0, 0, 0, -q^(-7)}, {0, 0, q^(-6), -((1 + q^2)/q^7)}, {-((1 + q^2)/q^10), q^(-10), -((-1 + q^4)/q^10), -((1 - q^6)/q^11)}, {-q^(-9), -((-1 + q^2)/q^9), -((-1 + q^2)/q^9), -((1 - q^6)/q^10)}}}, {{{q^4, -q^4, -q^4, 0}, {0, -q^6, -q^6, -q^3}, {0, 0, 0, q^9}, {0, 0, q^9, 0}}, {{(q^(-24) - q^(-22))*q^28, (q^(-22) - q^(-20))*q^28, (q^(-22) - q^(-20))*q^28, -q^5}, {(q^(-24) - q^(-18))*q^28, 0, q^6, (-q^(-23) - q^(-21))*q^28}, {(-q^(-22) - q^(-20))*q^28, q^6, 0, 0}, {-q^7, 0, 0, 0}}}}}, {8 + q^(-12) + 2/q^10 + 4/q^8 + 6/q^6 + 7/q^4 + 8/q^2 + 8*q^2 + 7*q^4 + 6*q^6 + 4*q^8 + 2*q^10 + q^12, {{Template:Q^(-4), Template:Q^(-4)}, {Template:Q^4, Template:Q^4}}}, {5 + q^(-10) + 2/q^8 + 3/q^6 + 4/q^4 + 5/q^2 + 5*q^2 + 4*q^4 + 3*q^6 + 2*q^8 + q^10, {{{{q^(-4), -q^(-7)}, {0, -q^(-6)}}, {{0, q^(-5)}, {q^(-5), -((1 - q^2)/q^6)}}}, {{{q^4, -q^3}, {0, -q^6}}, {{q^4*(1 - q^2), q^5}, {q^5, 0}}}}}}